NIRCam PSF Photometry With Space_Phot#
Author: Ori Fox
Last Updated: Mar 2026
Table of contents#
1.-Introduction #
Packages to Install: drizzlepac\ space_phot https://github.com/jpierel14/space_phot\ photutils (on main git+https://github.com/astropy/photutils)\ jupyter\
Goals:
PSF Photometry can be obtained using:
grid of PSF models from STPSF
single effective PSF (ePSF) NOT YET AVAILABLE
grid of effective PSF NOT YET AVAILABLE
The notebook shows:
how to obtain the PSF model from STPSF (or build an ePSF)
how to perform PS
photometry on the image
2.-Setup #
2.1-Python imports#
import os
# Check whether the local CRDS cache directory has been set.
# If not, set it to the user home directory
if (os.getenv('CRDS_PATH') is None):
os.environ['CRDS_PATH'] = os.path.join(os.path.expanduser('~'), 'crds')
# Check whether the CRDS server URL has been set. If not, set it.
os.environ['CRDS_SERVER_URL'] = 'https://jwst-crds.stsci.edu'
from astropy.io import fits
from astropy.nddata import extract_array
from astropy.coordinates import SkyCoord
from astropy import wcs
from astropy import units as u
import numpy as np
import pandas as pd
from astropy.visualization import simple_norm
from urllib.parse import urlparse
import requests
import time
import math
import logging
from jwst import datamodels
from jwst.associations import load_asn
import matplotlib.pyplot as plt
%matplotlib inline
from astroquery.mast import Observations
import tarfile
# Background and PSF Functions
from photutils.background import MMMBackground, MADStdBackgroundRMS
from photutils.detection import DAOStarFinder
import space_phot
from importlib.metadata import version
version('space_phot')
The following task in the stsci.skypac package can be run with TEAL:
skymatch
'0.4.1'
2.2-Download data#
def get_asn_filenames(program, observation, objnum, filtername):
"""Query MAST to determine the name of the association file for the given
program, observation, and object number. This function is more convenient
than hardcoding a filename because the filenames include datestamps of when
they were produced. So each time the files are reprocessed in MAST, the
filenames change.
Parameters
----------
program : int
Program ID number. e.g. 1067
observation : int
Observation number. e.g. 24
objnum : int
Object number.
filtername : str
Name of the filter used in the observation. e.g. "F444W"
Returns
-------
files_to_download : list
List of filenames matching the input parameters
"""
prog_str = str(program).zfill(5)
obs_str = str(observation).zfill(3)
obj_str = str(objnum).zfill(5)
obs_id_table = Observations.query_criteria(instrument_name=["NIRCAM/IMAGE"],
provenance_name=["CALJWST"], # Executed observations
obs_id=['jw' + prog_str + '-o' + obs_str + '*'],
filters=[filtername.upper()]
)
matching_files = []
for exposure in (obs_id_table):
products = Observations.get_product_list(exposure)
filtered_products = Observations.filter_products(products, productSubGroupDescription='ASN')
matching_files.extend(filtered_products['dataURI'])
matching_files = [os.path.basename(e) for e in matching_files if f'_image3_{obj_str}_asn' in e]
return matching_files
def download_files(files_to_download):
"""Download a list of files from MAST.
Parameters
----------
files_to_download : list
List of filenames
"""
for file in files_to_download:
# Check if the file already exists in the current working directory
if os.path.exists(file):
print(f"File {file} already exists. Skipping download.")
continue
cal_uri = f'mast:JWST/product/{file}'
Observations.download_file(cal_uri)
# Download NIRCam Data PID 1537 (Calibration Program) and NIRCam Data PID 1476 (LMC)
files_to_download = ['jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits',
'jw01537024001_0310a_00001_nrcblong_cal.fits',
'jw01537024001_0310a_00002_nrcblong_cal.fits',
'jw01537024001_0310a_00003_nrcblong_cal.fits',
'jw01537024001_0310a_00004_nrcblong_cal.fits',
'jw01537024001_0310k_00001_nrcblong_cal.fits',
'jw01537024001_0310k_00002_nrcblong_cal.fits',
'jw01537024001_0310k_00003_nrcblong_cal.fits',
'jw01537024001_0310k_00004_nrcblong_cal.fits',
'jw01476-o001_t001_nircam_clear-f150w_i2d.fits',
'jw01476001007_02101_00001_nrca1_cal.fits',
'jw01476001007_02101_00002_nrca1_cal.fits',
'jw01476001007_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00001_nrca1_cal.fits',
'jw01476001008_02101_00002_nrca1_cal.fits',
'jw01476001008_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00004_nrca1_cal.fits',
'jw01476001008_02101_00005_nrca1_cal.fits',
'jw01476001008_02101_00006_nrca1_cal.fits'
]
# Get the names of the related association files and add those
# to the list of files to download
asn_files_to_download = [get_asn_filenames(1537, 24, 1, 'F444W')[0],
get_asn_filenames(1476, 1, 23, 'F150W')[0]
]
files_to_download += asn_files_to_download
# Call the function to download files
download_files(files_to_download)
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits to jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310a_00001_nrcblong_cal.fits to jw01537024001_0310a_00001_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310a_00002_nrcblong_cal.fits to jw01537024001_0310a_00002_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310a_00003_nrcblong_cal.fits to jw01537024001_0310a_00003_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310a_00004_nrcblong_cal.fits to jw01537024001_0310a_00004_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310k_00001_nrcblong_cal.fits to jw01537024001_0310k_00001_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310k_00002_nrcblong_cal.fits to jw01537024001_0310k_00002_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310k_00003_nrcblong_cal.fits to jw01537024001_0310k_00003_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537024001_0310k_00004_nrcblong_cal.fits to jw01537024001_0310k_00004_nrcblong_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476-o001_t001_nircam_clear-f150w_i2d.fits to jw01476-o001_t001_nircam_clear-f150w_i2d.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001007_02101_00001_nrca1_cal.fits to jw01476001007_02101_00001_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001007_02101_00002_nrca1_cal.fits to jw01476001007_02101_00002_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001007_02101_00003_nrca1_cal.fits to jw01476001007_02101_00003_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00001_nrca1_cal.fits to jw01476001008_02101_00001_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00002_nrca1_cal.fits to jw01476001008_02101_00002_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00003_nrca1_cal.fits to jw01476001008_02101_00003_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00004_nrca1_cal.fits to jw01476001008_02101_00004_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00005_nrca1_cal.fits to jw01476001008_02101_00005_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476001008_02101_00006_nrca1_cal.fits to jw01476001008_02101_00006_nrca1_cal.fits ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01537-o024_20251206t204409_image3_00001_asn.json to jw01537-o024_20251206t204409_image3_00001_asn.json ...
[Done]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw01476-o001_20251208t010812_image3_00023_asn.json to jw01476-o001_20251208t010812_image3_00023_asn.json ...
[Done]
3.-Bright, Single Object#
3.1-Multiple, Level2 Files#
# Level 3 Files: NIRCam Data PID 1537 (Calibration Program):
lvl3 = 'jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits'
lvl3
'jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits'
hdl = fits.open(lvl3)
hdr = hdl[0].header
asnfile = hdr['ASNTABLE']
lvl2_prelim = []
asn_data = load_asn(open(asnfile))
for member in asn_data['products'][0]['members']:
#print(member['expname'])
lvl2_prelim.append(member['expname'])
lvl2_prelim
['jw01537024001_0310a_00001_nrcblong_cal.fits',
'jw01537024001_0310a_00002_nrcblong_cal.fits',
'jw01537024001_0310a_00003_nrcblong_cal.fits',
'jw01537024001_0310a_00004_nrcblong_cal.fits',
'jw01537024001_0310k_00001_nrcblong_cal.fits',
'jw01537024001_0310k_00002_nrcblong_cal.fits',
'jw01537024001_0310k_00003_nrcblong_cal.fits',
'jw01537024001_0310k_00004_nrcblong_cal.fits']
# Sort out LVL2 Data That Includes The Actual Source (there are 4 detectors)
source_location = SkyCoord('5:05:30.6593', '+52:49:49.862', unit=(u.hourangle, u.deg))
lvl2 = []
for ref_image in lvl2_prelim:
print(ref_image)
ref_fits = datamodels.open(ref_image)
ref_data = ref_fits.data
# Get coordinate transform function
world_to_detector = ref_fits.meta.wcs.get_transform('world', 'detector')
ref_y, ref_x = world_to_detector(source_location.ra, source_location.dec)
print(ref_y, ref_x)
try:
extract_array(ref_data, (11, 11), (ref_x, ref_y)) # block raising an exception
except Exception as e:
logging.error(f"An error occurred: {e}")
pass # Doing nothing on exception, but logging it
else:
lvl2.append(ref_image)
print(ref_image + ' added to final list')
lvl2
jw01537024001_0310a_00001_nrcblong_cal.fits
18.32648105689907 27.79251342046871
jw01537024001_0310a_00001_nrcblong_cal.fits added to final list
jw01537024001_0310a_00002_nrcblong_cal.fits
21.95435939146364 30.42139172012378
jw01537024001_0310a_00002_nrcblong_cal.fits added to final list
jw01537024001_0310a_00003_nrcblong_cal.fits
15.00589903768173 122.74620023373973
jw01537024001_0310a_00003_nrcblong_cal.fits added to final list
jw01537024001_0310a_00004_nrcblong_cal.fits
18.706567816972324 125.3868344443199
jw01537024001_0310a_00004_nrcblong_cal.fits added to final list
jw01537024001_0310k_00001_nrcblong_cal.fits
138.37956193061746 27.696787427773643
jw01537024001_0310k_00001_nrcblong_cal.fits added to final list
jw01537024001_0310k_00002_nrcblong_cal.fits
141.96650654760538 30.317666318727447
jw01537024001_0310k_00002_nrcblong_cal.fits added to final list
jw01537024001_0310k_00003_nrcblong_cal.fits
135.29515272698927 122.69290531160618
jw01537024001_0310k_00003_nrcblong_cal.fits added to final list
jw01537024001_0310k_00004_nrcblong_cal.fits
138.93196869042458 125.319474726919
jw01537024001_0310k_00004_nrcblong_cal.fits added to final list
['jw01537024001_0310a_00001_nrcblong_cal.fits',
'jw01537024001_0310a_00002_nrcblong_cal.fits',
'jw01537024001_0310a_00003_nrcblong_cal.fits',
'jw01537024001_0310a_00004_nrcblong_cal.fits',
'jw01537024001_0310k_00001_nrcblong_cal.fits',
'jw01537024001_0310k_00002_nrcblong_cal.fits',
'jw01537024001_0310k_00003_nrcblong_cal.fits',
'jw01537024001_0310k_00004_nrcblong_cal.fits']
# Change all DQ flagged pixels to NANs
for file in lvl2:
hdul = fits.open(file, mode='update')
data = fits.open(file)['SCI', 1].data
dq = fits.open(file)['DQ', 1].data
data[dq == 1] = np.nan
hdul['SCI', 1].data = data
hdul.flush()
# Examine the First Image
ref_image = lvl2[0]
print(ref_image)
ref_fits = datamodels.open(ref_image)
ref_data = ref_fits.data
norm1 = simple_norm(ref_data, stretch='linear', vmin=-20, vmax=10)
plt.imshow(ref_data, origin='lower', norm=norm1, cmap='gray')
plt.gca().tick_params(labelcolor='none', axis='both', color='none')
plt.show()
lvl2[0]
jw01537024001_0310a_00001_nrcblong_cal.fits
'jw01537024001_0310a_00001_nrcblong_cal.fits'
# Zoom in to see the source
world_to_detector = ref_fits.meta.wcs.get_transform('world', 'detector')
ref_y, ref_x = world_to_detector(source_location.ra, source_location.dec)
ref_cutout = extract_array(ref_data, (11, 11), (ref_x, ref_y))
norm1 = simple_norm(ref_cutout, stretch='linear', vmin=-10, vmax=1000)
plt.imshow(ref_cutout, origin='lower',
norm=norm1, cmap='gray')
plt.title('PID1537,Obs024')
plt.gca().tick_params(labelcolor='none', axis='both', color='none')
plt.show()
ref_cutout
array([[-1.4097424e+01, nan, -7.1305857e+00, -1.1836864e+01,
-1.2039799e+01, -7.4978876e+00, -2.1206863e+00, -7.9715500e+00,
-1.1940186e+01, -7.5503526e+00, -1.4227805e+01],
[-8.6941528e+00, -1.5005000e+01, -8.4021311e+00, -1.2993603e+01,
-6.2358489e+00, 2.1764727e+01, 1.9345808e+01, 1.8466286e+01,
-2.3862319e+00, -8.0388527e+00, -3.6893306e+00],
[-8.7173653e+00, -1.0629443e+01, -1.9142205e+00, 2.2257969e+00,
1.5961673e+01, 2.9130339e+01, 4.0104465e+01, 3.1029457e+01,
1.1655845e+01, 8.2040968e+00, 4.6414609e+00],
[-1.6372549e+01, -8.4070520e+00, 2.1101734e+01, 4.1717484e+01,
1.5037628e+01, 2.0357971e+01, 3.4912331e+01, 2.3351898e+01,
1.8779566e+01, 3.4681572e+01, 1.5672713e+01],
[ 2.6092233e-02, 2.8449478e+00, 5.5443050e+01, 4.3854042e+01,
4.9557014e+01, 2.5880695e+02, 4.6734839e+02, 2.8484497e+02,
5.4508751e+01, 3.0054148e+01, 3.0379436e+01],
[-6.9055543e+00, 3.1850452e+00, 5.6852753e+01, 4.5787888e+01,
1.4311702e+02, 7.9990234e+02, 1.2963953e+03, 8.3563434e+02,
1.9303149e+02, 1.7821909e+01, 2.3463602e+01],
[-7.0883212e+00, 7.3926206e+00, 5.3630054e+01, 4.1621925e+01,
nan, 8.5150293e+02, 1.3770430e+03, 9.0381964e+02,
1.9952747e+02, 2.6467091e+01, 6.1835752e+00],
[-9.0013609e+00, 1.5783077e+00, 6.0943031e+01, 5.8472141e+01,
5.2977036e+01, 3.3363831e+02, nan, 3.5503665e+02,
6.5592201e+01, 4.0053585e+01, 3.2139965e+01],
[-9.1747332e+00, 2.4300931e+00, 4.4693771e+01, 6.2754375e+01,
3.5774212e+01, 3.5512932e+01, 5.8198727e+01, 3.8118614e+01,
1.5338892e+01, 4.0170212e+01, 3.4521568e+01],
[-1.2536100e+01, -5.6060038e+00, 1.1084834e+01, 1.7202480e+01,
2.3742926e+01, 2.1428902e+01, 2.7457325e+01, 2.0310667e+01,
2.3680799e+01, 9.3339024e+00, -2.0217571e+00],
[-1.0281049e+01, -1.0619934e+01, -1.4747551e+01, -8.1247358e+00,
-5.3282804e+00, 1.3207419e+01, 3.0065084e+01, 2.4351320e+01,
4.7679338e+00, -8.8575039e+00, 9.4612474e+00]], dtype='>f4')
# Set environmental variables
os.environ["STPSF_PATH"] = "./data/stpsf-data/"
os.environ["PYSYN_CDBS"] = "./grp/redcat/trds/"
# Synphot Data
synphot_url = 'http://ssb.stsci.edu/trds/tarfiles/synphot5.tar.gz'
synphot_file = './synphot5.tar.gz'
synphot_folder = './grp'
# STPSF Data
stpsf_url = 'https://stsci.box.com/shared/static/kqfolg2bfzqc4mjkgmujo06d3iaymahv.gz'
stpsf_file = './stpsf-data-LATEST.tar.gz'
stpsf_folder = './data'
def download_file(url, dest_path, timeout=60):
parsed_url = urlparse(url)
if parsed_url.scheme not in ["http", "https"]:
raise ValueError(f"Unsupported URL scheme: {parsed_url.scheme}")
response = requests.get(url, stream=True, timeout=timeout)
response.raise_for_status()
with open(dest_path, "wb") as f:
for chunk in response.iter_content(chunk_size=8192):
f.write(chunk)
# Download STPSF data file
stpsfExist = os.path.exists(stpsf_folder)
if not stpsfExist:
os.makedirs(stpsf_folder)
download_file(stpsf_url, stpsf_file)
gzf = tarfile.open(stpsf_file)
gzf.extractall(stpsf_folder, filter='data')
# Gather synphot files
synExist = os.path.exists(synphot_folder)
if not synExist:
os.makedirs(synphot_folder)
download_file(synphot_url, synphot_file)
gzf = tarfile.open(synphot_file)
gzf.extractall('./', filter='data')
# Get PSF from STPSF
jwst_obs = space_phot.observation2(lvl2)
psfs = space_phot.get_jwst_psf(jwst_obs, source_location)
plt.imshow(psfs[0].data[100:150, 100:150])
plt.show()
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:35:01.125' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:35:02.245' from MJD-AVG.
Set DATE-END to '2022-09-08T10:35:03.364' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.387061 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.990770 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422543094.316 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:36:15.749' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:36:16.869' from MJD-AVG.
Set DATE-END to '2022-09-08T10:36:17.988' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.386057 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.989920 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422534278.049 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:37:29.477' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:37:30.596' from MJD-AVG.
Set DATE-END to '2022-09-08T10:37:31.716' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.385065 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.989081 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422525567.517 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:38:42.117' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:38:43.237' from MJD-AVG.
Set DATE-END to '2022-09-08T10:38:44.356' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.384087 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.988255 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422516985.406 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:11:36.707' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:11:37.827' from MJD-AVG.
Set DATE-END to '2022-09-08T11:11:38.946' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.357509 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.965776 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422283638.992 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:12:53.571' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:12:54.691' from MJD-AVG.
Set DATE-END to '2022-09-08T11:12:55.810' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.356474 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.964901 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422274553.462 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:14:07.043' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:14:08.163' from MJD-AVG.
Set DATE-END to '2022-09-08T11:14:09.282' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.355485 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.964064 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422265868.669 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:15:20.835' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:15:21.955' from MJD-AVG.
Set DATE-END to '2022-09-08T11:15:23.074' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.354491 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.963224 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422257145.875 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/O2022090801-NRCA3_FP1-1.fits to data/stpsf-data/MAST_JWST_WSS_OPDs/O2022090801-NRCA3_FP1-1.fits ...
[Done]
# Do PSF Photometry using space_phot (details of fitting are in documentation)
# https://st-phot.readthedocs.io/en/latest/examples/plot_a_psf.html#jwst-images
jwst_obs.psf_photometry(psfs, source_location, bounds={'flux': [-10, 10000],
'centroid': [-2, 2],
'bkg': [0, 50]},
fit_width=5,
fit_bkg=True,
fit_flux='single')
jwst_obs.plot_psf_fit()
plt.show()
jwst_obs.plot_psf_posterior(minweight=.0005)
plt.show()
print(jwst_obs.psf_result.phot_cal_table)
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -7799.663 < inf | logz: -7804.972 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -7133.365 < inf | logz: -7138.684 +/- 0.230 | dlogz: 5922.881 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -7045.360 < inf | logz: -7050.688 +/- 0.230 | dlogz: 5256.583 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -7024.069 < inf | logz: -7029.407 +/- 0.230 | dlogz: 5168.578 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -6796.345 < inf | logz: -6801.694 +/- 0.231 | dlogz: 5147.287 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -6749.029 < inf | logz: -6754.387 +/- 0.231 | dlogz: 4919.563 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -6746.603 < inf | logz: -6751.808 +/- 0.219 | dlogz: 4872.247 > 0.109
iter: 8 | bound: 0 | nc: 2 | ncall: 109 | eff(%): 7.339 | loglstar: -inf < -6556.964 < inf | logz: -6562.342 +/- 0.231 | dlogz: 4869.658 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 8.182 | loglstar: -inf < -6478.068 < inf | logz: -6483.456 +/- 0.232 | dlogz: 4680.182 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.009 | loglstar: -inf < -6374.583 < inf | logz: -6379.981 +/- 0.232 | dlogz: 4601.286 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 9.821 | loglstar: -inf < -6341.198 < inf | logz: -6346.605 +/- 0.232 | dlogz: 4497.801 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 10.619 | loglstar: -inf < -5813.419 < inf | logz: -5818.837 +/- 0.232 | dlogz: 4464.416 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 11.404 | loglstar: -inf < -5803.780 < inf | logz: -5809.208 +/- 0.232 | dlogz: 3936.637 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 12.174 | loglstar: -inf < -5515.525 < inf | logz: -5520.963 +/- 0.233 | dlogz: 3926.998 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 12.931 | loglstar: -inf < -5458.177 < inf | logz: -5463.625 +/- 0.233 | dlogz: 3638.743 > 0.109
iter: 16 | bound: 0 | nc: 2 | ncall: 118 | eff(%): 13.559 | loglstar: -inf < -5406.333 < inf | logz: -5411.791 +/- 0.233 | dlogz: 3581.395 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 14.286 | loglstar: -inf < -5214.519 < inf | logz: -5219.986 +/- 0.233 | dlogz: 3529.551 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 15.000 | loglstar: -inf < -5121.911 < inf | logz: -5127.389 +/- 0.233 | dlogz: 3337.737 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 15.702 | loglstar: -inf < -5103.433 < inf | logz: -5108.921 +/- 0.234 | dlogz: 3245.129 > 0.109
iter: 20 | bound: 0 | nc: 2 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -4894.795 < inf | logz: -4900.292 +/- 0.234 | dlogz: 3226.651 > 0.109
iter: 21 | bound: 0 | nc: 3 | ncall: 126 | eff(%): 16.667 | loglstar: -inf < -4861.511 < inf | logz: -4867.019 +/- 0.234 | dlogz: 3018.013 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 17.323 | loglstar: -inf < -4857.128 < inf | logz: -4862.621 +/- 0.231 | dlogz: 2984.729 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 17.969 | loglstar: -inf < -4828.303 < inf | logz: -4833.830 +/- 0.235 | dlogz: 2980.321 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 18.605 | loglstar: -inf < -4821.122 < inf | logz: -4826.658 +/- 0.234 | dlogz: 2951.521 > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 19.084 | loglstar: -inf < -4787.100 < inf | logz: -4792.648 +/- 0.235 | dlogz: 2944.339 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 19.697 | loglstar: -inf < -4774.064 < inf | logz: -4779.621 +/- 0.235 | dlogz: 2910.318 > 0.109
iter: 27 | bound: 0 | nc: 4 | ncall: 136 | eff(%): 19.853 | loglstar: -inf < -4728.704 < inf | logz: -4734.271 +/- 0.235 | dlogz: 2897.282 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 20.438 | loglstar: -inf < -4700.941 < inf | logz: -4706.518 +/- 0.236 | dlogz: 2851.922 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 21.014 | loglstar: -inf < -4679.859 < inf | logz: -4685.446 +/- 0.236 | dlogz: 2824.159 > 0.109
iter: 30 | bound: 0 | nc: 2 | ncall: 140 | eff(%): 21.429 | loglstar: -inf < -4658.601 < inf | logz: -4664.198 +/- 0.236 | dlogz: 2803.077 > 0.109
iter: 31 | bound: 0 | nc: 2 | ncall: 142 | eff(%): 21.831 | loglstar: -inf < -4606.748 < inf | logz: -4612.354 +/- 0.236 | dlogz: 2781.819 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 22.378 | loglstar: -inf < -4538.084 < inf | logz: -4543.701 +/- 0.236 | dlogz: 2729.966 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 22.917 | loglstar: -inf < -4489.051 < inf | logz: -4494.678 +/- 0.237 | dlogz: 2661.302 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 23.448 | loglstar: -inf < -4464.191 < inf | logz: -4469.828 +/- 0.237 | dlogz: 2612.269 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 23.973 | loglstar: -inf < -4449.000 < inf | logz: -4454.646 +/- 0.237 | dlogz: 2587.409 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 24.490 | loglstar: -inf < -4435.617 < inf | logz: -4441.273 +/- 0.237 | dlogz: 2572.218 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 25.000 | loglstar: -inf < -4419.282 < inf | logz: -4424.948 +/- 0.237 | dlogz: 2558.835 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 25.503 | loglstar: -inf < -4410.376 < inf | logz: -4416.052 +/- 0.238 | dlogz: 2542.500 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 26.000 | loglstar: -inf < -4393.592 < inf | logz: -4399.278 +/- 0.238 | dlogz: 2533.593 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 26.490 | loglstar: -inf < -4369.119 < inf | logz: -4374.815 +/- 0.238 | dlogz: 2516.810 > 0.109
iter: 41 | bound: 0 | nc: 2 | ncall: 153 | eff(%): 26.797 | loglstar: -inf < -4339.987 < inf | logz: -4345.693 +/- 0.238 | dlogz: 2492.337 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 27.273 | loglstar: -inf < -4296.661 < inf | logz: -4302.378 +/- 0.238 | dlogz: 2463.205 > 0.109
iter: 43 | bound: 0 | nc: 2 | ncall: 156 | eff(%): 27.564 | loglstar: -inf < -4292.102 < inf | logz: -4297.807 +/- 0.236 | dlogz: 2419.879 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 28.025 | loglstar: -inf < -4260.263 < inf | logz: -4265.999 +/- 0.239 | dlogz: 2415.299 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 28.481 | loglstar: -inf < -4258.936 < inf | logz: -4264.255 +/- 0.220 | dlogz: 2383.481 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 160 | eff(%): 28.750 | loglstar: -inf < -4238.596 < inf | logz: -4244.352 +/- 0.239 | dlogz: 2381.726 > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 29.012 | loglstar: -inf < -4229.201 < inf | logz: -4234.967 +/- 0.239 | dlogz: 2361.814 > 0.109
iter: 48 | bound: 0 | nc: 2 | ncall: 164 | eff(%): 29.268 | loglstar: -inf < -4223.330 < inf | logz: -4229.100 +/- 0.239 | dlogz: 2352.419 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 29.697 | loglstar: -inf < -4217.735 < inf | logz: -4223.514 +/- 0.239 | dlogz: 2346.542 > 0.109
iter: 50 | bound: 0 | nc: 3 | ncall: 168 | eff(%): 29.762 | loglstar: -inf < -4200.684 < inf | logz: -4206.479 +/- 0.240 | dlogz: 2340.946 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 170 | eff(%): 30.000 | loglstar: -inf < -4181.037 < inf | logz: -4186.843 +/- 0.240 | dlogz: 2323.901 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 30.409 | loglstar: -inf < -4178.691 < inf | logz: -4184.331 +/- 0.229 | dlogz: 2304.255 > 0.109
iter: 53 | bound: 0 | nc: 3 | ncall: 174 | eff(%): 30.460 | loglstar: -inf < -4146.442 < inf | logz: -4152.268 +/- 0.241 | dlogz: 2301.733 > 0.109
iter: 54 | bound: 0 | nc: 2 | ncall: 176 | eff(%): 30.682 | loglstar: -inf < -4118.679 < inf | logz: -4124.515 +/- 0.241 | dlogz: 2269.660 > 0.109
iter: 55 | bound: 0 | nc: 2 | ncall: 178 | eff(%): 30.899 | loglstar: -inf < -4116.379 < inf | logz: -4122.041 +/- 0.229 | dlogz: 2241.897 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 31.285 | loglstar: -inf < -4116.060 < inf | logz: -4120.957 +/- 0.213 | dlogz: 2239.414 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 180 | eff(%): 31.667 | loglstar: -inf < -4105.030 < inf | logz: -4110.895 +/- 0.242 | dlogz: 2238.319 > 0.109
iter: 58 | bound: 0 | nc: 2 | ncall: 182 | eff(%): 31.868 | loglstar: -inf < -4101.164 < inf | logz: -4106.998 +/- 0.238 | dlogz: 2228.248 > 0.109
iter: 59 | bound: 0 | nc: 2 | ncall: 184 | eff(%): 32.065 | loglstar: -inf < -4095.303 < inf | logz: -4101.183 +/- 0.241 | dlogz: 2224.341 > 0.109
iter: 60 | bound: 0 | nc: 4 | ncall: 188 | eff(%): 31.915 | loglstar: -inf < -4094.510 < inf | logz: -4099.757 +/- 0.220 | dlogz: 2218.515 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 189 | eff(%): 32.275 | loglstar: -inf < -4069.176 < inf | logz: -4075.081 +/- 0.242 | dlogz: 2217.080 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 190 | eff(%): 32.632 | loglstar: -inf < -4059.746 < inf | logz: -4065.661 +/- 0.243 | dlogz: 2192.394 > 0.109
iter: 63 | bound: 0 | nc: 3 | ncall: 193 | eff(%): 32.642 | loglstar: -inf < -4057.934 < inf | logz: -4063.576 +/- 0.227 | dlogz: 2182.964 > 0.109
iter: 64 | bound: 0 | nc: 3 | ncall: 196 | eff(%): 32.653 | loglstar: -inf < -4057.621 < inf | logz: -4062.558 +/- 0.213 | dlogz: 2180.868 > 0.109
iter: 65 | bound: 0 | nc: 2 | ncall: 198 | eff(%): 32.828 | loglstar: -inf < -4037.623 < inf | logz: -4043.568 +/- 0.243 | dlogz: 2179.841 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 199 | eff(%): 33.166 | loglstar: -inf < -4023.187 < inf | logz: -4029.142 +/- 0.243 | dlogz: 2160.841 > 0.109
iter: 67 | bound: 0 | nc: 4 | ncall: 203 | eff(%): 33.005 | loglstar: -inf < -4020.105 < inf | logz: -4025.982 +/- 0.236 | dlogz: 2146.405 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 33.333 | loglstar: -inf < -4017.368 < inf | logz: -4023.215 +/- 0.234 | dlogz: 2143.235 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 33.659 | loglstar: -inf < -3954.689 < inf | logz: -3960.674 +/- 0.244 | dlogz: 2140.458 > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 207 | eff(%): 33.816 | loglstar: -inf < -3952.881 < inf | logz: -3958.591 +/- 0.229 | dlogz: 2077.907 > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 208 | eff(%): 34.135 | loglstar: -inf < -3950.379 < inf | logz: -3956.209 +/- 0.231 | dlogz: 2075.814 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 209 | eff(%): 34.450 | loglstar: -inf < -3936.192 < inf | logz: -3942.206 +/- 0.245 | dlogz: 2073.422 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 211 | eff(%): 34.597 | loglstar: -inf < -3933.573 < inf | logz: -3939.461 +/- 0.235 | dlogz: 2059.410 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 212 | eff(%): 34.906 | loglstar: -inf < -3926.382 < inf | logz: -3932.415 +/- 0.245 | dlogz: 2056.654 > 0.109
iter: 75 | bound: 0 | nc: 2 | ncall: 214 | eff(%): 35.047 | loglstar: -inf < -3925.391 < inf | logz: -3930.878 +/- 0.224 | dlogz: 2055.499 > 0.109
iter: 76 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 35.349 | loglstar: -inf < -3919.740 < inf | logz: -3925.785 +/- 0.244 | dlogz: 2053.952 > 0.109
iter: 77 | bound: 0 | nc: 2 | ncall: 217 | eff(%): 35.484 | loglstar: -inf < -3894.686 < inf | logz: -3900.751 +/- 0.246 | dlogz: 2048.849 > 0.109
iter: 78 | bound: 0 | nc: 2 | ncall: 219 | eff(%): 35.616 | loglstar: -inf < -3888.938 < inf | logz: -3895.006 +/- 0.245 | dlogz: 2023.804 > 0.109
iter: 79 | bound: 0 | nc: 4 | ncall: 223 | eff(%): 35.426 | loglstar: -inf < -3883.311 < inf | logz: -3889.388 +/- 0.245 | dlogz: 2018.050 > 0.109
iter: 80 | bound: 0 | nc: 2 | ncall: 225 | eff(%): 35.556 | loglstar: -inf < -3881.525 < inf | logz: -3887.328 +/- 0.231 | dlogz: 2012.422 > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 226 | eff(%): 35.841 | loglstar: -inf < -3864.370 < inf | logz: -3870.474 +/- 0.246 | dlogz: 2010.352 > 0.109
iter: 82 | bound: 0 | nc: 5 | ncall: 231 | eff(%): 35.498 | loglstar: -inf < -3833.611 < inf | logz: -3839.725 +/- 0.247 | dlogz: 1993.488 > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 232 | eff(%): 35.776 | loglstar: -inf < -3830.023 < inf | logz: -3836.093 +/- 0.242 | dlogz: 1962.729 > 0.109
iter: 84 | bound: 0 | nc: 2 | ncall: 234 | eff(%): 35.897 | loglstar: -inf < -3827.625 < inf | logz: -3833.587 +/- 0.235 | dlogz: 1959.087 > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 237 | eff(%): 35.865 | loglstar: -inf < -3824.881 < inf | logz: -3830.893 +/- 0.237 | dlogz: 1956.571 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 239 | eff(%): 35.983 | loglstar: -inf < -3808.861 < inf | logz: -3815.015 +/- 0.247 | dlogz: 1953.867 > 0.109
iter: 87 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 36.100 | loglstar: -inf < -3798.913 < inf | logz: -3805.077 +/- 0.248 | dlogz: 1937.979 > 0.109
iter: 88 | bound: 0 | nc: 2 | ncall: 243 | eff(%): 36.214 | loglstar: -inf < -3795.659 < inf | logz: -3801.758 +/- 0.242 | dlogz: 1928.031 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 244 | eff(%): 36.475 | loglstar: -inf < -3778.067 < inf | logz: -3784.251 +/- 0.248 | dlogz: 1924.702 > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 245 | eff(%): 36.735 | loglstar: -inf < -3774.568 < inf | logz: -3780.703 +/- 0.243 | dlogz: 1907.185 > 0.109
iter: 91 | bound: 0 | nc: 1 | ncall: 246 | eff(%): 36.992 | loglstar: -inf < -3761.173 < inf | logz: -3767.376 +/- 0.248 | dlogz: 1903.627 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 247 | eff(%): 37.247 | loglstar: -inf < -3755.002 < inf | logz: -3761.212 +/- 0.248 | dlogz: 1890.291 > 0.109
iter: 93 | bound: 0 | nc: 10 | ncall: 257 | eff(%): 36.187 | loglstar: -inf < -3742.124 < inf | logz: -3748.348 +/- 0.249 | dlogz: 1884.116 > 0.109
iter: 94 | bound: 0 | nc: 5 | ncall: 262 | eff(%): 35.878 | loglstar: -inf < -3711.294 < inf | logz: -3717.528 +/- 0.249 | dlogz: 1871.242 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 263 | eff(%): 36.122 | loglstar: -inf < -3686.501 < inf | logz: -3692.745 +/- 0.249 | dlogz: 1840.412 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 264 | eff(%): 36.364 | loglstar: -inf < -3680.254 < inf | logz: -3686.504 +/- 0.249 | dlogz: 1815.619 > 0.109
iter: 97 | bound: 0 | nc: 1 | ncall: 265 | eff(%): 36.604 | loglstar: -inf < -3672.841 < inf | logz: -3679.103 +/- 0.249 | dlogz: 1809.368 > 0.109
iter: 98 | bound: 0 | nc: 8 | ncall: 273 | eff(%): 35.897 | loglstar: -inf < -3645.434 < inf | logz: -3651.707 +/- 0.250 | dlogz: 1801.957 > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 274 | eff(%): 36.131 | loglstar: -inf < -3644.718 < inf | logz: -3650.317 +/- 0.228 | dlogz: 1774.552 > 0.109
iter: 100 | bound: 0 | nc: 1 | ncall: 275 | eff(%): 36.364 | loglstar: -inf < -3639.508 < inf | logz: -3645.785 +/- 0.248 | dlogz: 1773.151 > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 276 | eff(%): 36.594 | loglstar: -inf < -3634.923 < inf | logz: -3641.206 +/- 0.248 | dlogz: 1768.609 > 0.109
iter: 102 | bound: 0 | nc: 3 | ncall: 279 | eff(%): 36.559 | loglstar: -inf < -3622.300 < inf | logz: -3628.613 +/- 0.251 | dlogz: 1764.021 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 280 | eff(%): 36.786 | loglstar: -inf < -3607.843 < inf | logz: -3614.166 +/- 0.251 | dlogz: 1751.418 > 0.109
iter: 104 | bound: 0 | nc: 4 | ncall: 284 | eff(%): 36.620 | loglstar: -inf < -3605.351 < inf | logz: -3611.531 +/- 0.241 | dlogz: 1736.961 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 285 | eff(%): 36.842 | loglstar: -inf < -3604.811 < inf | logz: -3610.335 +/- 0.226 | dlogz: 1734.316 > 0.109
iter: 106 | bound: 0 | nc: 5 | ncall: 290 | eff(%): 36.552 | loglstar: -inf < -3600.414 < inf | logz: -3606.728 +/- 0.247 | dlogz: 1733.110 > 0.109
iter: 107 | bound: 0 | nc: 3 | ncall: 293 | eff(%): 36.519 | loglstar: -inf < -3592.909 < inf | logz: -3599.271 +/- 0.251 | dlogz: 1729.493 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 294 | eff(%): 36.735 | loglstar: -inf < -3570.954 < inf | logz: -3577.327 +/- 0.252 | dlogz: 1722.026 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 295 | eff(%): 36.949 | loglstar: -inf < -3568.932 < inf | logz: -3575.079 +/- 0.239 | dlogz: 1700.072 > 0.109
iter: 110 | bound: 0 | nc: 3 | ncall: 298 | eff(%): 36.913 | loglstar: -inf < -3558.184 < inf | logz: -3564.577 +/- 0.252 | dlogz: 1697.814 > 0.109
iter: 111 | bound: 0 | nc: 3 | ncall: 301 | eff(%): 36.877 | loglstar: -inf < -3554.767 < inf | logz: -3561.106 +/- 0.247 | dlogz: 1687.302 > 0.109
iter: 112 | bound: 0 | nc: 2 | ncall: 303 | eff(%): 36.964 | loglstar: -inf < -3552.995 < inf | logz: -3559.106 +/- 0.236 | dlogz: 1683.821 > 0.109
iter: 113 | bound: 0 | nc: 3 | ncall: 306 | eff(%): 36.928 | loglstar: -inf < -3551.146 < inf | logz: -3557.252 +/- 0.235 | dlogz: 1681.811 > 0.109
iter: 114 | bound: 0 | nc: 6 | ncall: 312 | eff(%): 36.538 | loglstar: -inf < -3539.311 < inf | logz: -3545.744 +/- 0.253 | dlogz: 1679.948 > 0.109
iter: 115 | bound: 0 | nc: 3 | ncall: 315 | eff(%): 36.508 | loglstar: -inf < -3537.334 < inf | logz: -3543.531 +/- 0.240 | dlogz: 1668.429 > 0.109
iter: 116 | bound: 0 | nc: 4 | ncall: 319 | eff(%): 36.364 | loglstar: -inf < -3524.197 < inf | logz: -3530.650 +/- 0.253 | dlogz: 1666.207 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 322 | eff(%): 36.335 | loglstar: -inf < -3515.820 < inf | logz: -3522.282 +/- 0.253 | dlogz: 1653.315 > 0.109
iter: 118 | bound: 0 | nc: 10 | ncall: 332 | eff(%): 35.542 | loglstar: -inf < -3515.349 < inf | logz: -3521.009 +/- 0.232 | dlogz: 1644.938 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 333 | eff(%): 35.736 | loglstar: -inf < -3514.440 < inf | logz: -3520.081 +/- 0.223 | dlogz: 1643.654 > 0.109
iter: 120 | bound: 0 | nc: 3 | ncall: 336 | eff(%): 35.714 | loglstar: -inf < -3501.733 < inf | logz: -3508.226 +/- 0.254 | dlogz: 1642.716 > 0.109
iter: 121 | bound: 0 | nc: 3 | ncall: 339 | eff(%): 35.693 | loglstar: -inf < -3499.145 < inf | logz: -3505.507 +/- 0.245 | dlogz: 1630.851 > 0.109
iter: 122 | bound: 0 | nc: 1 | ncall: 340 | eff(%): 35.882 | loglstar: -inf < -3498.321 < inf | logz: -3504.166 +/- 0.231 | dlogz: 1628.123 > 0.109
iter: 123 | bound: 0 | nc: 2 | ncall: 342 | eff(%): 35.965 | loglstar: -inf < -3478.839 < inf | logz: -3485.361 +/- 0.255 | dlogz: 1626.772 > 0.109
iter: 124 | bound: 0 | nc: 3 | ncall: 345 | eff(%): 35.942 | loglstar: -inf < -3475.713 < inf | logz: -3482.161 +/- 0.248 | dlogz: 1607.957 > 0.109
iter: 125 | bound: 0 | nc: 7 | ncall: 352 | eff(%): 35.511 | loglstar: -inf < -3464.930 < inf | logz: -3471.472 +/- 0.255 | dlogz: 1604.746 > 0.109
iter: 126 | bound: 0 | nc: 4 | ncall: 356 | eff(%): 35.393 | loglstar: -inf < -3463.838 < inf | logz: -3469.874 +/- 0.236 | dlogz: 1594.047 > 0.109
iter: 127 | bound: 0 | nc: 4 | ncall: 360 | eff(%): 35.278 | loglstar: -inf < -3449.242 < inf | logz: -3455.804 +/- 0.256 | dlogz: 1592.440 > 0.109
iter: 128 | bound: 0 | nc: 4 | ncall: 364 | eff(%): 35.165 | loglstar: -inf < -3447.270 < inf | logz: -3453.595 +/- 0.242 | dlogz: 1578.360 > 0.109
iter: 129 | bound: 0 | nc: 7 | ncall: 371 | eff(%): 34.771 | loglstar: -inf < -3442.788 < inf | logz: -3449.345 +/- 0.253 | dlogz: 1576.142 > 0.109
iter: 130 | bound: 0 | nc: 4 | ncall: 375 | eff(%): 34.667 | loglstar: -inf < -3435.119 < inf | logz: -3441.710 +/- 0.256 | dlogz: 1571.881 > 0.109
iter: 131 | bound: 0 | nc: 4 | ncall: 379 | eff(%): 34.565 | loglstar: -inf < -3434.173 < inf | logz: -3440.198 +/- 0.236 | dlogz: 1564.236 > 0.109
iter: 132 | bound: 0 | nc: 7 | ncall: 386 | eff(%): 34.197 | loglstar: -inf < -3422.478 < inf | logz: -3429.090 +/- 0.256 | dlogz: 1562.714 > 0.109
iter: 133 | bound: 0 | nc: 5 | ncall: 391 | eff(%): 34.015 | loglstar: -inf < -3414.401 < inf | logz: -3421.022 +/- 0.257 | dlogz: 1551.596 > 0.109
iter: 134 | bound: 0 | nc: 6 | ncall: 397 | eff(%): 33.753 | loglstar: -inf < -3412.642 < inf | logz: -3418.976 +/- 0.242 | dlogz: 1543.519 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 398 | eff(%): 33.920 | loglstar: -inf < -3412.273 < inf | logz: -3417.947 +/- 0.229 | dlogz: 1541.463 > 0.109
iter: 136 | bound: 0 | nc: 2 | ncall: 400 | eff(%): 34.000 | loglstar: -inf < -3397.711 < inf | logz: -3404.362 +/- 0.257 | dlogz: 1540.423 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 402 | eff(%): 34.080 | loglstar: -inf < -3383.949 < inf | logz: -3390.611 +/- 0.257 | dlogz: 1526.829 > 0.109
iter: 138 | bound: 0 | nc: 2 | ncall: 404 | eff(%): 34.158 | loglstar: -inf < -3383.058 < inf | logz: -3389.128 +/- 0.237 | dlogz: 1513.067 > 0.109
iter: 139 | bound: 0 | nc: 3 | ncall: 407 | eff(%): 34.152 | loglstar: -inf < -3371.552 < inf | logz: -3378.233 +/- 0.258 | dlogz: 1511.575 > 0.109
iter: 140 | bound: 0 | nc: 2 | ncall: 409 | eff(%): 34.230 | loglstar: -inf < -3369.878 < inf | logz: -3376.250 +/- 0.243 | dlogz: 1500.670 > 0.109
iter: 141 | bound: 0 | nc: 4 | ncall: 413 | eff(%): 34.140 | loglstar: -inf < -3367.956 < inf | logz: -3374.357 +/- 0.241 | dlogz: 1498.676 > 0.109
iter: 142 | bound: 0 | nc: 1 | ncall: 414 | eff(%): 34.300 | loglstar: -inf < -3362.696 < inf | logz: -3369.395 +/- 0.257 | dlogz: 1496.774 > 0.109
iter: 143 | bound: 0 | nc: 2 | ncall: 416 | eff(%): 34.375 | loglstar: -inf < -3333.957 < inf | logz: -3340.678 +/- 0.259 | dlogz: 1491.802 > 0.109
iter: 144 | bound: 0 | nc: 2 | ncall: 418 | eff(%): 34.450 | loglstar: -inf < -3314.919 < inf | logz: -3321.650 +/- 0.259 | dlogz: 1463.075 > 0.109
iter: 145 | bound: 0 | nc: 3 | ncall: 421 | eff(%): 34.442 | loglstar: -inf < -3312.819 < inf | logz: -3319.340 +/- 0.246 | dlogz: 1444.036 > 0.109
iter: 146 | bound: 0 | nc: 3 | ncall: 424 | eff(%): 34.434 | loglstar: -inf < -3311.578 < inf | logz: -3317.826 +/- 0.237 | dlogz: 1441.717 > 0.109
iter: 147 | bound: 0 | nc: 3 | ncall: 427 | eff(%): 34.426 | loglstar: -inf < -3307.746 < inf | logz: -3314.451 +/- 0.254 | dlogz: 1440.193 > 0.109
iter: 148 | bound: 0 | nc: 7 | ncall: 434 | eff(%): 34.101 | loglstar: -inf < -3303.642 < inf | logz: -3310.379 +/- 0.256 | dlogz: 1436.808 > 0.109
iter: 149 | bound: 0 | nc: 1 | ncall: 435 | eff(%): 34.253 | loglstar: -inf < -3301.446 < inf | logz: -3308.022 +/- 0.247 | dlogz: 1432.726 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 438 | eff(%): 34.247 | loglstar: -inf < -3296.236 < inf | logz: -3303.014 +/- 0.258 | dlogz: 1430.359 > 0.109
iter: 151 | bound: 0 | nc: 1 | ncall: 439 | eff(%): 34.396 | loglstar: -inf < -3280.061 < inf | logz: -3286.862 +/- 0.260 | dlogz: 1425.342 > 0.109
iter: 152 | bound: 0 | nc: 4 | ncall: 443 | eff(%): 34.312 | loglstar: -inf < -3276.549 < inf | logz: -3283.301 +/- 0.255 | dlogz: 1409.179 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 444 | eff(%): 34.459 | loglstar: -inf < -3276.012 < inf | logz: -3282.040 +/- 0.238 | dlogz: 1405.609 > 0.109
iter: 154 | bound: 0 | nc: 3 | ncall: 447 | eff(%): 34.452 | loglstar: -inf < -3266.880 < inf | logz: -3273.710 +/- 0.261 | dlogz: 1404.337 > 0.109
iter: 155 | bound: 0 | nc: 1 | ncall: 448 | eff(%): 34.598 | loglstar: -inf < -3263.466 < inf | logz: -3270.243 +/- 0.256 | dlogz: 1395.997 > 0.109
iter: 156 | bound: 0 | nc: 3 | ncall: 451 | eff(%): 34.590 | loglstar: -inf < -3256.624 < inf | logz: -3263.472 +/- 0.261 | dlogz: 1392.520 > 0.109
iter: 157 | bound: 0 | nc: 3 | ncall: 454 | eff(%): 34.581 | loglstar: -inf < -3255.318 < inf | logz: -3261.744 +/- 0.244 | dlogz: 1385.740 > 0.109
iter: 158 | bound: 0 | nc: 4 | ncall: 458 | eff(%): 34.498 | loglstar: -inf < -3254.930 < inf | logz: -3260.794 +/- 0.233 | dlogz: 1384.001 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 461 | eff(%): 34.490 | loglstar: -inf < -3252.308 < inf | logz: -3258.946 +/- 0.245 | dlogz: 1383.041 > 0.109
iter: 160 | bound: 0 | nc: 4 | ncall: 465 | eff(%): 34.409 | loglstar: -inf < -3250.965 < inf | logz: -3257.387 +/- 0.240 | dlogz: 1381.184 > 0.109
iter: 161 | bound: 0 | nc: 4 | ncall: 469 | eff(%): 34.328 | loglstar: -inf < -3250.689 < inf | logz: -3256.496 +/- 0.231 | dlogz: 1379.615 > 0.109
iter: 162 | bound: 0 | nc: 1 | ncall: 470 | eff(%): 34.468 | loglstar: -inf < -3240.825 < inf | logz: -3247.735 +/- 0.262 | dlogz: 1378.714 > 0.109
iter: 163 | bound: 0 | nc: 8 | ncall: 478 | eff(%): 34.100 | loglstar: -inf < -3238.794 < inf | logz: -3245.480 +/- 0.250 | dlogz: 1369.943 > 0.109
iter: 164 | bound: 0 | nc: 2 | ncall: 480 | eff(%): 34.167 | loglstar: -inf < -3236.656 < inf | logz: -3243.348 +/- 0.248 | dlogz: 1367.678 > 0.109
iter: 165 | bound: 0 | nc: 1 | ncall: 481 | eff(%): 34.304 | loglstar: -inf < -3230.999 < inf | logz: -3237.931 +/- 0.262 | dlogz: 1365.536 > 0.109
iter: 166 | bound: 0 | nc: 2 | ncall: 483 | eff(%): 34.369 | loglstar: -inf < -3223.386 < inf | logz: -3230.335 +/- 0.263 | dlogz: 1360.109 > 0.109
iter: 167 | bound: 0 | nc: 13 | ncall: 496 | eff(%): 33.669 | loglstar: -inf < -3215.632 < inf | logz: -3222.592 +/- 0.263 | dlogz: 1352.503 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 498 | eff(%): 33.735 | loglstar: -inf < -3215.563 < inf | logz: -3221.476 +/- 0.242 | dlogz: 1344.750 > 0.109
iter: 169 | bound: 0 | nc: 2 | ncall: 500 | eff(%): 33.800 | loglstar: -inf < -3211.714 < inf | logz: -3218.614 +/- 0.256 | dlogz: 1343.625 > 0.109
iter: 170 | bound: 0 | nc: 1 | ncall: 501 | eff(%): 33.932 | loglstar: -inf < -3206.363 < inf | logz: -3213.343 +/- 0.263 | dlogz: 1340.752 > 0.109
iter: 171 | bound: 0 | nc: 8 | ncall: 509 | eff(%): 33.595 | loglstar: -inf < -3198.303 < inf | logz: -3205.302 +/- 0.264 | dlogz: 1335.471 > 0.109
iter: 172 | bound: 0 | nc: 5 | ncall: 514 | eff(%): 33.463 | loglstar: -inf < -3185.852 < inf | logz: -3192.862 +/- 0.264 | dlogz: 1327.420 > 0.109
iter: 173 | bound: 0 | nc: 2 | ncall: 516 | eff(%): 33.527 | loglstar: -inf < -3181.348 < inf | logz: -3188.346 +/- 0.262 | dlogz: 1314.970 > 0.109
iter: 174 | bound: 0 | nc: 7 | ncall: 523 | eff(%): 33.270 | loglstar: -inf < -3175.988 < inf | logz: -3183.008 +/- 0.263 | dlogz: 1310.444 > 0.109
iter: 175 | bound: 0 | nc: 6 | ncall: 529 | eff(%): 33.081 | loglstar: -inf < -3170.041 < inf | logz: -3177.076 +/- 0.264 | dlogz: 1305.097 > 0.109
iter: 176 | bound: 0 | nc: 7 | ncall: 536 | eff(%): 32.836 | loglstar: -inf < -3158.973 < inf | logz: -3166.023 +/- 0.265 | dlogz: 1299.154 > 0.109
iter: 177 | bound: 0 | nc: 7 | ncall: 543 | eff(%): 32.597 | loglstar: -inf < -3157.999 < inf | logz: -3164.494 +/- 0.246 | dlogz: 1288.091 > 0.109
iter: 178 | bound: 0 | nc: 10 | ncall: 553 | eff(%): 32.188 | loglstar: -inf < -3155.884 < inf | logz: -3162.664 +/- 0.248 | dlogz: 1286.553 > 0.109
iter: 179 | bound: 0 | nc: 9 | ncall: 562 | eff(%): 31.851 | loglstar: -inf < -3148.052 < inf | logz: -3155.131 +/- 0.265 | dlogz: 1284.713 > 0.109
iter: 180 | bound: 0 | nc: 9 | ncall: 571 | eff(%): 31.524 | loglstar: -inf < -3148.040 < inf | logz: -3154.035 +/- 0.244 | dlogz: 1277.169 > 0.109
iter: 181 | bound: 0 | nc: 10 | ncall: 581 | eff(%): 31.153 | loglstar: -inf < -3135.140 < inf | logz: -3142.239 +/- 0.266 | dlogz: 1276.064 > 0.109
iter: 182 | bound: 0 | nc: 7 | ncall: 588 | eff(%): 30.952 | loglstar: -inf < -3133.618 < inf | logz: -3140.364 +/- 0.250 | dlogz: 1264.258 > 0.109
iter: 183 | bound: 0 | nc: 9 | ncall: 597 | eff(%): 30.653 | loglstar: -inf < -3126.216 < inf | logz: -3133.334 +/- 0.266 | dlogz: 1262.372 > 0.109
iter: 184 | bound: 0 | nc: 4 | ncall: 601 | eff(%): 30.616 | loglstar: -inf < -3120.983 < inf | logz: -3128.102 +/- 0.265 | dlogz: 1255.333 > 0.109
iter: 185 | bound: 0 | nc: 7 | ncall: 608 | eff(%): 30.428 | loglstar: -inf < -3113.150 < inf | logz: -3120.288 +/- 0.266 | dlogz: 1277.942 > 0.109
iter: 186 | bound: 0 | nc: 6 | ncall: 614 | eff(%): 30.293 | loglstar: -inf < -3112.901 < inf | logz: -3119.107 +/- 0.245 | dlogz: 1270.119 > 0.109
iter: 187 | bound: 0 | nc: 2 | ncall: 616 | eff(%): 30.357 | loglstar: -inf < -3108.448 < inf | logz: -3115.566 +/- 0.263 | dlogz: 1268.928 > 0.109
iter: 188 | bound: 0 | nc: 9 | ncall: 625 | eff(%): 30.080 | loglstar: -inf < -3105.950 < inf | logz: -3112.963 +/- 0.257 | dlogz: 1265.377 > 0.109
iter: 189 | bound: 0 | nc: 7 | ncall: 632 | eff(%): 29.905 | loglstar: -inf < -3104.005 < inf | logz: -3110.913 +/- 0.252 | dlogz: 1262.764 > 0.109
iter: 190 | bound: 0 | nc: 14 | ncall: 646 | eff(%): 29.412 | loglstar: -inf < -3095.824 < inf | logz: -3103.012 +/- 0.267 | dlogz: 1260.704 > 0.109
iter: 191 | bound: 0 | nc: 13 | ncall: 659 | eff(%): 28.983 | loglstar: -inf < -3094.064 < inf | logz: -3100.966 +/- 0.253 | dlogz: 1252.793 > 0.109
iter: 192 | bound: 0 | nc: 1 | ncall: 660 | eff(%): 29.091 | loglstar: -inf < -3084.765 < inf | logz: -3091.974 +/- 0.268 | dlogz: 1250.737 > 0.109
iter: 193 | bound: 0 | nc: 5 | ncall: 665 | eff(%): 29.023 | loglstar: -inf < -3080.393 < inf | logz: -3087.587 +/- 0.266 | dlogz: 1241.735 > 0.109
iter: 194 | bound: 0 | nc: 20 | ncall: 685 | eff(%): 28.321 | loglstar: -inf < -3074.698 < inf | logz: -3081.920 +/- 0.267 | dlogz: 1237.338 > 0.109
iter: 195 | bound: 0 | nc: 3 | ncall: 688 | eff(%): 28.343 | loglstar: -inf < -3070.325 < inf | logz: -3077.539 +/- 0.266 | dlogz: 1231.661 > 0.109
iter: 196 | bound: 0 | nc: 5 | ncall: 693 | eff(%): 28.283 | loglstar: -inf < -3068.619 < inf | logz: -3075.553 +/- 0.254 | dlogz: 1227.270 > 0.109
iter: 197 | bound: 0 | nc: 1 | ncall: 694 | eff(%): 28.386 | loglstar: -inf < -3067.354 < inf | logz: -3074.098 +/- 0.247 | dlogz: 1225.274 > 0.109
iter: 198 | bound: 0 | nc: 14 | ncall: 708 | eff(%): 27.966 | loglstar: -inf < -3067.350 < inf | logz: -3073.316 +/- 0.238 | dlogz: 1223.810 > 0.109
iter: 199 | bound: 0 | nc: 1 | ncall: 709 | eff(%): 28.068 | loglstar: -inf < -3063.969 < inf | logz: -3071.099 +/- 0.257 | dlogz: 1223.018 > 0.109
iter: 200 | bound: 0 | nc: 6 | ncall: 715 | eff(%): 27.972 | loglstar: -inf < -3051.631 < inf | logz: -3058.919 +/- 0.269 | dlogz: 1220.790 > 0.109
iter: 201 | bound: 0 | nc: 6 | ncall: 721 | eff(%): 27.878 | loglstar: -inf < -3044.728 < inf | logz: -3052.024 +/- 0.269 | dlogz: 1208.601 > 0.109
iter: 202 | bound: 0 | nc: 3 | ncall: 724 | eff(%): 27.901 | loglstar: -inf < -3042.099 < inf | logz: -3049.271 +/- 0.261 | dlogz: 1201.696 > 0.109
iter: 203 | bound: 0 | nc: 14 | ncall: 738 | eff(%): 27.507 | loglstar: -inf < -3032.309 < inf | logz: -3039.627 +/- 0.270 | dlogz: 1198.933 > 0.109
iter: 204 | bound: 0 | nc: 13 | ncall: 751 | eff(%): 27.164 | loglstar: -inf < -3026.390 < inf | logz: -3033.713 +/- 0.269 | dlogz: 1189.279 > 0.109
iter: 205 | bound: 0 | nc: 5 | ncall: 756 | eff(%): 27.116 | loglstar: -inf < -3024.900 < inf | logz: -3031.864 +/- 0.254 | dlogz: 1183.354 > 0.109
iter: 206 | bound: 0 | nc: 10 | ncall: 766 | eff(%): 26.893 | loglstar: -inf < -3024.424 < inf | logz: -3030.843 +/- 0.244 | dlogz: 1181.495 > 0.109
iter: 207 | bound: 0 | nc: 5 | ncall: 771 | eff(%): 26.848 | loglstar: -inf < -3023.844 < inf | logz: -3030.106 +/- 0.237 | dlogz: 1180.464 > 0.109
iter: 208 | bound: 0 | nc: 3 | ncall: 774 | eff(%): 26.873 | loglstar: -inf < -3023.284 < inf | logz: -3029.459 +/- 0.233 | dlogz: 1179.718 > 0.109
iter: 209 | bound: 0 | nc: 2 | ncall: 776 | eff(%): 26.933 | loglstar: -inf < -3012.087 < inf | logz: -3019.464 +/- 0.271 | dlogz: 1179.061 > 0.109
iter: 210 | bound: 0 | nc: 8 | ncall: 784 | eff(%): 26.786 | loglstar: -inf < -3011.800 < inf | logz: -3018.268 +/- 0.250 | dlogz: 1169.056 > 0.109
iter: 211 | bound: 0 | nc: 17 | ncall: 801 | eff(%): 26.342 | loglstar: -inf < -3001.661 < inf | logz: -3009.058 +/- 0.271 | dlogz: 1167.850 > 0.109
iter: 212 | bound: 0 | nc: 4 | ncall: 805 | eff(%): 26.335 | loglstar: -inf < -2991.611 < inf | logz: -2999.018 +/- 0.271 | dlogz: 1158.630 > 0.109
iter: 213 | bound: 0 | nc: 16 | ncall: 821 | eff(%): 25.944 | loglstar: -inf < -2988.184 < inf | logz: -2995.539 +/- 0.267 | dlogz: 1148.580 > 0.109
iter: 214 | bound: 0 | nc: 1 | ncall: 822 | eff(%): 26.034 | loglstar: -inf < -2978.143 < inf | logz: -2985.570 +/- 0.272 | dlogz: 1145.091 > 0.109
iter: 215 | bound: 0 | nc: 7 | ncall: 829 | eff(%): 25.935 | loglstar: -inf < -2971.522 < inf | logz: -2978.957 +/- 0.272 | dlogz: 1135.113 > 0.109
iter: 216 | bound: 0 | nc: 3 | ncall: 832 | eff(%): 25.962 | loglstar: -inf < -2947.019 < inf | logz: -2954.467 +/- 0.272 | dlogz: 1128.490 > 0.109
iter: 217 | bound: 0 | nc: 4 | ncall: 836 | eff(%): 25.957 | loglstar: -inf < -2946.160 < inf | logz: -2953.002 +/- 0.253 | dlogz: 1103.989 > 0.109
iter: 218 | bound: 0 | nc: 3 | ncall: 839 | eff(%): 25.983 | loglstar: -inf < -2939.226 < inf | logz: -2946.691 +/- 0.272 | dlogz: 1102.514 > 0.109
iter: 219 | bound: 0 | nc: 10 | ncall: 849 | eff(%): 25.795 | loglstar: -inf < -2939.068 < inf | logz: -2945.545 +/- 0.252 | dlogz: 1096.193 > 0.109
iter: 220 | bound: 0 | nc: 25 | ncall: 874 | eff(%): 25.172 | loglstar: -inf < -2935.319 < inf | logz: -2942.722 +/- 0.266 | dlogz: 1095.038 > 0.109
iter: 221 | bound: 0 | nc: 6 | ncall: 880 | eff(%): 25.114 | loglstar: -inf < -2924.865 < inf | logz: -2932.362 +/- 0.273 | dlogz: 1092.204 > 0.109
iter: 222 | bound: 0 | nc: 5 | ncall: 885 | eff(%): 25.085 | loglstar: -inf < -2917.754 < inf | logz: -2925.259 +/- 0.273 | dlogz: 1081.835 > 0.109
iter: 223 | bound: 0 | nc: 12 | ncall: 897 | eff(%): 24.861 | loglstar: -inf < -2915.142 < inf | logz: -2922.521 +/- 0.265 | dlogz: 1074.722 > 0.109
iter: 224 | bound: 0 | nc: 33 | ncall: 930 | eff(%): 24.086 | loglstar: -inf < -2913.314 < inf | logz: -2920.544 +/- 0.258 | dlogz: 1071.974 > 0.109
iter: 225 | bound: 0 | nc: 57 | ncall: 987 | eff(%): 22.796 | loglstar: -inf < -2874.821 < inf | logz: -2882.358 +/- 0.274 | dlogz: 1069.986 > 0.109
iter: 226 | bound: 0 | nc: 3 | ncall: 990 | eff(%): 22.828 | loglstar: -inf < -2871.532 < inf | logz: -2879.007 +/- 0.269 | dlogz: 1031.791 > 0.109
iter: 227 | bound: 0 | nc: 14 | ncall: 1004 | eff(%): 22.610 | loglstar: -inf < -2869.050 < inf | logz: -2876.446 +/- 0.264 | dlogz: 1028.429 > 0.109
iter: 228 | bound: 0 | nc: 4 | ncall: 1008 | eff(%): 22.619 | loglstar: -inf < -2867.339 < inf | logz: -2874.573 +/- 0.258 | dlogz: 1025.859 > 0.109
iter: 229 | bound: 0 | nc: 3 | ncall: 1011 | eff(%): 22.651 | loglstar: -inf < -2858.445 < inf | logz: -2866.022 +/- 0.275 | dlogz: 1023.976 > 0.109
iter: 230 | bound: 0 | nc: 2 | ncall: 1013 | eff(%): 22.705 | loglstar: -inf < -2855.527 < inf | logz: -2863.011 +/- 0.268 | dlogz: 1015.415 > 0.109
iter: 231 | bound: 0 | nc: 7 | ncall: 1020 | eff(%): 22.647 | loglstar: -inf < -2851.604 < inf | logz: -2859.159 +/- 0.271 | dlogz: 1012.394 > 0.109
iter: 232 | bound: 0 | nc: 4 | ncall: 1024 | eff(%): 22.656 | loglstar: -inf < -2850.903 < inf | logz: -2857.807 +/- 0.254 | dlogz: 1008.533 > 0.109
iter: 233 | bound: 0 | nc: 18 | ncall: 1042 | eff(%): 22.361 | loglstar: -inf < -2844.762 < inf | logz: -2852.373 +/- 0.274 | dlogz: 1007.170 > 0.109
iter: 234 | bound: 0 | nc: 8 | ncall: 1050 | eff(%): 22.286 | loglstar: -inf < -2842.998 < inf | logz: -2850.328 +/- 0.261 | dlogz: 1001.726 > 0.109
iter: 235 | bound: 0 | nc: 1 | ncall: 1051 | eff(%): 22.360 | loglstar: -inf < -2836.008 < inf | logz: -2843.642 +/- 0.275 | dlogz: 999.671 > 0.109
iter: 236 | bound: 0 | nc: 12 | ncall: 1063 | eff(%): 22.201 | loglstar: -inf < -2831.608 < inf | logz: -2839.230 +/- 0.273 | dlogz: 992.976 > 0.109
iter: 237 | bound: 0 | nc: 8 | ncall: 1071 | eff(%): 22.129 | loglstar: -inf < -2830.511 < inf | logz: -2837.649 +/- 0.258 | dlogz: 988.554 > 0.109
iter: 238 | bound: 0 | nc: 10 | ncall: 1081 | eff(%): 22.017 | loglstar: -inf < -2827.687 < inf | logz: -2835.205 +/- 0.266 | dlogz: 986.962 > 0.109
iter: 239 | bound: 0 | nc: 11 | ncall: 1092 | eff(%): 21.886 | loglstar: -inf < -2814.844 < inf | logz: -2822.520 +/- 0.276 | dlogz: 984.508 > 0.109
iter: 240 | bound: 0 | nc: 17 | ncall: 1109 | eff(%): 21.641 | loglstar: -inf < -2814.591 < inf | logz: -2821.337 +/- 0.256 | dlogz: 971.814 > 0.109
iter: 241 | bound: 0 | nc: 14 | ncall: 1123 | eff(%): 21.460 | loglstar: -inf < -2810.304 < inf | logz: -2817.953 +/- 0.272 | dlogz: 1003.087 > 0.109
iter: 242 | bound: 0 | nc: 13 | ncall: 1136 | eff(%): 21.303 | loglstar: -inf < -2804.071 < inf | logz: -2811.773 +/- 0.276 | dlogz: 999.693 > 0.109
iter: 243 | bound: 0 | nc: 2 | ncall: 1138 | eff(%): 21.353 | loglstar: -inf < -2800.481 < inf | logz: -2808.144 +/- 0.273 | dlogz: 993.504 > 0.109
iter: 244 | bound: 0 | nc: 4 | ncall: 1142 | eff(%): 21.366 | loglstar: -inf < -2796.665 < inf | logz: -2804.347 +/- 0.273 | dlogz: 989.864 > 0.109
iter: 245 | bound: 0 | nc: 15 | ncall: 1157 | eff(%): 21.175 | loglstar: -inf < -2795.973 < inf | logz: -2803.002 +/- 0.257 | dlogz: 986.058 > 0.109
iter: 246 | bound: 0 | nc: 2 | ncall: 1159 | eff(%): 21.225 | loglstar: -inf < -2795.253 < inf | logz: -2802.089 +/- 0.249 | dlogz: 984.702 > 0.109
iter: 247 | bound: 0 | nc: 11 | ncall: 1170 | eff(%): 21.111 | loglstar: -inf < -2794.460 < inf | logz: -2801.265 +/- 0.246 | dlogz: 983.780 > 0.109
iter: 248 | bound: 0 | nc: 42 | ncall: 1212 | eff(%): 20.462 | loglstar: -inf < -2793.267 < inf | logz: -2800.293 +/- 0.247 | dlogz: 982.946 > 0.109
iter: 249 | bound: 0 | nc: 23 | ncall: 1235 | eff(%): 20.162 | loglstar: -inf < -2784.604 < inf | logz: -2792.379 +/- 0.278 | dlogz: 981.964 > 0.109
iter: 250 | bound: 0 | nc: 30 | ncall: 1265 | eff(%): 19.763 | loglstar: -inf < -2783.035 < inf | logz: -2790.471 +/- 0.263 | dlogz: 974.040 > 0.109
iter: 251 | bound: 0 | nc: 2 | ncall: 1267 | eff(%): 19.811 | loglstar: -inf < -2782.347 < inf | logz: -2789.344 +/- 0.254 | dlogz: 972.122 > 0.109
iter: 252 | bound: 0 | nc: 4 | ncall: 1271 | eff(%): 19.827 | loglstar: -inf < -2780.839 < inf | logz: -2788.104 +/- 0.254 | dlogz: 970.985 > 0.109
iter: 253 | bound: 0 | nc: 24 | ncall: 1295 | eff(%): 19.537 | loglstar: -inf < -2780.178 < inf | logz: -2787.113 +/- 0.250 | dlogz: 969.735 > 0.109
iter: 254 | bound: 0 | nc: 10 | ncall: 1305 | eff(%): 19.464 | loglstar: -inf < -2778.007 < inf | logz: -2785.502 +/- 0.259 | dlogz: 968.734 > 0.109
iter: 255 | bound: 0 | nc: 16 | ncall: 1321 | eff(%): 19.304 | loglstar: -inf < -2773.176 < inf | logz: -2780.993 +/- 0.277 | dlogz: 967.113 > 0.109
iter: 256 | bound: 0 | nc: 1 | ncall: 1322 | eff(%): 19.365 | loglstar: -inf < -2771.612 < inf | logz: -2779.104 +/- 0.264 | dlogz: 962.594 > 0.109
iter: 257 | bound: 0 | nc: 4 | ncall: 1326 | eff(%): 19.382 | loglstar: -inf < -2770.554 < inf | logz: -2777.796 +/- 0.257 | dlogz: 960.695 > 0.109
iter: 258 | bound: 0 | nc: 3 | ncall: 1329 | eff(%): 19.413 | loglstar: -inf < -2768.022 < inf | logz: -2775.683 +/- 0.266 | dlogz: 959.378 > 0.109
iter: 259 | bound: 0 | nc: 13 | ncall: 1342 | eff(%): 19.300 | loglstar: -inf < -2765.795 < inf | logz: -2773.454 +/- 0.267 | dlogz: 957.254 > 0.109
iter: 260 | bound: 0 | nc: 6 | ncall: 1348 | eff(%): 19.288 | loglstar: -inf < -2760.360 < inf | logz: -2768.236 +/- 0.279 | dlogz: 955.015 > 0.109
iter: 261 | bound: 0 | nc: 15 | ncall: 1363 | eff(%): 19.149 | loglstar: -inf < -2758.256 < inf | logz: -2765.931 +/- 0.269 | dlogz: 949.787 > 0.109
iter: 262 | bound: 0 | nc: 8 | ncall: 1371 | eff(%): 19.110 | loglstar: -inf < -2756.209 < inf | logz: -2763.859 +/- 0.266 | dlogz: 949.927 > 0.109
iter: 263 | bound: 0 | nc: 46 | ncall: 1417 | eff(%): 18.560 | loglstar: -inf < -2754.805 < inf | logz: -2762.272 +/- 0.261 | dlogz: 947.844 > 0.109
iter: 264 | bound: 0 | nc: 30 | ncall: 1447 | eff(%): 18.245 | loglstar: -inf < -2751.760 < inf | logz: -2759.569 +/- 0.272 | dlogz: 946.247 > 0.109
iter: 265 | bound: 0 | nc: 16 | ncall: 1463 | eff(%): 18.113 | loglstar: -inf < -2749.303 < inf | logz: -2757.070 +/- 0.271 | dlogz: 943.535 > 0.109
iter: 266 | bound: 0 | nc: 3 | ncall: 1466 | eff(%): 18.145 | loglstar: -inf < -2747.997 < inf | logz: -2755.475 +/- 0.262 | dlogz: 941.026 > 0.109
iter: 267 | bound: 0 | nc: 13 | ncall: 1479 | eff(%): 18.053 | loglstar: -inf < -2744.262 < inf | logz: -2752.157 +/- 0.276 | dlogz: 939.421 > 0.109
iter: 268 | bound: 0 | nc: 26 | ncall: 1505 | eff(%): 17.807 | loglstar: -inf < -2737.559 < inf | logz: -2745.522 +/- 0.281 | dlogz: 936.093 > 0.109
iter: 269 | bound: 0 | nc: 10 | ncall: 1515 | eff(%): 17.756 | loglstar: -inf < -2728.541 < inf | logz: -2736.515 +/- 0.282 | dlogz: 929.448 > 0.109
iter: 270 | bound: 0 | nc: 13 | ncall: 1528 | eff(%): 17.670 | loglstar: -inf < -2727.915 < inf | logz: -2735.170 +/- 0.263 | dlogz: 920.431 > 0.109
iter: 271 | bound: 0 | nc: 8 | ncall: 1536 | eff(%): 17.643 | loglstar: -inf < -2726.022 < inf | logz: -2733.634 +/- 0.263 | dlogz: 919.076 > 0.109
iter: 272 | bound: 0 | nc: 3 | ncall: 1539 | eff(%): 17.674 | loglstar: -inf < -2722.514 < inf | logz: -2730.447 +/- 0.276 | dlogz: 917.530 > 0.109
iter: 273 | bound: 0 | nc: 15 | ncall: 1554 | eff(%): 17.568 | loglstar: -inf < -2720.657 < inf | logz: -2728.390 +/- 0.268 | dlogz: 914.333 > 0.109
iter: 274 | bound: 0 | nc: 6 | ncall: 1560 | eff(%): 17.564 | loglstar: -inf < -2719.537 < inf | logz: -2726.995 +/- 0.261 | dlogz: 912.266 > 0.109
iter: 275 | bound: 0 | nc: 4 | ncall: 1564 | eff(%): 17.583 | loglstar: -inf < -2711.821 < inf | logz: -2719.854 +/- 0.283 | dlogz: 910.861 > 0.109
iter: 276 | bound: 0 | nc: 4 | ncall: 1568 | eff(%): 17.602 | loglstar: -inf < -2698.243 < inf | logz: -2706.287 +/- 0.283 | dlogz: 903.710 > 0.109
iter: 277 | bound: 0 | nc: 5 | ncall: 1573 | eff(%): 17.610 | loglstar: -inf < -2696.571 < inf | logz: -2704.305 +/- 0.269 | dlogz: 890.134 > 0.109
iter: 278 | bound: 0 | nc: 12 | ncall: 1585 | eff(%): 17.539 | loglstar: -inf < -2694.973 < inf | logz: -2702.643 +/- 0.265 | dlogz: 888.142 > 0.109
iter: 279 | bound: 0 | nc: 2 | ncall: 1587 | eff(%): 17.580 | loglstar: -inf < -2694.176 < inf | logz: -2701.496 +/- 0.258 | dlogz: 886.469 > 0.109
iter: 280 | bound: 0 | nc: 7 | ncall: 1594 | eff(%): 17.566 | loglstar: -inf < -2693.918 < inf | logz: -2700.769 +/- 0.252 | dlogz: 885.313 > 0.109
iter: 281 | bound: 0 | nc: 12 | ncall: 1606 | eff(%): 17.497 | loglstar: -inf < -2686.443 < inf | logz: -2694.535 +/- 0.283 | dlogz: 884.576 > 0.109
iter: 282 | bound: 0 | nc: 23 | ncall: 1629 | eff(%): 17.311 | loglstar: -inf < -2684.191 < inf | logz: -2692.103 +/- 0.273 | dlogz: 878.332 > 0.109
iter: 283 | bound: 0 | nc: 11 | ncall: 1640 | eff(%): 17.256 | loglstar: -inf < -2683.413 < inf | logz: -2690.823 +/- 0.262 | dlogz: 875.890 > 0.109
iter: 284 | bound: 0 | nc: 11 | ncall: 1651 | eff(%): 17.202 | loglstar: -inf < -2680.130 < inf | logz: -2688.146 +/- 0.276 | dlogz: 874.600 > 0.109
iter: 285 | bound: 0 | nc: 82 | ncall: 1733 | eff(%): 16.445 | loglstar: -inf < -2679.095 < inf | logz: -2686.667 +/- 0.265 | dlogz: 871.913 > 0.109
iter: 286 | bound: 0 | nc: 6 | ncall: 1739 | eff(%): 16.446 | loglstar: -inf < -2671.044 < inf | logz: -2679.187 +/- 0.285 | dlogz: 870.424 > 0.109
iter: 287 | bound: 0 | nc: 6 | ncall: 1745 | eff(%): 16.447 | loglstar: -inf < -2662.428 < inf | logz: -2670.581 +/- 0.285 | dlogz: 862.934 > 0.109
iter: 288 | bound: 0 | nc: 5 | ncall: 1750 | eff(%): 16.457 | loglstar: -inf < -2655.450 < inf | logz: -2663.612 +/- 0.285 | dlogz: 870.878 > 0.109
iter: 289 | bound: 0 | nc: 13 | ncall: 1763 | eff(%): 16.393 | loglstar: -inf < -2654.808 < inf | logz: -2662.260 +/- 0.266 | dlogz: 863.899 > 0.109
iter: 290 | bound: 0 | nc: 6 | ncall: 1769 | eff(%): 16.393 | loglstar: -inf < -2653.032 < inf | logz: -2660.796 +/- 0.265 | dlogz: 862.536 > 0.109
iter: 291 | bound: 0 | nc: 2 | ncall: 1771 | eff(%): 16.431 | loglstar: -inf < -2651.144 < inf | logz: -2659.013 +/- 0.268 | dlogz: 861.063 > 0.109
iter: 292 | bound: 0 | nc: 9 | ncall: 1780 | eff(%): 16.404 | loglstar: -inf < -2645.755 < inf | logz: -2653.948 +/- 0.284 | dlogz: 859.270 > 0.109
iter: 293 | bound: 0 | nc: 2 | ncall: 1782 | eff(%): 16.442 | loglstar: -inf < -2643.832 < inf | logz: -2651.787 +/- 0.273 | dlogz: 854.195 > 0.109
iter: 294 | bound: 0 | nc: 51 | ncall: 1833 | eff(%): 16.039 | loglstar: -inf < -2643.615 < inf | logz: -2650.789 +/- 0.261 | dlogz: 852.024 > 0.109
iter: 295 | bound: 0 | nc: 20 | ncall: 1853 | eff(%): 15.920 | loglstar: -inf < -2642.858 < inf | logz: -2650.054 +/- 0.256 | dlogz: 851.016 > 0.109
iter: 296 | bound: 0 | nc: 20 | ncall: 1873 | eff(%): 15.804 | loglstar: -inf < -2641.456 < inf | logz: -2649.033 +/- 0.258 | dlogz: 850.271 > 0.109
iter: 297 | bound: 0 | nc: 27 | ncall: 1900 | eff(%): 15.632 | loglstar: -inf < -2639.041 < inf | logz: -2647.059 +/- 0.271 | dlogz: 849.240 > 0.109
iter: 298 | bound: 0 | nc: 5 | ncall: 1905 | eff(%): 15.643 | loglstar: -inf < -2637.751 < inf | logz: -2645.528 +/- 0.267 | dlogz: 966.584 > 0.109
iter: 299 | bound: 0 | nc: 2 | ncall: 1907 | eff(%): 15.679 | loglstar: -inf < -2636.634 < inf | logz: -2644.284 +/- 0.263 | dlogz: 965.043 > 0.109
iter: 300 | bound: 0 | nc: 18 | ncall: 1925 | eff(%): 15.584 | loglstar: -inf < -2634.654 < inf | logz: -2642.602 +/- 0.269 | dlogz: 963.790 > 0.109
iter: 301 | bound: 0 | nc: 8 | ncall: 1933 | eff(%): 15.572 | loglstar: -inf < -2631.879 < inf | logz: -2640.032 +/- 0.277 | dlogz: 962.098 > 0.109
iter: 302 | bound: 0 | nc: 14 | ncall: 1947 | eff(%): 15.511 | loglstar: -inf < -2621.818 < inf | logz: -2630.121 +/- 0.287 | dlogz: 959.518 > 0.109
iter: 303 | bound: 0 | nc: 48 | ncall: 1995 | eff(%): 15.188 | loglstar: -inf < -2621.407 < inf | logz: -2628.873 +/- 0.268 | dlogz: 949.597 > 0.109
iter: 304 | bound: 0 | nc: 14 | ncall: 2009 | eff(%): 15.132 | loglstar: -inf < -2620.671 < inf | logz: -2628.036 +/- 0.260 | dlogz: 948.339 > 0.109
iter: 305 | bound: 0 | nc: 5 | ncall: 2014 | eff(%): 15.144 | loglstar: -inf < -2619.701 < inf | logz: -2627.168 +/- 0.258 | dlogz: 947.491 > 0.109
iter: 306 | bound: 0 | nc: 1 | ncall: 2015 | eff(%): 15.186 | loglstar: -inf < -2619.555 < inf | logz: -2626.527 +/- 0.253 | dlogz: 946.614 > 0.109
iter: 307 | bound: 0 | nc: 53 | ncall: 2068 | eff(%): 14.845 | loglstar: -inf < -2612.376 < inf | logz: -2620.725 +/- 0.288 | dlogz: 945.963 > 0.109
iter: 308 | bound: 0 | nc: 14 | ncall: 2082 | eff(%): 14.793 | loglstar: -inf < -2610.444 < inf | logz: -2618.551 +/- 0.276 | dlogz: 940.151 > 0.109
iter: 309 | bound: 0 | nc: 51 | ncall: 2133 | eff(%): 14.487 | loglstar: -inf < -2603.959 < inf | logz: -2612.329 +/- 0.288 | dlogz: 937.967 > 0.109
iter: 310 | bound: 0 | nc: 4 | ncall: 2137 | eff(%): 14.506 | loglstar: -inf < -2603.213 < inf | logz: -2610.926 +/- 0.270 | dlogz: 931.735 > 0.109
iter: 311 | bound: 0 | nc: 25 | ncall: 2162 | eff(%): 14.385 | loglstar: -inf < -2601.846 < inf | logz: -2609.675 +/- 0.266 | dlogz: 930.322 > 0.109
iter: 312 | bound: 0 | nc: 25 | ncall: 2187 | eff(%): 14.266 | loglstar: -inf < -2596.655 < inf | logz: -2605.042 +/- 0.287 | dlogz: 929.061 > 0.109
iter: 313 | bound: 0 | nc: 38 | ncall: 2225 | eff(%): 14.067 | loglstar: -inf < -2595.907 < inf | logz: -2603.647 +/- 0.270 | dlogz: 924.418 > 0.109
iter: 314 | bound: 0 | nc: 4 | ncall: 2229 | eff(%): 14.087 | loglstar: -inf < -2589.139 < inf | logz: -2597.559 +/- 0.289 | dlogz: 923.013 > 0.109
iter: 315 | bound: 0 | nc: 27 | ncall: 2256 | eff(%): 13.963 | loglstar: -inf < -2575.830 < inf | logz: -2584.263 +/- 0.290 | dlogz: 916.915 > 0.109
iter: 316 | bound: 0 | nc: 5 | ncall: 2261 | eff(%): 13.976 | loglstar: -inf < -2570.279 < inf | logz: -2578.714 +/- 0.289 | dlogz: 903.609 > 0.109
iter: 317 | bound: 0 | nc: 17 | ncall: 2278 | eff(%): 13.916 | loglstar: -inf < -2565.541 < inf | logz: -2573.977 +/- 0.288 | dlogz: 898.050 > 0.109
iter: 318 | bound: 0 | nc: 93 | ncall: 2371 | eff(%): 13.412 | loglstar: -inf < -2561.893 < inf | logz: -2570.304 +/- 0.286 | dlogz: 893.303 > 0.109
iter: 319 | bound: 0 | nc: 38 | ncall: 2409 | eff(%): 13.242 | loglstar: -inf < -2561.609 < inf | logz: -2569.144 +/- 0.270 | dlogz: 889.621 > 0.109
iter: 320 | bound: 0 | nc: 1 | ncall: 2410 | eff(%): 13.278 | loglstar: -inf < -2556.821 < inf | logz: -2565.274 +/- 0.288 | dlogz: 888.451 > 0.109
iter: 321 | bound: 0 | nc: 7 | ncall: 2417 | eff(%): 13.281 | loglstar: -inf < -2555.915 < inf | logz: -2563.806 +/- 0.272 | dlogz: 884.570 > 0.109
iter: 322 | bound: 0 | nc: 6 | ncall: 2423 | eff(%): 13.289 | loglstar: -inf < -2551.060 < inf | logz: -2559.541 +/- 0.289 | dlogz: 883.092 > 0.109
iter: 323 | bound: 0 | nc: 10 | ncall: 2433 | eff(%): 13.276 | loglstar: -inf < -2548.953 < inf | logz: -2557.245 +/- 0.280 | dlogz: 878.817 > 0.109
iter: 324 | bound: 0 | nc: 11 | ncall: 2444 | eff(%): 13.257 | loglstar: -inf < -2546.277 < inf | logz: -2554.655 +/- 0.282 | dlogz: 876.511 > 0.109
iter: 325 | bound: 0 | nc: 1 | ncall: 2445 | eff(%): 13.292 | loglstar: -inf < -2545.002 < inf | logz: -2553.061 +/- 0.273 | dlogz: 873.912 > 0.109
iter: 326 | bound: 0 | nc: 4 | ncall: 2449 | eff(%): 13.312 | loglstar: -inf < -2543.897 < inf | logz: -2551.814 +/- 0.268 | dlogz: 872.308 > 0.109
iter: 327 | bound: 0 | nc: 8 | ncall: 2457 | eff(%): 13.309 | loglstar: -inf < -2543.309 < inf | logz: -2550.904 +/- 0.263 | dlogz: 871.051 > 0.109
iter: 328 | bound: 0 | nc: 71 | ncall: 2528 | eff(%): 12.975 | loglstar: -inf < -2533.919 < inf | logz: -2542.480 +/- 0.292 | dlogz: 870.131 > 0.109
iter: 329 | bound: 0 | nc: 20 | ncall: 2548 | eff(%): 12.912 | loglstar: -inf < -2525.670 < inf | logz: -2534.241 +/- 0.292 | dlogz: 861.697 > 0.109
iter: 330 | bound: 0 | nc: 51 | ncall: 2599 | eff(%): 12.697 | loglstar: -inf < -2524.507 < inf | logz: -2532.601 +/- 0.276 | dlogz: 853.448 > 0.109
iter: 331 | bound: 0 | nc: 16 | ncall: 2615 | eff(%): 12.658 | loglstar: -inf < -2522.886 < inf | logz: -2531.057 +/- 0.274 | dlogz: 851.798 > 0.109
iter: 332 | bound: 0 | nc: 11 | ncall: 2626 | eff(%): 12.643 | loglstar: -inf < -2519.265 < inf | logz: -2527.802 +/- 0.287 | dlogz: 850.244 > 0.109
iter: 333 | bound: 0 | nc: 90 | ncall: 2716 | eff(%): 12.261 | loglstar: -inf < -2515.029 < inf | logz: -2523.611 +/- 0.290 | dlogz: 846.979 > 0.109
iter: 334 | bound: 0 | nc: 16 | ncall: 2732 | eff(%): 12.225 | loglstar: -inf < -2509.334 < inf | logz: -2517.949 +/- 0.292 | dlogz: 842.778 > 0.109
iter: 335 | bound: 0 | nc: 12 | ncall: 2744 | eff(%): 12.208 | loglstar: -inf < -2509.234 < inf | logz: -2516.827 +/- 0.273 | dlogz: 837.106 > 0.109
iter: 336 | bound: 0 | nc: 81 | ncall: 2825 | eff(%): 11.894 | loglstar: -inf < -2507.232 < inf | logz: -2515.455 +/- 0.274 | dlogz: 835.974 > 0.109
iter: 337 | bound: 0 | nc: 18 | ncall: 2843 | eff(%): 11.854 | loglstar: -inf < -2505.839 < inf | logz: -2514.002 +/- 0.272 | dlogz: 834.592 > 0.109
iter: 338 | bound: 0 | nc: 27 | ncall: 2870 | eff(%): 11.777 | loglstar: -inf < -2505.029 < inf | logz: -2512.913 +/- 0.268 | dlogz: 833.129 > 0.109
iter: 339 | bound: 0 | nc: 4 | ncall: 2874 | eff(%): 11.795 | loglstar: -inf < -2502.703 < inf | logz: -2511.103 +/- 0.277 | dlogz: 832.030 > 0.109
iter: 340 | bound: 0 | nc: 21 | ncall: 2895 | eff(%): 11.744 | loglstar: -inf < -2502.125 < inf | logz: -2509.972 +/- 0.270 | dlogz: 830.210 > 0.109
iter: 341 | bound: 0 | nc: 6 | ncall: 2901 | eff(%): 11.755 | loglstar: -inf < -2495.721 < inf | logz: -2504.407 +/- 0.293 | dlogz: 829.069 > 0.109
iter: 342 | bound: 0 | nc: 14 | ncall: 2915 | eff(%): 11.732 | loglstar: -inf < -2493.362 < inf | logz: -2501.889 +/- 0.285 | dlogz: 823.495 > 0.109
iter: 343 | bound: 0 | nc: 26 | ncall: 2941 | eff(%): 11.663 | loglstar: -inf < -2491.694 < inf | logz: -2500.058 +/- 0.279 | dlogz: 820.966 > 0.109
iter: 344 | bound: 0 | nc: 15 | ncall: 2956 | eff(%): 11.637 | loglstar: -inf < -2488.339 < inf | logz: -2496.979 +/- 0.288 | dlogz: 819.126 > 0.109
iter: 345 | bound: 0 | nc: 45 | ncall: 3001 | eff(%): 11.496 | loglstar: -inf < -2486.892 < inf | logz: -2495.222 +/- 0.279 | dlogz: 816.037 > 0.109
iter: 346 | bound: 0 | nc: 11 | ncall: 3012 | eff(%): 11.487 | loglstar: -inf < -2486.564 < inf | logz: -2494.273 +/- 0.269 | dlogz: 1128.050 > 0.109
iter: 347 | bound: 0 | nc: 10 | ncall: 3022 | eff(%): 11.482 | loglstar: -inf < -2486.004 < inf | logz: -2493.595 +/- 0.264 | dlogz: 1127.091 > 0.109
iter: 348 | bound: 0 | nc: 59 | ncall: 3081 | eff(%): 11.295 | loglstar: -inf < -2478.845 < inf | logz: -2487.603 +/- 0.295 | dlogz: 1126.403 > 0.109
iter: 349 | bound: 0 | nc: 68 | ncall: 3149 | eff(%): 11.083 | loglstar: -inf < -2477.910 < inf | logz: -2486.098 +/- 0.278 | dlogz: 1120.401 > 0.109
iter: 350 | bound: 0 | nc: 29 | ncall: 3178 | eff(%): 11.013 | loglstar: -inf < -2472.654 < inf | logz: -2481.420 +/- 0.294 | dlogz: 1118.887 > 0.109
iter: 351 | bound: 0 | nc: 11 | ncall: 3189 | eff(%): 11.007 | loglstar: -inf < -2471.548 < inf | logz: -2479.826 +/- 0.279 | dlogz: 1114.199 > 0.109
iter: 352 | bound: 0 | nc: 9 | ncall: 3198 | eff(%): 11.007 | loglstar: -inf < -2469.494 < inf | logz: -2477.999 +/- 0.280 | dlogz: 1112.595 > 0.109
iter: 353 | bound: 0 | nc: 72 | ncall: 3270 | eff(%): 10.795 | loglstar: -inf < -2467.385 < inf | logz: -2475.944 +/- 0.282 | dlogz: 1110.757 > 0.109
iter: 354 | bound: 0 | nc: 52 | ncall: 3322 | eff(%): 10.656 | loglstar: -inf < -2465.591 < inf | logz: -2474.088 +/- 0.281 | dlogz: 1108.693 > 0.109
iter: 355 | bound: 0 | nc: 10 | ncall: 3332 | eff(%): 10.654 | loglstar: -inf < -2463.058 < inf | logz: -2471.714 +/- 0.286 | dlogz: 1106.826 > 0.109
iter: 356 | bound: 0 | nc: 20 | ncall: 3352 | eff(%): 10.621 | loglstar: -inf < -2460.622 < inf | logz: -2469.287 +/- 0.286 | dlogz: 1104.443 > 0.109
iter: 357 | bound: 0 | nc: 1 | ncall: 3353 | eff(%): 10.647 | loglstar: -inf < -2453.199 < inf | logz: -2462.048 +/- 0.297 | dlogz: 1102.005 > 0.109
iter: 358 | bound: 0 | nc: 12 | ncall: 3365 | eff(%): 10.639 | loglstar: -inf < -2452.522 < inf | logz: -2460.678 +/- 0.279 | dlogz: 1094.757 > 0.109
iter: 359 | bound: 0 | nc: 18 | ncall: 3383 | eff(%): 10.612 | loglstar: -inf < -2452.001 < inf | logz: -2459.839 +/- 0.271 | dlogz: 1093.377 > 0.109
iter: 360 | bound: 0 | nc: 8 | ncall: 3391 | eff(%): 10.616 | loglstar: -inf < -2446.231 < inf | logz: -2455.099 +/- 0.296 | dlogz: 1092.528 > 0.109
iter: 361 | bound: 0 | nc: 36 | ncall: 3427 | eff(%): 10.534 | loglstar: -inf < -2437.177 < inf | logz: -2446.067 +/- 0.297 | dlogz: 1087.779 > 0.109
iter: 362 | bound: 0 | nc: 21 | ncall: 3448 | eff(%): 10.499 | loglstar: -inf < -2435.841 < inf | logz: -2444.317 +/- 0.282 | dlogz: 1078.736 > 0.109
iter: 363 | bound: 0 | nc: 43 | ncall: 3491 | eff(%): 10.398 | loglstar: -inf < -2432.846 < inf | logz: -2441.636 +/- 0.289 | dlogz: 1076.976 > 0.109
iter: 364 | bound: 0 | nc: 13 | ncall: 3504 | eff(%): 10.388 | loglstar: -inf < -2432.485 < inf | logz: -2440.493 +/- 0.276 | dlogz: 1074.286 > 0.109
iter: 365 | bound: 0 | nc: 7 | ncall: 3511 | eff(%): 10.396 | loglstar: -inf < -2431.624 < inf | logz: -2439.643 +/- 0.271 | dlogz: 1073.132 > 0.109
iter: 366 | bound: 0 | nc: 19 | ncall: 3530 | eff(%): 10.368 | loglstar: -inf < -2426.680 < inf | logz: -2435.596 +/- 0.296 | dlogz: 1072.273 > 0.109
iter: 367 | bound: 0 | nc: 1 | ncall: 3531 | eff(%): 10.394 | loglstar: -inf < -2421.340 < inf | logz: -2430.281 +/- 0.297 | dlogz: 1068.215 > 0.109
iter: 368 | bound: 0 | nc: 8 | ncall: 3539 | eff(%): 10.398 | loglstar: -inf < -2416.554 < inf | logz: -2425.497 +/- 0.297 | dlogz: 1062.890 > 0.109
iter: 369 | bound: 0 | nc: 14 | ncall: 3553 | eff(%): 10.386 | loglstar: -inf < -2413.110 < inf | logz: -2422.017 +/- 0.294 | dlogz: 1058.096 > 0.109
iter: 370 | bound: 0 | nc: 10 | ncall: 3563 | eff(%): 10.385 | loglstar: -inf < -2410.152 < inf | logz: -2419.030 +/- 0.292 | dlogz: 1054.606 > 0.109
iter: 371 | bound: 0 | nc: 57 | ncall: 3620 | eff(%): 10.249 | loglstar: -inf < -2409.548 < inf | logz: -2417.769 +/- 0.279 | dlogz: 1051.610 > 0.109
iter: 372 | bound: 0 | nc: 20 | ncall: 3640 | eff(%): 10.220 | loglstar: -inf < -2409.534 < inf | logz: -2417.114 +/- 0.271 | dlogz: 1050.338 > 0.109
iter: 373 | bound: 0 | nc: 19 | ncall: 3659 | eff(%): 10.194 | loglstar: -inf < -2407.612 < inf | logz: -2416.058 +/- 0.274 | dlogz: 1049.674 > 0.109
iter: 374 | bound: 0 | nc: 14 | ncall: 3673 | eff(%): 10.182 | loglstar: -inf < -2404.312 < inf | logz: -2413.235 +/- 0.292 | dlogz: 1048.608 > 0.109
iter: 375 | bound: 0 | nc: 148 | ncall: 3821 | eff(%): 9.814 | loglstar: -inf < -2401.083 < inf | logz: -2410.032 +/- 0.294 | dlogz: 1045.774 > 0.109
iter: 376 | bound: 1 | nc: 24 | ncall: 3845 | eff(%): 9.779 | loglstar: -inf < -2401.035 < inf | logz: -2408.977 +/- 0.279 | dlogz: 1042.562 > 0.109
iter: 377 | bound: 1 | nc: 38 | ncall: 3883 | eff(%): 9.709 | loglstar: -inf < -2400.029 < inf | logz: -2408.173 +/- 0.273 | dlogz: 1041.497 > 0.109
iter: 378 | bound: 1 | nc: 38 | ncall: 3921 | eff(%): 9.640 | loglstar: -inf < -2397.928 < inf | logz: -2406.631 +/- 0.281 | dlogz: 1040.683 > 0.109
iter: 379 | bound: 1 | nc: 38 | ncall: 3959 | eff(%): 9.573 | loglstar: -inf < -2397.418 < inf | logz: -2405.585 +/- 0.275 | dlogz: 1039.131 > 0.109
iter: 380 | bound: 1 | nc: 38 | ncall: 3997 | eff(%): 9.507 | loglstar: -inf < -2392.649 < inf | logz: -2401.700 +/- 0.298 | dlogz: 1038.075 > 0.109
iter: 381 | bound: 1 | nc: 38 | ncall: 4035 | eff(%): 9.442 | loglstar: -inf < -2391.717 < inf | logz: -2400.217 +/- 0.283 | dlogz: 1034.180 > 0.109
iter: 382 | bound: 1 | nc: 38 | ncall: 4073 | eff(%): 9.379 | loglstar: -inf < -2388.781 < inf | logz: -2397.741 +/- 0.291 | dlogz: 1032.687 > 0.109
iter: 383 | bound: 1 | nc: 38 | ncall: 4111 | eff(%): 9.316 | loglstar: -inf < -2386.670 < inf | logz: -2395.547 +/- 0.289 | dlogz: 1030.201 > 0.109
iter: 384 | bound: 1 | nc: 38 | ncall: 4149 | eff(%): 9.255 | loglstar: -inf < -2385.223 < inf | logz: -2393.914 +/- 0.284 | dlogz: 1027.997 > 0.109
iter: 385 | bound: 1 | nc: 38 | ncall: 4187 | eff(%): 9.195 | loglstar: -inf < -2385.223 < inf | logz: -2393.080 +/- 0.275 | dlogz: 1026.354 > 0.109
iter: 386 | bound: 1 | nc: 38 | ncall: 4225 | eff(%): 9.136 | loglstar: -inf < -2376.889 < inf | logz: -2386.027 +/- 0.301 | dlogz: 1025.510 > 0.109
iter: 387 | bound: 1 | nc: 38 | ncall: 4263 | eff(%): 9.078 | loglstar: -inf < -2370.093 < inf | logz: -2379.240 +/- 0.301 | dlogz: 1018.447 > 0.109
iter: 388 | bound: 1 | nc: 38 | ncall: 4301 | eff(%): 9.021 | loglstar: -inf < -2367.275 < inf | logz: -2376.321 +/- 0.295 | dlogz: 1011.650 > 0.109
iter: 389 | bound: 1 | nc: 38 | ncall: 4339 | eff(%): 8.965 | loglstar: -inf < -2363.236 < inf | logz: -2372.368 +/- 0.299 | dlogz: 1008.721 > 0.109
iter: 390 | bound: 1 | nc: 38 | ncall: 4377 | eff(%): 8.910 | loglstar: -inf < -2357.657 < inf | logz: -2366.828 +/- 0.301 | dlogz: 1004.759 > 0.109
iter: 391 | bound: 1 | nc: 38 | ncall: 4415 | eff(%): 8.856 | loglstar: -inf < -2356.928 < inf | logz: -2365.437 +/- 0.284 | dlogz: 999.209 > 0.109
iter: 392 | bound: 1 | nc: 38 | ncall: 4453 | eff(%): 8.803 | loglstar: -inf < -2350.458 < inf | logz: -2359.653 +/- 0.302 | dlogz: 997.807 > 0.109
iter: 393 | bound: 1 | nc: 38 | ncall: 4491 | eff(%): 8.751 | loglstar: -inf < -2349.033 < inf | logz: -2357.847 +/- 0.288 | dlogz: 992.013 > 0.109
iter: 394 | bound: 1 | nc: 38 | ncall: 4529 | eff(%): 8.699 | loglstar: -inf < -2344.639 < inf | logz: -2353.828 +/- 0.300 | dlogz: 990.197 > 0.109
iter: 395 | bound: 1 | nc: 38 | ncall: 4567 | eff(%): 8.649 | loglstar: -inf < -2341.221 < inf | logz: -2350.385 +/- 0.298 | dlogz: 986.169 > 0.109
iter: 396 | bound: 1 | nc: 38 | ncall: 4605 | eff(%): 8.599 | loglstar: -inf < -2340.533 < inf | logz: -2349.057 +/- 0.284 | dlogz: 982.715 > 0.109
iter: 397 | bound: 1 | nc: 38 | ncall: 4643 | eff(%): 8.551 | loglstar: -inf < -2335.017 < inf | logz: -2344.253 +/- 0.302 | dlogz: 981.378 > 0.109
iter: 398 | bound: 1 | nc: 38 | ncall: 4681 | eff(%): 8.502 | loglstar: -inf < -2332.174 < inf | logz: -2341.322 +/- 0.297 | dlogz: 976.564 > 0.109
iter: 399 | bound: 1 | nc: 38 | ncall: 4719 | eff(%): 8.455 | loglstar: -inf < -2331.295 < inf | logz: -2339.930 +/- 0.285 | dlogz: 973.623 > 0.109
iter: 400 | bound: 1 | nc: 38 | ncall: 4757 | eff(%): 8.409 | loglstar: -inf < -2326.708 < inf | logz: -2335.958 +/- 0.301 | dlogz: 972.221 > 0.109
iter: 401 | bound: 1 | nc: 38 | ncall: 4795 | eff(%): 8.363 | loglstar: -inf < -2321.693 < inf | logz: -2330.968 +/- 0.303 | dlogz: 968.239 > 0.109
iter: 402 | bound: 1 | nc: 38 | ncall: 4833 | eff(%): 8.318 | loglstar: -inf < -2319.264 < inf | logz: -2328.398 +/- 0.295 | dlogz: 963.239 > 0.109
iter: 403 | bound: 1 | nc: 38 | ncall: 4871 | eff(%): 8.273 | loglstar: -inf < -2313.578 < inf | logz: -2322.879 +/- 0.303 | dlogz: 960.659 > 0.109
iter: 404 | bound: 1 | nc: 38 | ncall: 4909 | eff(%): 8.230 | loglstar: -inf < -2309.579 < inf | logz: -2318.861 +/- 0.301 | dlogz: 955.130 > 0.109
iter: 405 | bound: 1 | nc: 38 | ncall: 4947 | eff(%): 8.187 | loglstar: -inf < -2309.125 < inf | logz: -2317.620 +/- 0.286 | dlogz: 951.102 > 0.109
iter: 406 | bound: 1 | nc: 38 | ncall: 4985 | eff(%): 8.144 | loglstar: -inf < -2308.297 < inf | logz: -2316.739 +/- 0.279 | dlogz: 949.852 > 0.109
iter: 407 | bound: 1 | nc: 38 | ncall: 5023 | eff(%): 8.103 | loglstar: -inf < -2306.218 < inf | logz: -2315.206 +/- 0.286 | dlogz: 948.960 > 0.109
iter: 408 | bound: 1 | nc: 38 | ncall: 5061 | eff(%): 8.062 | loglstar: -inf < -2305.531 < inf | logz: -2314.086 +/- 0.281 | dlogz: 947.417 > 0.109
iter: 409 | bound: 1 | nc: 38 | ncall: 5099 | eff(%): 8.021 | loglstar: -inf < -2305.240 < inf | logz: -2313.375 +/- 0.275 | dlogz: 946.288 > 0.109
iter: 410 | bound: 1 | nc: 38 | ncall: 5137 | eff(%): 7.981 | loglstar: -inf < -2304.585 < inf | logz: -2312.763 +/- 0.272 | dlogz: 945.566 > 0.109
iter: 411 | bound: 1 | nc: 38 | ncall: 5175 | eff(%): 7.942 | loglstar: -inf < -2303.454 < inf | logz: -2311.964 +/- 0.273 | dlogz: 944.945 > 0.109
iter: 412 | bound: 1 | nc: 38 | ncall: 5213 | eff(%): 7.903 | loglstar: -inf < -2300.770 < inf | logz: -2309.957 +/- 0.292 | dlogz: 944.136 > 0.109
iter: 413 | bound: 1 | nc: 38 | ncall: 5251 | eff(%): 7.865 | loglstar: -inf < -2288.706 < inf | logz: -2298.114 +/- 0.306 | dlogz: 942.119 > 0.109
iter: 414 | bound: 1 | nc: 38 | ncall: 5289 | eff(%): 7.828 | loglstar: -inf < -2283.722 < inf | logz: -2293.126 +/- 0.305 | dlogz: 930.265 > 0.109
iter: 415 | bound: 1 | nc: 38 | ncall: 5327 | eff(%): 7.791 | loglstar: -inf < -2278.623 < inf | logz: -2288.038 +/- 0.305 | dlogz: 925.268 > 0.109
iter: 416 | bound: 1 | nc: 38 | ncall: 5365 | eff(%): 7.754 | loglstar: -inf < -2276.353 < inf | logz: -2285.601 +/- 0.297 | dlogz: 920.170 > 0.109
iter: 417 | bound: 1 | nc: 38 | ncall: 5403 | eff(%): 7.718 | loglstar: -inf < -2253.283 < inf | logz: -2262.730 +/- 0.307 | dlogz: 917.722 > 0.109
iter: 418 | bound: 1 | nc: 38 | ncall: 5441 | eff(%): 7.682 | loglstar: -inf < -2253.283 < inf | logz: -2261.632 +/- 0.288 | dlogz: 894.842 > 0.109
iter: 419 | bound: 1 | nc: 38 | ncall: 5479 | eff(%): 7.647 | loglstar: -inf < -2251.555 < inf | logz: -2260.479 +/- 0.285 | dlogz: 893.733 > 0.109
iter: 420 | bound: 1 | nc: 38 | ncall: 5517 | eff(%): 7.613 | loglstar: -inf < -2246.784 < inf | logz: -2256.238 +/- 0.305 | dlogz: 892.571 > 0.109
iter: 421 | bound: 1 | nc: 38 | ncall: 5555 | eff(%): 7.579 | loglstar: -inf < -2244.598 < inf | logz: -2253.880 +/- 0.297 | dlogz: 888.320 > 0.109
iter: 422 | bound: 1 | nc: 38 | ncall: 5593 | eff(%): 7.545 | loglstar: -inf < -2244.413 < inf | logz: -2252.859 +/- 0.285 | dlogz: 885.952 > 0.109
iter: 423 | bound: 1 | nc: 38 | ncall: 5631 | eff(%): 7.512 | loglstar: -inf < -2243.952 < inf | logz: -2252.220 +/- 0.278 | dlogz: 884.921 > 0.109
iter: 424 | bound: 1 | nc: 38 | ncall: 5669 | eff(%): 7.479 | loglstar: -inf < -2238.157 < inf | logz: -2247.661 +/- 0.306 | dlogz: 884.272 > 0.109
iter: 425 | bound: 1 | nc: 38 | ncall: 5707 | eff(%): 7.447 | loglstar: -inf < -2237.216 < inf | logz: -2246.161 +/- 0.291 | dlogz: 879.703 > 0.109
iter: 426 | bound: 1 | nc: 38 | ncall: 5745 | eff(%): 7.415 | loglstar: -inf < -2230.170 < inf | logz: -2239.705 +/- 0.307 | dlogz: 878.194 > 0.109
iter: 427 | bound: 1 | nc: 38 | ncall: 5783 | eff(%): 7.384 | loglstar: -inf < -2228.562 < inf | logz: -2237.771 +/- 0.295 | dlogz: 871.727 > 0.109
iter: 428 | bound: 1 | nc: 38 | ncall: 5821 | eff(%): 7.353 | loglstar: -inf < -2228.164 < inf | logz: -2236.757 +/- 0.285 | dlogz: 869.783 > 0.109
iter: 429 | bound: 1 | nc: 38 | ncall: 5859 | eff(%): 7.322 | loglstar: -inf < -2222.709 < inf | logz: -2232.261 +/- 0.307 | dlogz: 868.759 > 0.109
iter: 430 | bound: 1 | nc: 38 | ncall: 5897 | eff(%): 7.292 | loglstar: -inf < -2222.709 < inf | logz: -2231.173 +/- 0.289 | dlogz: 864.253 > 0.109
iter: 431 | bound: 1 | nc: 38 | ncall: 5935 | eff(%): 7.262 | loglstar: -inf < -2222.144 < inf | logz: -2230.532 +/- 0.281 | dlogz: 863.155 > 0.109
iter: 432 | bound: 1 | nc: 38 | ncall: 5973 | eff(%): 7.233 | loglstar: -inf < -2218.790 < inf | logz: -2228.245 +/- 0.298 | dlogz: 862.505 > 0.109
iter: 433 | bound: 1 | nc: 38 | ncall: 6011 | eff(%): 7.203 | loglstar: -inf < -2216.146 < inf | logz: -2225.610 +/- 0.300 | dlogz: 860.208 > 0.109
iter: 434 | bound: 1 | nc: 38 | ncall: 6049 | eff(%): 7.175 | loglstar: -inf < -2201.654 < inf | logz: -2211.271 +/- 0.309 | dlogz: 857.562 > 0.109
iter: 435 | bound: 1 | nc: 38 | ncall: 6087 | eff(%): 7.146 | loglstar: -inf < -2190.649 < inf | logz: -2200.276 +/- 0.309 | dlogz: 843.213 > 0.109
iter: 436 | bound: 1 | nc: 38 | ncall: 6125 | eff(%): 7.118 | loglstar: -inf < -2189.928 < inf | logz: -2198.884 +/- 0.292 | dlogz: 832.209 > 0.109
iter: 437 | bound: 1 | nc: 38 | ncall: 6163 | eff(%): 7.091 | loglstar: -inf < -2188.660 < inf | logz: -2197.696 +/- 0.288 | dlogz: 830.806 > 0.109
iter: 438 | bound: 1 | nc: 38 | ncall: 6201 | eff(%): 7.063 | loglstar: -inf < -2187.121 < inf | logz: -2196.299 +/- 0.289 | dlogz: 829.608 > 0.109
iter: 439 | bound: 1 | nc: 38 | ncall: 6239 | eff(%): 7.036 | loglstar: -inf < -2179.545 < inf | logz: -2189.210 +/- 0.310 | dlogz: 828.202 > 0.109
iter: 440 | bound: 1 | nc: 38 | ncall: 6277 | eff(%): 7.010 | loglstar: -inf < -2179.417 < inf | logz: -2188.075 +/- 0.292 | dlogz: 821.103 > 0.109
iter: 441 | bound: 1 | nc: 38 | ncall: 6315 | eff(%): 6.983 | loglstar: -inf < -2179.318 < inf | logz: -2187.514 +/- 0.283 | dlogz: 819.958 > 0.109
iter: 442 | bound: 1 | nc: 38 | ncall: 6353 | eff(%): 6.957 | loglstar: -inf < -2174.325 < inf | logz: -2183.985 +/- 0.307 | dlogz: 819.387 > 0.109
iter: 443 | bound: 1 | nc: 38 | ncall: 6391 | eff(%): 6.932 | loglstar: -inf < -2172.516 < inf | logz: -2181.934 +/- 0.298 | dlogz: 815.848 > 0.109
iter: 444 | bound: 1 | nc: 38 | ncall: 6429 | eff(%): 6.906 | loglstar: -inf < -2168.302 < inf | logz: -2177.985 +/- 0.308 | dlogz: 813.786 > 0.109
iter: 445 | bound: 1 | nc: 38 | ncall: 6467 | eff(%): 6.881 | loglstar: -inf < -2162.902 < inf | logz: -2172.619 +/- 0.310 | dlogz: 809.828 > 0.109
iter: 446 | bound: 1 | nc: 38 | ncall: 6505 | eff(%): 6.856 | loglstar: -inf < -2156.983 < inf | logz: -2166.714 +/- 0.310 | dlogz: 1030.034 > 0.109
iter: 447 | bound: 1 | nc: 38 | ncall: 6543 | eff(%): 6.832 | loglstar: -inf < -2155.552 < inf | logz: -2164.905 +/- 0.297 | dlogz: 1024.119 > 0.109
iter: 448 | bound: 1 | nc: 38 | ncall: 6581 | eff(%): 6.807 | loglstar: -inf < -2154.301 < inf | logz: -2163.518 +/- 0.292 | dlogz: 1022.300 > 0.109
iter: 449 | bound: 1 | nc: 38 | ncall: 6619 | eff(%): 6.784 | loglstar: -inf < -2147.981 < inf | logz: -2157.743 +/- 0.311 | dlogz: 1020.904 > 0.109
iter: 450 | bound: 1 | nc: 38 | ncall: 6657 | eff(%): 6.760 | loglstar: -inf < -2145.413 < inf | logz: -2155.045 +/- 0.304 | dlogz: 1015.118 > 0.109
iter: 451 | bound: 1 | nc: 38 | ncall: 6695 | eff(%): 6.736 | loglstar: -inf < -2144.788 < inf | logz: -2153.804 +/- 0.292 | dlogz: 1012.411 > 0.109
iter: 452 | bound: 1 | nc: 38 | ncall: 6733 | eff(%): 6.713 | loglstar: -inf < -2132.160 < inf | logz: -2141.956 +/- 0.312 | dlogz: 1011.160 > 0.109
iter: 453 | bound: 1 | nc: 38 | ncall: 6771 | eff(%): 6.690 | loglstar: -inf < -2129.261 < inf | logz: -2138.962 +/- 0.306 | dlogz: 999.301 > 0.109
iter: 454 | bound: 1 | nc: 38 | ncall: 6809 | eff(%): 6.668 | loglstar: -inf < -2124.847 < inf | logz: -2134.638 +/- 0.310 | dlogz: 996.298 > 0.109
iter: 455 | bound: 1 | nc: 38 | ncall: 6847 | eff(%): 6.645 | loglstar: -inf < -2120.848 < inf | logz: -2130.637 +/- 0.309 | dlogz: 991.964 > 0.109
iter: 456 | bound: 1 | nc: 38 | ncall: 6885 | eff(%): 6.623 | loglstar: -inf < -2117.598 < inf | logz: -2127.357 +/- 0.307 | dlogz: 987.953 > 0.109
iter: 457 | bound: 1 | nc: 38 | ncall: 6923 | eff(%): 6.601 | loglstar: -inf < -2114.087 < inf | logz: -2123.873 +/- 0.308 | dlogz: 984.663 > 0.109
iter: 458 | bound: 1 | nc: 38 | ncall: 6961 | eff(%): 6.580 | loglstar: -inf < -2112.774 < inf | logz: -2122.187 +/- 0.297 | dlogz: 981.168 > 0.109
iter: 459 | bound: 1 | nc: 38 | ncall: 6999 | eff(%): 6.558 | loglstar: -inf < -2111.028 < inf | logz: -2120.523 +/- 0.296 | dlogz: 979.473 > 0.109
iter: 460 | bound: 1 | nc: 38 | ncall: 7037 | eff(%): 6.537 | loglstar: -inf < -2109.765 < inf | logz: -2119.112 +/- 0.293 | dlogz: 977.799 > 0.109
iter: 461 | bound: 1 | nc: 38 | ncall: 7075 | eff(%): 6.516 | loglstar: -inf < -2101.400 < inf | logz: -2111.285 +/- 0.313 | dlogz: 976.378 > 0.109
iter: 462 | bound: 1 | nc: 38 | ncall: 7113 | eff(%): 6.495 | loglstar: -inf < -2101.333 < inf | logz: -2110.170 +/- 0.295 | dlogz: 968.541 > 0.109
iter: 463 | bound: 1 | nc: 38 | ncall: 7151 | eff(%): 6.475 | loglstar: -inf < -2098.624 < inf | logz: -2108.298 +/- 0.301 | dlogz: 967.416 > 0.109
iter: 464 | bound: 1 | nc: 38 | ncall: 7189 | eff(%): 6.454 | loglstar: -inf < -2090.818 < inf | logz: -2100.732 +/- 0.314 | dlogz: 965.534 > 0.109
iter: 465 | bound: 1 | nc: 38 | ncall: 7227 | eff(%): 6.434 | loglstar: -inf < -2088.386 < inf | logz: -2098.149 +/- 0.305 | dlogz: 957.958 > 0.109
iter: 466 | bound: 1 | nc: 38 | ncall: 7265 | eff(%): 6.414 | loglstar: -inf < -2087.681 < inf | logz: -2096.884 +/- 0.294 | dlogz: 955.365 > 0.109
iter: 467 | bound: 1 | nc: 38 | ncall: 7303 | eff(%): 6.395 | loglstar: -inf < -2086.255 < inf | logz: -2095.643 +/- 0.293 | dlogz: 954.090 > 0.109
iter: 468 | bound: 1 | nc: 38 | ncall: 7341 | eff(%): 6.375 | loglstar: -inf < -2086.002 < inf | logz: -2094.811 +/- 0.287 | dlogz: 952.840 > 0.109
iter: 469 | bound: 1 | nc: 38 | ncall: 7379 | eff(%): 6.356 | loglstar: -inf < -2084.201 < inf | logz: -2093.642 +/- 0.291 | dlogz: 951.998 > 0.109
iter: 470 | bound: 1 | nc: 38 | ncall: 7417 | eff(%): 6.337 | loglstar: -inf < -2082.109 < inf | logz: -2091.796 +/- 0.299 | dlogz: 950.818 > 0.109
iter: 471 | bound: 1 | nc: 38 | ncall: 7455 | eff(%): 6.318 | loglstar: -inf < -2082.109 < inf | logz: -2090.880 +/- 0.290 | dlogz: 948.962 > 0.109
iter: 472 | bound: 1 | nc: 38 | ncall: 7493 | eff(%): 6.299 | loglstar: -inf < -2079.867 < inf | logz: -2089.479 +/- 0.296 | dlogz: 948.036 > 0.109
iter: 473 | bound: 1 | nc: 38 | ncall: 7531 | eff(%): 6.281 | loglstar: -inf < -2079.074 < inf | logz: -2088.327 +/- 0.292 | dlogz: 946.625 > 0.109
iter: 474 | bound: 1 | nc: 38 | ncall: 7569 | eff(%): 6.262 | loglstar: -inf < -2078.659 < inf | logz: -2087.551 +/- 0.287 | dlogz: 945.463 > 0.109
iter: 475 | bound: 1 | nc: 38 | ncall: 7607 | eff(%): 6.244 | loglstar: -inf < -2078.396 < inf | logz: -2086.996 +/- 0.283 | dlogz: 944.677 > 0.109
iter: 476 | bound: 2 | nc: 38 | ncall: 7645 | eff(%): 6.226 | loglstar: -inf < -2076.452 < inf | logz: -2085.931 +/- 0.290 | dlogz: 944.113 > 0.109
iter: 477 | bound: 2 | nc: 38 | ncall: 7683 | eff(%): 6.209 | loglstar: -inf < -2069.974 < inf | logz: -2080.015 +/- 0.315 | dlogz: 1146.595 > 0.109
iter: 478 | bound: 2 | nc: 38 | ncall: 7721 | eff(%): 6.191 | loglstar: -inf < -2063.241 < inf | logz: -2073.293 +/- 0.316 | dlogz: 1140.670 > 0.109
iter: 479 | bound: 2 | nc: 38 | ncall: 7759 | eff(%): 6.173 | loglstar: -inf < -2063.156 < inf | logz: -2072.174 +/- 0.298 | dlogz: 1133.938 > 0.109
iter: 480 | bound: 2 | nc: 38 | ncall: 7797 | eff(%): 6.156 | loglstar: -inf < -2061.254 < inf | logz: -2070.872 +/- 0.297 | dlogz: 1132.809 > 0.109
iter: 481 | bound: 2 | nc: 38 | ncall: 7835 | eff(%): 6.139 | loglstar: -inf < -2061.079 < inf | logz: -2070.008 +/- 0.290 | dlogz: 1131.497 > 0.109
iter: 482 | bound: 2 | nc: 38 | ncall: 7873 | eff(%): 6.122 | loglstar: -inf < -2056.031 < inf | logz: -2066.099 +/- 0.314 | dlogz: 1130.623 > 0.109
iter: 483 | bound: 2 | nc: 38 | ncall: 7911 | eff(%): 6.105 | loglstar: -inf < -2053.935 < inf | logz: -2063.817 +/- 0.306 | dlogz: 1126.705 > 0.109
iter: 484 | bound: 2 | nc: 38 | ncall: 7949 | eff(%): 6.089 | loglstar: -inf < -2053.877 < inf | logz: -2062.849 +/- 0.295 | dlogz: 1124.412 > 0.109
iter: 485 | bound: 2 | nc: 38 | ncall: 7987 | eff(%): 6.072 | loglstar: -inf < -2051.358 < inf | logz: -2061.193 +/- 0.301 | dlogz: 1123.434 > 0.109
iter: 486 | bound: 2 | nc: 38 | ncall: 8025 | eff(%): 6.056 | loglstar: -inf < -2051.009 < inf | logz: -2060.166 +/- 0.294 | dlogz: 1121.769 > 0.109
iter: 487 | bound: 2 | nc: 38 | ncall: 8063 | eff(%): 6.040 | loglstar: -inf < -2046.383 < inf | logz: -2056.492 +/- 0.314 | dlogz: 1120.732 > 0.109
iter: 488 | bound: 2 | nc: 38 | ncall: 8101 | eff(%): 6.024 | loglstar: -inf < -2045.040 < inf | logz: -2054.767 +/- 0.302 | dlogz: 1117.047 > 0.109
iter: 489 | bound: 2 | nc: 38 | ncall: 8139 | eff(%): 6.008 | loglstar: -inf < -2041.251 < inf | logz: -2051.360 +/- 0.313 | dlogz: 1115.312 > 0.109
iter: 490 | bound: 2 | nc: 38 | ncall: 8177 | eff(%): 5.992 | loglstar: -inf < -2039.312 < inf | logz: -2049.226 +/- 0.306 | dlogz: 1111.895 > 0.109
iter: 491 | bound: 2 | nc: 38 | ncall: 8215 | eff(%): 5.977 | loglstar: -inf < -2035.589 < inf | logz: -2045.719 +/- 0.314 | dlogz: 1109.752 > 0.109
iter: 492 | bound: 2 | nc: 38 | ncall: 8253 | eff(%): 5.961 | loglstar: -inf < -2034.836 < inf | logz: -2044.351 +/- 0.300 | dlogz: 1106.234 > 0.109
iter: 493 | bound: 2 | nc: 38 | ncall: 8291 | eff(%): 5.946 | loglstar: -inf < -2030.140 < inf | logz: -2040.317 +/- 0.316 | dlogz: 1104.856 > 0.109
iter: 494 | bound: 2 | nc: 38 | ncall: 8329 | eff(%): 5.931 | loglstar: -inf < -2029.548 < inf | logz: -2039.007 +/- 0.301 | dlogz: 1100.813 > 0.109
iter: 495 | bound: 2 | nc: 38 | ncall: 8367 | eff(%): 5.916 | loglstar: -inf < -2026.560 < inf | logz: -2036.637 +/- 0.309 | dlogz: 1099.493 > 0.109
iter: 496 | bound: 2 | nc: 38 | ncall: 8405 | eff(%): 5.901 | loglstar: -inf < -2026.127 < inf | logz: -2035.482 +/- 0.298 | dlogz: 1097.112 > 0.109
iter: 497 | bound: 2 | nc: 38 | ncall: 8443 | eff(%): 5.887 | loglstar: -inf < -2024.763 < inf | logz: -2034.377 +/- 0.296 | dlogz: 1095.948 > 0.109
iter: 498 | bound: 2 | nc: 38 | ncall: 8481 | eff(%): 5.872 | loglstar: -inf < -2020.401 < inf | logz: -2030.619 +/- 0.316 | dlogz: 1094.833 > 0.109
iter: 499 | bound: 2 | nc: 38 | ncall: 8519 | eff(%): 5.857 | loglstar: -inf < -2020.283 < inf | logz: -2029.510 +/- 0.300 | dlogz: 1091.065 > 0.109
iter: 500 | bound: 2 | nc: 38 | ncall: 8557 | eff(%): 5.843 | loglstar: -inf < -2019.305 < inf | logz: -2028.684 +/- 0.294 | dlogz: 1089.946 > 0.109
iter: 501 | bound: 2 | nc: 38 | ncall: 8595 | eff(%): 5.829 | loglstar: -inf < -2018.435 < inf | logz: -2027.821 +/- 0.292 | dlogz: 1089.110 > 0.109
iter: 502 | bound: 2 | nc: 38 | ncall: 8633 | eff(%): 5.815 | loglstar: -inf < -2017.977 < inf | logz: -2027.107 +/- 0.289 | dlogz: 1088.237 > 0.109
iter: 503 | bound: 2 | nc: 38 | ncall: 8671 | eff(%): 5.801 | loglstar: -inf < -2016.516 < inf | logz: -2026.136 +/- 0.293 | dlogz: 1087.513 > 0.109
iter: 504 | bound: 2 | nc: 38 | ncall: 8709 | eff(%): 5.787 | loglstar: -inf < -2015.418 < inf | logz: -2025.038 +/- 0.294 | dlogz: 1086.532 > 0.109
iter: 505 | bound: 2 | nc: 38 | ncall: 8747 | eff(%): 5.773 | loglstar: -inf < -2014.491 < inf | logz: -2024.028 +/- 0.294 | dlogz: 1085.424 > 0.109
iter: 506 | bound: 2 | nc: 38 | ncall: 8785 | eff(%): 5.760 | loglstar: -inf < -2009.374 < inf | logz: -2019.689 +/- 0.318 | dlogz: 1084.405 > 0.109
iter: 507 | bound: 2 | nc: 38 | ncall: 8823 | eff(%): 5.746 | loglstar: -inf < -2008.300 < inf | logz: -2018.117 +/- 0.305 | dlogz: 1080.055 > 0.109
iter: 508 | bound: 2 | nc: 38 | ncall: 8861 | eff(%): 5.733 | loglstar: -inf < -2007.302 < inf | logz: -2016.963 +/- 0.299 | dlogz: 1078.474 > 0.109
iter: 509 | bound: 2 | nc: 38 | ncall: 8899 | eff(%): 5.720 | loglstar: -inf < -2007.302 < inf | logz: -2016.270 +/- 0.293 | dlogz: 1077.309 > 0.109
iter: 510 | bound: 2 | nc: 38 | ncall: 8937 | eff(%): 5.707 | loglstar: -inf < -2007.185 < inf | logz: -2015.850 +/- 0.288 | dlogz: 1076.606 > 0.109
iter: 511 | bound: 2 | nc: 38 | ncall: 8975 | eff(%): 5.694 | loglstar: -inf < -2003.533 < inf | logz: -2013.759 +/- 0.309 | dlogz: 1076.177 > 0.109
iter: 512 | bound: 2 | nc: 38 | ncall: 9013 | eff(%): 5.681 | loglstar: -inf < -2001.883 < inf | logz: -2011.926 +/- 0.306 | dlogz: 1074.076 > 0.109
iter: 513 | bound: 2 | nc: 38 | ncall: 9051 | eff(%): 5.668 | loglstar: -inf < -1998.170 < inf | logz: -2008.515 +/- 0.317 | dlogz: 1072.233 > 0.109
iter: 514 | bound: 2 | nc: 38 | ncall: 9089 | eff(%): 5.655 | loglstar: -inf < -1997.476 < inf | logz: -2007.179 +/- 0.303 | dlogz: 1068.812 > 0.109
iter: 515 | bound: 2 | nc: 38 | ncall: 9127 | eff(%): 5.643 | loglstar: -inf < -1996.589 < inf | logz: -2006.198 +/- 0.298 | dlogz: 1067.466 > 0.109
iter: 516 | bound: 2 | nc: 38 | ncall: 9165 | eff(%): 5.630 | loglstar: -inf < -1995.827 < inf | logz: -2005.331 +/- 0.295 | dlogz: 1066.474 > 0.109
iter: 517 | bound: 2 | nc: 38 | ncall: 9203 | eff(%): 5.618 | loglstar: -inf < -1994.608 < inf | logz: -2004.333 +/- 0.296 | dlogz: 1065.598 > 0.109
iter: 518 | bound: 2 | nc: 38 | ncall: 9241 | eff(%): 5.605 | loglstar: -inf < -1993.572 < inf | logz: -2003.288 +/- 0.296 | dlogz: 1064.590 > 0.109
iter: 519 | bound: 2 | nc: 38 | ncall: 9279 | eff(%): 5.593 | loglstar: -inf < -1991.442 < inf | logz: -2001.590 +/- 0.306 | dlogz: 1063.535 > 0.109
iter: 520 | bound: 2 | nc: 38 | ncall: 9317 | eff(%): 5.581 | loglstar: -inf < -1991.280 < inf | logz: -2000.645 +/- 0.298 | dlogz: 1061.827 > 0.109
iter: 521 | bound: 2 | nc: 38 | ncall: 9355 | eff(%): 5.569 | loglstar: -inf < -1990.733 < inf | logz: -2000.007 +/- 0.293 | dlogz: 1060.872 > 0.109
iter: 522 | bound: 2 | nc: 38 | ncall: 9393 | eff(%): 5.557 | loglstar: -inf < -1989.605 < inf | logz: -1999.215 +/- 0.293 | dlogz: 1060.224 > 0.109
iter: 523 | bound: 2 | nc: 38 | ncall: 9431 | eff(%): 5.546 | loglstar: -inf < -1988.212 < inf | logz: -1998.097 +/- 0.298 | dlogz: 1059.422 > 0.109
iter: 524 | bound: 2 | nc: 38 | ncall: 9469 | eff(%): 5.534 | loglstar: -inf < -1981.496 < inf | logz: -1992.005 +/- 0.322 | dlogz: 1058.294 > 0.109
iter: 525 | bound: 2 | nc: 38 | ncall: 9507 | eff(%): 5.522 | loglstar: -inf < -1981.273 < inf | logz: -1990.836 +/- 0.306 | dlogz: 1052.192 > 0.109
iter: 526 | bound: 2 | nc: 38 | ncall: 9545 | eff(%): 5.511 | loglstar: -inf < -1978.529 < inf | logz: -1988.852 +/- 0.311 | dlogz: 1051.013 > 0.109
iter: 527 | bound: 2 | nc: 38 | ncall: 9583 | eff(%): 5.499 | loglstar: -inf < -1975.904 < inf | logz: -1986.296 +/- 0.315 | dlogz: 1049.019 > 0.109
iter: 528 | bound: 2 | nc: 38 | ncall: 9621 | eff(%): 5.488 | loglstar: -inf < -1971.710 < inf | logz: -1982.230 +/- 0.321 | dlogz: 1046.453 > 0.109
iter: 529 | bound: 2 | nc: 38 | ncall: 9659 | eff(%): 5.477 | loglstar: -inf < -1968.036 < inf | logz: -1978.548 +/- 0.320 | dlogz: 1042.378 > 0.109
iter: 530 | bound: 2 | nc: 38 | ncall: 9697 | eff(%): 5.466 | loglstar: -inf < -1965.452 < inf | logz: -1975.879 +/- 0.316 | dlogz: 1038.685 > 0.109
iter: 531 | bound: 2 | nc: 38 | ncall: 9735 | eff(%): 5.455 | loglstar: -inf < -1965.336 < inf | logz: -1974.843 +/- 0.304 | dlogz: 1036.007 > 0.109
iter: 532 | bound: 2 | nc: 38 | ncall: 9773 | eff(%): 5.444 | loglstar: -inf < -1958.946 < inf | logz: -1969.532 +/- 0.323 | dlogz: 1034.961 > 0.109
iter: 533 | bound: 2 | nc: 38 | ncall: 9811 | eff(%): 5.433 | loglstar: -inf < -1951.049 < inf | logz: -1961.650 +/- 0.324 | dlogz: 1029.640 > 0.109
iter: 534 | bound: 2 | nc: 38 | ncall: 9849 | eff(%): 5.422 | loglstar: -inf < -1950.866 < inf | logz: -1960.494 +/- 0.307 | dlogz: 1021.748 > 0.109
iter: 535 | bound: 2 | nc: 38 | ncall: 9887 | eff(%): 5.411 | loglstar: -inf < -1949.615 < inf | logz: -1959.515 +/- 0.302 | dlogz: 1020.582 > 0.109
iter: 536 | bound: 2 | nc: 38 | ncall: 9925 | eff(%): 5.401 | loglstar: -inf < -1948.216 < inf | logz: -1958.283 +/- 0.303 | dlogz: 1019.593 > 0.109
iter: 537 | bound: 2 | nc: 38 | ncall: 9963 | eff(%): 5.390 | loglstar: -inf < -1947.347 < inf | logz: -1957.217 +/- 0.301 | dlogz: 1018.351 > 0.109
iter: 538 | bound: 2 | nc: 38 | ncall: 10001 | eff(%): 5.379 | loglstar: -inf < -1947.097 < inf | logz: -1956.502 +/- 0.296 | dlogz: 1017.274 > 0.109
iter: 539 | bound: 2 | nc: 38 | ncall: 10039 | eff(%): 5.369 | loglstar: -inf < -1946.105 < inf | logz: -1955.783 +/- 0.295 | dlogz: 1016.549 > 0.109
iter: 540 | bound: 2 | nc: 38 | ncall: 10077 | eff(%): 5.359 | loglstar: -inf < -1944.683 < inf | logz: -1954.717 +/- 0.300 | dlogz: 1015.821 > 0.109
iter: 541 | bound: 2 | nc: 38 | ncall: 10115 | eff(%): 5.348 | loglstar: -inf < -1944.332 < inf | logz: -1953.899 +/- 0.297 | dlogz: 1014.745 > 0.109
iter: 542 | bound: 2 | nc: 38 | ncall: 10153 | eff(%): 5.338 | loglstar: -inf < -1943.757 < inf | logz: -1953.256 +/- 0.294 | dlogz: 1013.917 > 0.109
iter: 543 | bound: 2 | nc: 38 | ncall: 10191 | eff(%): 5.328 | loglstar: -inf < -1942.874 < inf | logz: -1952.550 +/- 0.294 | dlogz: 1013.264 > 0.109
iter: 544 | bound: 2 | nc: 38 | ncall: 10229 | eff(%): 5.318 | loglstar: -inf < -1941.737 < inf | logz: -1951.649 +/- 0.297 | dlogz: 1012.548 > 0.109
iter: 545 | bound: 2 | nc: 38 | ncall: 10267 | eff(%): 5.308 | loglstar: -inf < -1933.736 < inf | logz: -1944.457 +/- 0.326 | dlogz: 1011.637 > 0.109
iter: 546 | bound: 2 | nc: 38 | ncall: 10305 | eff(%): 5.298 | loglstar: -inf < -1932.565 < inf | logz: -1942.812 +/- 0.312 | dlogz: 1004.435 > 0.109
iter: 547 | bound: 2 | nc: 38 | ncall: 10343 | eff(%): 5.289 | loglstar: -inf < -1932.116 < inf | logz: -1941.870 +/- 0.304 | dlogz: 1002.780 > 0.109
iter: 548 | bound: 2 | nc: 38 | ncall: 10381 | eff(%): 5.279 | loglstar: -inf < -1931.106 < inf | logz: -1941.003 +/- 0.301 | dlogz: 1001.828 > 0.109
iter: 549 | bound: 2 | nc: 38 | ncall: 10419 | eff(%): 5.269 | loglstar: -inf < -1928.304 < inf | logz: -1938.879 +/- 0.315 | dlogz: 1000.951 > 0.109
iter: 550 | bound: 2 | nc: 38 | ncall: 10457 | eff(%): 5.260 | loglstar: -inf < -1927.656 < inf | logz: -1937.658 +/- 0.307 | dlogz: 998.818 > 0.109
iter: 551 | bound: 2 | nc: 38 | ncall: 10495 | eff(%): 5.250 | loglstar: -inf < -1925.751 < inf | logz: -1936.145 +/- 0.310 | dlogz: 997.586 > 0.109
iter: 552 | bound: 2 | nc: 38 | ncall: 10533 | eff(%): 5.241 | loglstar: -inf < -1923.179 < inf | logz: -1933.796 +/- 0.317 | dlogz: 996.063 > 0.109
iter: 553 | bound: 2 | nc: 38 | ncall: 10571 | eff(%): 5.231 | loglstar: -inf < -1922.928 < inf | logz: -1932.731 +/- 0.307 | dlogz: 993.705 > 0.109
iter: 554 | bound: 2 | nc: 38 | ncall: 10609 | eff(%): 5.222 | loglstar: -inf < -1919.757 < inf | logz: -1930.422 +/- 0.318 | dlogz: 992.630 > 0.109
iter: 555 | bound: 2 | nc: 38 | ncall: 10647 | eff(%): 5.213 | loglstar: -inf < -1918.441 < inf | logz: -1928.804 +/- 0.312 | dlogz: 990.311 > 0.109
iter: 556 | bound: 2 | nc: 38 | ncall: 10685 | eff(%): 5.204 | loglstar: -inf < -1918.075 < inf | logz: -1927.876 +/- 0.304 | dlogz: 988.683 > 0.109
iter: 557 | bound: 2 | nc: 38 | ncall: 10723 | eff(%): 5.194 | loglstar: -inf < -1914.006 < inf | logz: -1924.784 +/- 0.323 | dlogz: 987.745 > 0.109
iter: 558 | bound: 2 | nc: 38 | ncall: 10761 | eff(%): 5.185 | loglstar: -inf < -1913.400 < inf | logz: -1923.494 +/- 0.310 | dlogz: 984.643 > 0.109
iter: 559 | bound: 2 | nc: 38 | ncall: 10799 | eff(%): 5.176 | loglstar: -inf < -1912.339 < inf | logz: -1922.462 +/- 0.306 | dlogz: 983.343 > 0.109
iter: 560 | bound: 2 | nc: 38 | ncall: 10837 | eff(%): 5.167 | loglstar: -inf < -1905.029 < inf | logz: -1915.898 +/- 0.328 | dlogz: 982.301 > 0.109
iter: 561 | bound: 2 | nc: 38 | ncall: 10875 | eff(%): 5.159 | loglstar: -inf < -1904.399 < inf | logz: -1914.552 +/- 0.312 | dlogz: 975.726 > 0.109
iter: 562 | bound: 2 | nc: 38 | ncall: 10913 | eff(%): 5.150 | loglstar: -inf < -1899.313 < inf | logz: -1910.185 +/- 0.327 | dlogz: 974.371 > 0.109
iter: 563 | bound: 2 | nc: 38 | ncall: 10951 | eff(%): 5.141 | loglstar: -inf < -1894.079 < inf | logz: -1904.970 +/- 0.328 | dlogz: 969.994 > 0.109
iter: 564 | bound: 2 | nc: 38 | ncall: 10989 | eff(%): 5.132 | loglstar: -inf < -1893.171 < inf | logz: -1903.486 +/- 0.313 | dlogz: 964.769 > 0.109
iter: 565 | bound: 2 | nc: 38 | ncall: 11027 | eff(%): 5.124 | loglstar: -inf < -1893.171 < inf | logz: -1902.743 +/- 0.305 | dlogz: 963.275 > 0.109
iter: 566 | bound: 2 | nc: 38 | ncall: 11065 | eff(%): 5.115 | loglstar: -inf < -1892.954 < inf | logz: -1902.288 +/- 0.299 | dlogz: 962.522 > 0.109
iter: 567 | bound: 2 | nc: 38 | ncall: 11103 | eff(%): 5.107 | loglstar: -inf < -1891.502 < inf | logz: -1901.567 +/- 0.300 | dlogz: 962.057 > 0.109
iter: 568 | bound: 2 | nc: 38 | ncall: 11141 | eff(%): 5.098 | loglstar: -inf < -1889.897 < inf | logz: -1900.324 +/- 0.307 | dlogz: 961.326 > 0.109
iter: 569 | bound: 2 | nc: 38 | ncall: 11179 | eff(%): 5.090 | loglstar: -inf < -1888.576 < inf | logz: -1898.994 +/- 0.309 | dlogz: 960.073 > 0.109
iter: 570 | bound: 2 | nc: 38 | ncall: 11217 | eff(%): 5.082 | loglstar: -inf < -1888.576 < inf | logz: -1898.223 +/- 0.303 | dlogz: 958.733 > 0.109
iter: 571 | bound: 2 | nc: 38 | ncall: 11255 | eff(%): 5.073 | loglstar: -inf < -1887.693 < inf | logz: -1897.581 +/- 0.300 | dlogz: 957.952 > 0.109
iter: 572 | bound: 2 | nc: 38 | ncall: 11293 | eff(%): 5.065 | loglstar: -inf < -1882.080 < inf | logz: -1893.056 +/- 0.328 | dlogz: 957.300 > 0.109
iter: 573 | bound: 2 | nc: 38 | ncall: 11331 | eff(%): 5.057 | loglstar: -inf < -1876.180 < inf | logz: -1887.175 +/- 0.330 | dlogz: 952.766 > 0.109
iter: 574 | bound: 2 | nc: 38 | ncall: 11369 | eff(%): 5.049 | loglstar: -inf < -1873.588 < inf | logz: -1884.458 +/- 0.323 | dlogz: 946.875 > 0.109
iter: 575 | bound: 2 | nc: 38 | ncall: 11407 | eff(%): 5.041 | loglstar: -inf < -1873.588 < inf | logz: -1883.451 +/- 0.310 | dlogz: 944.147 > 0.109
iter: 576 | bound: 3 | nc: 38 | ncall: 11445 | eff(%): 5.033 | loglstar: -inf < -1868.020 < inf | logz: -1879.035 +/- 0.329 | dlogz: 943.130 > 0.109
iter: 577 | bound: 3 | nc: 38 | ncall: 11483 | eff(%): 5.025 | loglstar: -inf < -1865.290 < inf | logz: -1876.206 +/- 0.324 | dlogz: 938.704 > 0.109
iter: 578 | bound: 3 | nc: 38 | ncall: 11521 | eff(%): 5.017 | loglstar: -inf < -1864.951 < inf | logz: -1875.074 +/- 0.312 | dlogz: 935.866 > 0.109
iter: 579 | bound: 3 | nc: 38 | ncall: 11559 | eff(%): 5.009 | loglstar: -inf < -1861.600 < inf | logz: -1872.543 +/- 0.323 | dlogz: 934.724 > 0.109
iter: 580 | bound: 3 | nc: 38 | ncall: 11597 | eff(%): 5.001 | loglstar: -inf < -1860.532 < inf | logz: -1871.052 +/- 0.314 | dlogz: 932.183 > 0.109
iter: 581 | bound: 3 | nc: 38 | ncall: 11635 | eff(%): 4.994 | loglstar: -inf < -1859.110 < inf | logz: -1869.681 +/- 0.313 | dlogz: 930.682 > 0.109
iter: 582 | bound: 3 | nc: 38 | ncall: 11673 | eff(%): 4.986 | loglstar: -inf < -1852.292 < inf | logz: -1863.379 +/- 0.331 | dlogz: 929.301 > 0.109
iter: 583 | bound: 3 | nc: 38 | ncall: 11711 | eff(%): 4.978 | loglstar: -inf < -1852.101 < inf | logz: -1862.222 +/- 0.315 | dlogz: 922.989 > 0.109
iter: 584 | bound: 3 | nc: 38 | ncall: 11749 | eff(%): 4.971 | loglstar: -inf < -1849.954 < inf | logz: -1860.706 +/- 0.316 | dlogz: 921.821 > 0.109
iter: 585 | bound: 3 | nc: 38 | ncall: 11787 | eff(%): 4.963 | loglstar: -inf < -1848.328 < inf | logz: -1859.056 +/- 0.316 | dlogz: 920.296 > 0.109
iter: 586 | bound: 3 | nc: 38 | ncall: 11825 | eff(%): 4.956 | loglstar: -inf < -1847.833 < inf | logz: -1858.038 +/- 0.309 | dlogz: 918.636 > 0.109
iter: 587 | bound: 3 | nc: 38 | ncall: 11863 | eff(%): 4.948 | loglstar: -inf < -1845.684 < inf | logz: -1856.478 +/- 0.315 | dlogz: 917.608 > 0.109
iter: 588 | bound: 3 | nc: 38 | ncall: 11901 | eff(%): 4.941 | loglstar: -inf < -1844.346 < inf | logz: -1855.003 +/- 0.314 | dlogz: 916.038 > 0.109
iter: 589 | bound: 3 | nc: 38 | ncall: 11939 | eff(%): 4.933 | loglstar: -inf < -1844.089 < inf | logz: -1854.133 +/- 0.308 | dlogz: 914.553 > 0.109
iter: 590 | bound: 3 | nc: 38 | ncall: 11977 | eff(%): 4.926 | loglstar: -inf < -1838.880 < inf | logz: -1850.027 +/- 0.330 | dlogz: 913.673 > 0.109
iter: 591 | bound: 3 | nc: 38 | ncall: 12015 | eff(%): 4.919 | loglstar: -inf < -1837.745 < inf | logz: -1848.422 +/- 0.318 | dlogz: 909.557 > 0.109
iter: 592 | bound: 3 | nc: 38 | ncall: 12053 | eff(%): 4.912 | loglstar: -inf < -1834.565 < inf | logz: -1845.650 +/- 0.326 | dlogz: 907.942 > 0.109
iter: 593 | bound: 3 | nc: 38 | ncall: 12091 | eff(%): 4.904 | loglstar: -inf < -1832.527 < inf | logz: -1843.482 +/- 0.322 | dlogz: 905.160 > 0.109
iter: 594 | bound: 3 | nc: 38 | ncall: 12129 | eff(%): 4.897 | loglstar: -inf < -1830.496 < inf | logz: -1841.443 +/- 0.321 | dlogz: 902.983 > 0.109
iter: 595 | bound: 3 | nc: 38 | ncall: 12167 | eff(%): 4.890 | loglstar: -inf < -1829.974 < inf | logz: -1840.330 +/- 0.313 | dlogz: 900.933 > 0.109
iter: 596 | bound: 3 | nc: 38 | ncall: 12205 | eff(%): 4.883 | loglstar: -inf < -1828.112 < inf | logz: -1838.918 +/- 0.315 | dlogz: 899.810 > 0.109
iter: 597 | bound: 3 | nc: 38 | ncall: 12243 | eff(%): 4.876 | loglstar: -inf < -1825.297 < inf | logz: -1836.394 +/- 0.325 | dlogz: 898.388 > 0.109
iter: 598 | bound: 3 | nc: 38 | ncall: 12281 | eff(%): 4.869 | loglstar: -inf < -1824.427 < inf | logz: -1835.031 +/- 0.316 | dlogz: 895.855 > 0.109
iter: 599 | bound: 3 | nc: 38 | ncall: 12319 | eff(%): 4.862 | loglstar: -inf < -1823.817 < inf | logz: -1834.125 +/- 0.310 | dlogz: 894.482 > 0.109
iter: 600 | bound: 3 | nc: 38 | ncall: 12357 | eff(%): 4.856 | loglstar: -inf < -1823.407 < inf | logz: -1833.453 +/- 0.306 | dlogz: 893.566 > 0.109
iter: 601 | bound: 3 | nc: 38 | ncall: 12395 | eff(%): 4.849 | loglstar: -inf < -1821.633 < inf | logz: -1832.352 +/- 0.311 | dlogz: 892.884 > 0.109
iter: 602 | bound: 3 | nc: 38 | ncall: 12433 | eff(%): 4.842 | loglstar: -inf < -1819.581 < inf | logz: -1830.566 +/- 0.319 | dlogz: 891.772 > 0.109
iter: 603 | bound: 3 | nc: 38 | ncall: 12471 | eff(%): 4.835 | loglstar: -inf < -1819.196 < inf | logz: -1829.535 +/- 0.312 | dlogz: 889.977 > 0.109
iter: 604 | bound: 3 | nc: 38 | ncall: 12509 | eff(%): 4.829 | loglstar: -inf < -1817.866 < inf | logz: -1828.501 +/- 0.312 | dlogz: 888.936 > 0.109
iter: 605 | bound: 3 | nc: 38 | ncall: 12547 | eff(%): 4.822 | loglstar: -inf < -1816.922 < inf | logz: -1827.471 +/- 0.311 | dlogz: 887.892 > 0.109
iter: 606 | bound: 3 | nc: 38 | ncall: 12585 | eff(%): 4.815 | loglstar: -inf < -1816.733 < inf | logz: -1826.772 +/- 0.307 | dlogz: 886.852 > 0.109
iter: 607 | bound: 3 | nc: 38 | ncall: 12623 | eff(%): 4.809 | loglstar: -inf < -1815.862 < inf | logz: -1826.117 +/- 0.305 | dlogz: 886.143 > 0.109
iter: 608 | bound: 3 | nc: 38 | ncall: 12661 | eff(%): 4.802 | loglstar: -inf < -1813.407 < inf | logz: -1824.462 +/- 0.319 | dlogz: 885.478 > 0.109
iter: 609 | bound: 3 | nc: 38 | ncall: 12699 | eff(%): 4.796 | loglstar: -inf < -1812.839 < inf | logz: -1823.350 +/- 0.313 | dlogz: 883.813 > 0.109
iter: 610 | bound: 3 | nc: 38 | ncall: 12737 | eff(%): 4.789 | loglstar: -inf < -1812.363 < inf | logz: -1822.605 +/- 0.309 | dlogz: 882.691 > 0.109
iter: 611 | bound: 3 | nc: 38 | ncall: 12775 | eff(%): 4.783 | loglstar: -inf < -1812.053 < inf | logz: -1822.041 +/- 0.305 | dlogz: 881.936 > 0.109
iter: 612 | bound: 3 | nc: 38 | ncall: 12813 | eff(%): 4.776 | loglstar: -inf < -1811.635 < inf | logz: -1821.558 +/- 0.302 | dlogz: 881.362 > 0.109
iter: 613 | bound: 3 | nc: 38 | ncall: 12851 | eff(%): 4.770 | loglstar: -inf < -1806.569 < inf | logz: -1817.934 +/- 0.333 | dlogz: 880.869 > 0.109
iter: 614 | bound: 3 | nc: 38 | ncall: 12889 | eff(%): 4.764 | loglstar: -inf < -1804.983 < inf | logz: -1816.042 +/- 0.323 | dlogz: 877.236 > 0.109
iter: 615 | bound: 3 | nc: 38 | ncall: 12927 | eff(%): 4.757 | loglstar: -inf < -1801.912 < inf | logz: -1813.224 +/- 0.330 | dlogz: 875.333 > 0.109
iter: 616 | bound: 3 | nc: 38 | ncall: 12965 | eff(%): 4.751 | loglstar: -inf < -1796.848 < inf | logz: -1808.263 +/- 0.335 | dlogz: 872.505 > 0.109
iter: 617 | bound: 3 | nc: 38 | ncall: 13003 | eff(%): 4.745 | loglstar: -inf < -1796.848 < inf | logz: -1807.173 +/- 0.319 | dlogz: 867.534 > 0.109
iter: 618 | bound: 3 | nc: 38 | ncall: 13041 | eff(%): 4.739 | loglstar: -inf < -1794.527 < inf | logz: -1805.639 +/- 0.321 | dlogz: 866.434 > 0.109
iter: 619 | bound: 3 | nc: 38 | ncall: 13079 | eff(%): 4.733 | loglstar: -inf < -1792.917 < inf | logz: -1803.982 +/- 0.321 | dlogz: 864.890 > 0.109
iter: 620 | bound: 3 | nc: 38 | ncall: 13117 | eff(%): 4.727 | loglstar: -inf < -1790.412 < inf | logz: -1801.695 +/- 0.327 | dlogz: 863.223 > 0.109
iter: 621 | bound: 3 | nc: 38 | ncall: 13155 | eff(%): 4.721 | loglstar: -inf < -1787.660 < inf | logz: -1799.006 +/- 0.329 | dlogz: 860.926 > 0.109
iter: 622 | bound: 3 | nc: 38 | ncall: 13193 | eff(%): 4.715 | loglstar: -inf < -1785.579 < inf | logz: -1796.829 +/- 0.326 | dlogz: 858.227 > 0.109
iter: 623 | bound: 3 | nc: 38 | ncall: 13231 | eff(%): 4.709 | loglstar: -inf < -1781.006 < inf | logz: -1792.481 +/- 0.335 | dlogz: 856.041 > 0.109
iter: 624 | bound: 3 | nc: 38 | ncall: 13269 | eff(%): 4.703 | loglstar: -inf < -1777.571 < inf | logz: -1789.016 +/- 0.333 | dlogz: 851.683 > 0.109
iter: 625 | bound: 3 | nc: 38 | ncall: 13307 | eff(%): 4.697 | loglstar: -inf < -1776.832 < inf | logz: -1787.661 +/- 0.321 | dlogz: 848.208 > 0.109
iter: 626 | bound: 3 | nc: 38 | ncall: 13345 | eff(%): 4.691 | loglstar: -inf < -1774.332 < inf | logz: -1785.639 +/- 0.326 | dlogz: 846.843 > 0.109
iter: 627 | bound: 3 | nc: 38 | ncall: 13383 | eff(%): 4.685 | loglstar: -inf < -1774.132 < inf | logz: -1784.623 +/- 0.317 | dlogz: 844.811 > 0.109
iter: 628 | bound: 3 | nc: 38 | ncall: 13421 | eff(%): 4.679 | loglstar: -inf < -1773.261 < inf | logz: -1783.845 +/- 0.313 | dlogz: 843.785 > 0.109
iter: 629 | bound: 3 | nc: 38 | ncall: 13459 | eff(%): 4.673 | loglstar: -inf < -1771.039 < inf | logz: -1782.263 +/- 0.322 | dlogz: 842.997 > 0.109
iter: 630 | bound: 3 | nc: 38 | ncall: 13497 | eff(%): 4.668 | loglstar: -inf < -1770.981 < inf | logz: -1781.363 +/- 0.315 | dlogz: 841.405 > 0.109
iter: 631 | bound: 3 | nc: 38 | ncall: 13535 | eff(%): 4.662 | loglstar: -inf < -1770.367 < inf | logz: -1780.741 +/- 0.311 | dlogz: 840.495 > 0.109
iter: 632 | bound: 3 | nc: 38 | ncall: 13573 | eff(%): 4.656 | loglstar: -inf < -1769.635 < inf | logz: -1780.092 +/- 0.309 | dlogz: 839.864 > 0.109
iter: 633 | bound: 3 | nc: 38 | ncall: 13611 | eff(%): 4.651 | loglstar: -inf < -1769.454 < inf | logz: -1779.560 +/- 0.306 | dlogz: 839.204 > 0.109
iter: 634 | bound: 3 | nc: 38 | ncall: 13649 | eff(%): 4.645 | loglstar: -inf < -1769.382 < inf | logz: -1779.180 +/- 0.303 | dlogz: 838.662 > 0.109
iter: 635 | bound: 3 | nc: 38 | ncall: 13687 | eff(%): 4.639 | loglstar: -inf < -1764.410 < inf | logz: -1775.979 +/- 0.335 | dlogz: 838.272 > 0.109
iter: 636 | bound: 3 | nc: 38 | ncall: 13725 | eff(%): 4.634 | loglstar: -inf < -1763.570 < inf | logz: -1774.561 +/- 0.323 | dlogz: 835.062 > 0.109
iter: 637 | bound: 3 | nc: 38 | ncall: 13763 | eff(%): 4.628 | loglstar: -inf < -1763.407 < inf | logz: -1773.800 +/- 0.315 | dlogz: 833.634 > 0.109
iter: 638 | bound: 3 | nc: 38 | ncall: 13801 | eff(%): 4.623 | loglstar: -inf < -1757.546 < inf | logz: -1769.181 +/- 0.338 | dlogz: 832.862 > 0.109
iter: 639 | bound: 3 | nc: 38 | ncall: 13839 | eff(%): 4.617 | loglstar: -inf < -1756.306 < inf | logz: -1767.503 +/- 0.326 | dlogz: 828.234 > 0.109
iter: 640 | bound: 3 | nc: 38 | ncall: 13877 | eff(%): 4.612 | loglstar: -inf < -1755.997 < inf | logz: -1766.597 +/- 0.318 | dlogz: 826.545 > 0.109
iter: 641 | bound: 3 | nc: 38 | ncall: 13915 | eff(%): 4.607 | loglstar: -inf < -1753.491 < inf | logz: -1764.890 +/- 0.326 | dlogz: 825.629 > 0.109
iter: 642 | bound: 3 | nc: 38 | ncall: 13953 | eff(%): 4.601 | loglstar: -inf < -1749.801 < inf | logz: -1761.431 +/- 0.336 | dlogz: 823.912 > 0.109
iter: 643 | bound: 3 | nc: 38 | ncall: 13991 | eff(%): 4.596 | loglstar: -inf < -1748.453 < inf | logz: -1759.720 +/- 0.326 | dlogz: 820.444 > 0.109
iter: 644 | bound: 3 | nc: 38 | ncall: 14029 | eff(%): 4.590 | loglstar: -inf < -1748.365 < inf | logz: -1758.867 +/- 0.318 | dlogz: 818.723 > 0.109
iter: 645 | bound: 3 | nc: 38 | ncall: 14067 | eff(%): 4.585 | loglstar: -inf < -1746.591 < inf | logz: -1757.753 +/- 0.319 | dlogz: 817.859 > 0.109
iter: 646 | bound: 3 | nc: 38 | ncall: 14105 | eff(%): 4.580 | loglstar: -inf < -1742.741 < inf | logz: -1754.411 +/- 0.336 | dlogz: 816.736 > 0.109
iter: 647 | bound: 3 | nc: 38 | ncall: 14143 | eff(%): 4.575 | loglstar: -inf < -1740.939 < inf | logz: -1752.382 +/- 0.329 | dlogz: 813.384 > 0.109
iter: 648 | bound: 3 | nc: 38 | ncall: 14181 | eff(%): 4.569 | loglstar: -inf < -1736.453 < inf | logz: -1748.174 +/- 0.339 | dlogz: 811.345 > 0.109
iter: 649 | bound: 3 | nc: 38 | ncall: 14219 | eff(%): 4.564 | loglstar: -inf < -1736.383 < inf | logz: -1747.075 +/- 0.324 | dlogz: 807.126 > 0.109
iter: 650 | bound: 3 | nc: 38 | ncall: 14257 | eff(%): 4.559 | loglstar: -inf < -1727.770 < inf | logz: -1739.536 +/- 0.341 | dlogz: 806.018 > 0.109
iter: 651 | bound: 3 | nc: 38 | ncall: 14295 | eff(%): 4.554 | loglstar: -inf < -1727.432 < inf | logz: -1738.319 +/- 0.325 | dlogz: 798.469 > 0.109
iter: 652 | bound: 3 | nc: 38 | ncall: 14333 | eff(%): 4.549 | loglstar: -inf < -1725.230 < inf | logz: -1736.693 +/- 0.327 | dlogz: 797.242 > 0.109
iter: 653 | bound: 3 | nc: 38 | ncall: 14371 | eff(%): 4.544 | loglstar: -inf < -1722.472 < inf | logz: -1734.127 +/- 0.334 | dlogz: 795.606 > 0.109
iter: 654 | bound: 3 | nc: 38 | ncall: 14409 | eff(%): 4.539 | loglstar: -inf < -1721.576 < inf | logz: -1732.750 +/- 0.325 | dlogz: 793.030 > 0.109
iter: 655 | bound: 3 | nc: 38 | ncall: 14447 | eff(%): 4.534 | loglstar: -inf < -1721.458 < inf | logz: -1731.999 +/- 0.318 | dlogz: 791.643 > 0.109
iter: 656 | bound: 3 | nc: 38 | ncall: 14485 | eff(%): 4.529 | loglstar: -inf < -1718.573 < inf | logz: -1730.170 +/- 0.329 | dlogz: 790.883 > 0.109
iter: 657 | bound: 3 | nc: 38 | ncall: 14523 | eff(%): 4.524 | loglstar: -inf < -1718.219 < inf | logz: -1729.103 +/- 0.321 | dlogz: 789.044 > 0.109
iter: 658 | bound: 3 | nc: 38 | ncall: 14561 | eff(%): 4.519 | loglstar: -inf < -1717.783 < inf | logz: -1728.423 +/- 0.316 | dlogz: 787.966 > 0.109
iter: 659 | bound: 3 | nc: 38 | ncall: 14599 | eff(%): 4.514 | loglstar: -inf < -1716.501 < inf | logz: -1727.563 +/- 0.317 | dlogz: 787.277 > 0.109
iter: 660 | bound: 3 | nc: 38 | ncall: 14637 | eff(%): 4.509 | loglstar: -inf < -1714.764 < inf | logz: -1726.180 +/- 0.323 | dlogz: 786.406 > 0.109
iter: 661 | bound: 3 | nc: 38 | ncall: 14675 | eff(%): 4.504 | loglstar: -inf < -1712.697 < inf | logz: -1724.290 +/- 0.329 | dlogz: 785.013 > 0.109
iter: 662 | bound: 3 | nc: 38 | ncall: 14713 | eff(%): 4.499 | loglstar: -inf < -1712.683 < inf | logz: -1723.373 +/- 0.321 | dlogz: 783.113 > 0.109
iter: 663 | bound: 3 | nc: 38 | ncall: 14751 | eff(%): 4.495 | loglstar: -inf < -1712.511 < inf | logz: -1722.869 +/- 0.315 | dlogz: 782.186 > 0.109
iter: 664 | bound: 3 | nc: 38 | ncall: 14789 | eff(%): 4.490 | loglstar: -inf < -1711.224 < inf | logz: -1722.185 +/- 0.315 | dlogz: 781.673 > 0.109
iter: 665 | bound: 3 | nc: 38 | ncall: 14827 | eff(%): 4.485 | loglstar: -inf < -1709.315 < inf | logz: -1720.804 +/- 0.324 | dlogz: 780.978 > 0.109
iter: 666 | bound: 3 | nc: 38 | ncall: 14865 | eff(%): 4.480 | loglstar: -inf < -1709.051 < inf | logz: -1719.893 +/- 0.319 | dlogz: 779.587 > 0.109
iter: 667 | bound: 3 | nc: 38 | ncall: 14903 | eff(%): 4.476 | loglstar: -inf < -1704.763 < inf | logz: -1716.646 +/- 0.339 | dlogz: 778.667 > 0.109
iter: 668 | bound: 3 | nc: 38 | ncall: 14941 | eff(%): 4.471 | loglstar: -inf < -1704.512 < inf | logz: -1715.500 +/- 0.326 | dlogz: 775.409 > 0.109
iter: 669 | bound: 3 | nc: 38 | ncall: 14979 | eff(%): 4.466 | loglstar: -inf < -1702.983 < inf | logz: -1714.358 +/- 0.324 | dlogz: 774.254 > 0.109
iter: 670 | bound: 3 | nc: 38 | ncall: 15017 | eff(%): 4.462 | loglstar: -inf < -1702.234 < inf | logz: -1713.355 +/- 0.321 | dlogz: 773.102 > 0.109
iter: 671 | bound: 3 | nc: 38 | ncall: 15055 | eff(%): 4.457 | loglstar: -inf < -1697.097 < inf | logz: -1709.053 +/- 0.342 | dlogz: 772.089 > 0.109
iter: 672 | bound: 3 | nc: 38 | ncall: 15093 | eff(%): 4.452 | loglstar: -inf < -1695.739 < inf | logz: -1707.305 +/- 0.331 | dlogz: 767.777 > 0.109
iter: 673 | bound: 3 | nc: 38 | ncall: 15131 | eff(%): 4.448 | loglstar: -inf < -1695.211 < inf | logz: -1706.292 +/- 0.324 | dlogz: 766.019 > 0.109
iter: 674 | bound: 3 | nc: 38 | ncall: 15169 | eff(%): 4.443 | loglstar: -inf < -1688.869 < inf | logz: -1700.869 +/- 0.344 | dlogz: 764.996 > 0.109
iter: 675 | bound: 3 | nc: 38 | ncall: 15207 | eff(%): 4.439 | loglstar: -inf < -1680.609 < inf | logz: -1692.624 +/- 0.345 | dlogz: 759.563 > 0.109
iter: 676 | bound: 4 | nc: 38 | ncall: 15245 | eff(%): 4.434 | loglstar: -inf < -1679.226 < inf | logz: -1690.843 +/- 0.332 | dlogz: 751.308 > 0.109
iter: 677 | bound: 4 | nc: 38 | ncall: 15283 | eff(%): 4.430 | loglstar: -inf < -1678.175 < inf | logz: -1689.579 +/- 0.327 | dlogz: 749.518 > 0.109
iter: 678 | bound: 4 | nc: 38 | ncall: 15321 | eff(%): 4.425 | loglstar: -inf < -1677.544 < inf | logz: -1688.656 +/- 0.322 | dlogz: 748.243 > 0.109
iter: 679 | bound: 4 | nc: 38 | ncall: 15359 | eff(%): 4.421 | loglstar: -inf < -1677.519 < inf | logz: -1688.075 +/- 0.317 | dlogz: 747.311 > 0.109
iter: 680 | bound: 4 | nc: 38 | ncall: 15397 | eff(%): 4.416 | loglstar: -inf < -1676.981 < inf | logz: -1687.605 +/- 0.314 | dlogz: 746.719 > 0.109
iter: 681 | bound: 4 | nc: 38 | ncall: 15435 | eff(%): 4.412 | loglstar: -inf < -1675.640 < inf | logz: -1686.849 +/- 0.317 | dlogz: 746.240 > 0.109
iter: 682 | bound: 4 | nc: 38 | ncall: 15473 | eff(%): 4.408 | loglstar: -inf < -1674.979 < inf | logz: -1686.051 +/- 0.317 | dlogz: 745.474 > 0.109
iter: 683 | bound: 4 | nc: 38 | ncall: 15511 | eff(%): 4.403 | loglstar: -inf < -1670.356 < inf | logz: -1682.415 +/- 0.343 | dlogz: 744.665 > 0.109
iter: 684 | bound: 4 | nc: 38 | ncall: 15549 | eff(%): 4.399 | loglstar: -inf < -1666.632 < inf | logz: -1678.689 +/- 0.343 | dlogz: 741.019 > 0.109
iter: 685 | bound: 4 | nc: 38 | ncall: 15587 | eff(%): 4.395 | loglstar: -inf < -1665.753 < inf | logz: -1677.250 +/- 0.331 | dlogz: 737.284 > 0.109
iter: 686 | bound: 4 | nc: 38 | ncall: 15625 | eff(%): 4.390 | loglstar: -inf < -1664.716 < inf | logz: -1676.139 +/- 0.326 | dlogz: 735.835 > 0.109
iter: 687 | bound: 4 | nc: 38 | ncall: 15663 | eff(%): 4.386 | loglstar: -inf < -1660.469 < inf | logz: -1672.561 +/- 0.343 | dlogz: 734.714 > 0.109
iter: 688 | bound: 4 | nc: 38 | ncall: 15701 | eff(%): 4.382 | loglstar: -inf < -1658.563 < inf | logz: -1670.441 +/- 0.336 | dlogz: 731.126 > 0.109
iter: 689 | bound: 4 | nc: 38 | ncall: 15739 | eff(%): 4.378 | loglstar: -inf < -1658.089 < inf | logz: -1669.351 +/- 0.327 | dlogz: 728.996 > 0.109
iter: 690 | bound: 4 | nc: 38 | ncall: 15777 | eff(%): 4.373 | loglstar: -inf < -1657.507 < inf | logz: -1668.594 +/- 0.322 | dlogz: 727.895 > 0.109
iter: 691 | bound: 4 | nc: 38 | ncall: 15815 | eff(%): 4.369 | loglstar: -inf < -1656.225 < inf | logz: -1667.657 +/- 0.323 | dlogz: 727.129 > 0.109
iter: 692 | bound: 4 | nc: 38 | ncall: 15853 | eff(%): 4.365 | loglstar: -inf < -1656.047 < inf | logz: -1666.947 +/- 0.320 | dlogz: 726.182 > 0.109
iter: 693 | bound: 4 | nc: 38 | ncall: 15891 | eff(%): 4.361 | loglstar: -inf < -1654.498 < inf | logz: -1666.006 +/- 0.322 | dlogz: 725.462 > 0.109
iter: 694 | bound: 4 | nc: 38 | ncall: 15929 | eff(%): 4.357 | loglstar: -inf < -1650.867 < inf | logz: -1662.995 +/- 0.342 | dlogz: 724.511 > 0.109
iter: 695 | bound: 4 | nc: 38 | ncall: 15967 | eff(%): 4.353 | loglstar: -inf < -1646.815 < inf | logz: -1658.994 +/- 0.345 | dlogz: 721.490 > 0.109
iter: 696 | bound: 4 | nc: 38 | ncall: 16005 | eff(%): 4.349 | loglstar: -inf < -1646.513 < inf | logz: -1657.816 +/- 0.331 | dlogz: 717.480 > 0.109
iter: 697 | bound: 4 | nc: 38 | ncall: 16043 | eff(%): 4.345 | loglstar: -inf < -1645.452 < inf | logz: -1656.887 +/- 0.326 | dlogz: 716.292 > 0.109
iter: 698 | bound: 4 | nc: 38 | ncall: 16081 | eff(%): 4.341 | loglstar: -inf < -1644.260 < inf | logz: -1655.819 +/- 0.326 | dlogz: 715.352 > 0.109
iter: 699 | bound: 4 | nc: 38 | ncall: 16119 | eff(%): 4.336 | loglstar: -inf < -1641.656 < inf | logz: -1653.710 +/- 0.337 | dlogz: 714.274 > 0.109
iter: 700 | bound: 4 | nc: 38 | ncall: 16157 | eff(%): 4.332 | loglstar: -inf < -1640.389 < inf | logz: -1652.166 +/- 0.332 | dlogz: 712.155 > 0.109
iter: 701 | bound: 4 | nc: 38 | ncall: 16195 | eff(%): 4.328 | loglstar: -inf < -1640.162 < inf | logz: -1651.303 +/- 0.326 | dlogz: 710.601 > 0.109
iter: 702 | bound: 4 | nc: 38 | ncall: 16233 | eff(%): 4.325 | loglstar: -inf < -1639.145 < inf | logz: -1650.515 +/- 0.323 | dlogz: 709.728 > 0.109
iter: 703 | bound: 4 | nc: 38 | ncall: 16271 | eff(%): 4.321 | loglstar: -inf < -1635.993 < inf | logz: -1648.147 +/- 0.340 | dlogz: 708.930 > 0.109
iter: 704 | bound: 4 | nc: 38 | ncall: 16309 | eff(%): 4.317 | loglstar: -inf < -1634.599 < inf | logz: -1646.474 +/- 0.334 | dlogz: 706.552 > 0.109
iter: 705 | bound: 4 | nc: 38 | ncall: 16347 | eff(%): 4.313 | loglstar: -inf < -1631.697 < inf | logz: -1643.880 +/- 0.342 | dlogz: 704.869 > 0.109
iter: 706 | bound: 4 | nc: 38 | ncall: 16385 | eff(%): 4.309 | loglstar: -inf < -1629.951 < inf | logz: -1641.957 +/- 0.337 | dlogz: 702.266 > 0.109
iter: 707 | bound: 4 | nc: 38 | ncall: 16423 | eff(%): 4.305 | loglstar: -inf < -1629.085 < inf | logz: -1640.724 +/- 0.331 | dlogz: 700.332 > 0.109
iter: 708 | bound: 4 | nc: 38 | ncall: 16461 | eff(%): 4.301 | loglstar: -inf < -1627.900 < inf | logz: -1639.589 +/- 0.329 | dlogz: 699.090 > 0.109
iter: 709 | bound: 4 | nc: 38 | ncall: 16499 | eff(%): 4.297 | loglstar: -inf < -1613.530 < inf | logz: -1625.884 +/- 0.350 | dlogz: 697.945 > 0.109
iter: 710 | bound: 4 | nc: 38 | ncall: 16537 | eff(%): 4.293 | loglstar: -inf < -1613.517 < inf | logz: -1624.788 +/- 0.334 | dlogz: 684.230 > 0.109
iter: 711 | bound: 4 | nc: 38 | ncall: 16575 | eff(%): 4.290 | loglstar: -inf < -1609.590 < inf | logz: -1621.888 +/- 0.345 | dlogz: 683.124 > 0.109
iter: 712 | bound: 4 | nc: 38 | ncall: 16613 | eff(%): 4.286 | loglstar: -inf < -1609.255 < inf | logz: -1620.724 +/- 0.333 | dlogz: 680.214 > 0.109
iter: 713 | bound: 4 | nc: 38 | ncall: 16651 | eff(%): 4.282 | loglstar: -inf < -1603.950 < inf | logz: -1616.327 +/- 0.349 | dlogz: 679.040 > 0.109
iter: 714 | bound: 4 | nc: 38 | ncall: 16689 | eff(%): 4.278 | loglstar: -inf < -1601.908 < inf | logz: -1614.078 +/- 0.341 | dlogz: 674.633 > 0.109
iter: 715 | bound: 4 | nc: 38 | ncall: 16727 | eff(%): 4.275 | loglstar: -inf < -1600.894 < inf | logz: -1612.706 +/- 0.334 | dlogz: 672.374 > 0.109
iter: 716 | bound: 4 | nc: 38 | ncall: 16765 | eff(%): 4.271 | loglstar: -inf < -1600.767 < inf | logz: -1611.936 +/- 0.327 | dlogz: 670.992 > 0.109
iter: 717 | bound: 4 | nc: 38 | ncall: 16803 | eff(%): 4.267 | loglstar: -inf < -1600.274 < inf | logz: -1611.380 +/- 0.323 | dlogz: 670.213 > 0.109
iter: 718 | bound: 4 | nc: 38 | ncall: 16841 | eff(%): 4.263 | loglstar: -inf < -1600.206 < inf | logz: -1610.946 +/- 0.319 | dlogz: 669.646 > 0.109
iter: 719 | bound: 4 | nc: 38 | ncall: 16879 | eff(%): 4.260 | loglstar: -inf < -1596.326 < inf | logz: -1608.653 +/- 0.342 | dlogz: 669.202 > 0.109
iter: 720 | bound: 4 | nc: 38 | ncall: 16917 | eff(%): 4.256 | loglstar: -inf < -1592.624 < inf | logz: -1605.036 +/- 0.348 | dlogz: 666.899 > 0.109
iter: 721 | bound: 4 | nc: 38 | ncall: 16955 | eff(%): 4.252 | loglstar: -inf < -1587.576 < inf | logz: -1600.036 +/- 0.350 | dlogz: 663.273 > 0.109
iter: 722 | bound: 4 | nc: 38 | ncall: 16993 | eff(%): 4.249 | loglstar: -inf < -1586.857 < inf | logz: -1598.654 +/- 0.336 | dlogz: 658.263 > 0.109
iter: 723 | bound: 4 | nc: 38 | ncall: 17031 | eff(%): 4.245 | loglstar: -inf < -1585.510 < inf | logz: -1597.426 +/- 0.333 | dlogz: 656.871 > 0.109
iter: 724 | bound: 4 | nc: 38 | ncall: 17069 | eff(%): 4.242 | loglstar: -inf < -1584.947 < inf | logz: -1596.497 +/- 0.329 | dlogz: 655.632 > 0.109
iter: 725 | bound: 4 | nc: 38 | ncall: 17107 | eff(%): 4.238 | loglstar: -inf < -1579.431 < inf | logz: -1591.930 +/- 0.351 | dlogz: 654.694 > 0.109
iter: 726 | bound: 4 | nc: 38 | ncall: 17145 | eff(%): 4.234 | loglstar: -inf < -1575.841 < inf | logz: -1588.309 +/- 0.349 | dlogz: 650.116 > 0.109
iter: 727 | bound: 4 | nc: 38 | ncall: 17183 | eff(%): 4.231 | loglstar: -inf < -1575.808 < inf | logz: -1587.242 +/- 0.335 | dlogz: 646.486 > 0.109
iter: 728 | bound: 4 | nc: 38 | ncall: 17221 | eff(%): 4.227 | loglstar: -inf < -1575.013 < inf | logz: -1586.519 +/- 0.329 | dlogz: 645.409 > 0.109
iter: 729 | bound: 4 | nc: 38 | ncall: 17259 | eff(%): 4.224 | loglstar: -inf < -1573.199 < inf | logz: -1585.265 +/- 0.333 | dlogz: 644.676 > 0.109
iter: 730 | bound: 4 | nc: 38 | ncall: 17297 | eff(%): 4.220 | loglstar: -inf < -1570.310 < inf | logz: -1582.736 +/- 0.344 | dlogz: 643.412 > 0.109
iter: 731 | bound: 5 | nc: 38 | ncall: 17335 | eff(%): 4.217 | loglstar: -inf < -1570.215 < inf | logz: -1581.702 +/- 0.334 | dlogz: 640.873 > 0.109
iter: 732 | bound: 5 | nc: 38 | ncall: 17373 | eff(%): 4.213 | loglstar: -inf < -1569.932 < inf | logz: -1581.126 +/- 0.328 | dlogz: 639.829 > 0.109
iter: 733 | bound: 5 | nc: 38 | ncall: 17411 | eff(%): 4.210 | loglstar: -inf < -1568.001 < inf | logz: -1580.045 +/- 0.332 | dlogz: 639.243 > 0.109
iter: 734 | bound: 5 | nc: 38 | ncall: 17449 | eff(%): 4.207 | loglstar: -inf < -1567.311 < inf | logz: -1579.047 +/- 0.330 | dlogz: 638.152 > 0.109
iter: 735 | bound: 5 | nc: 38 | ncall: 17487 | eff(%): 4.203 | loglstar: -inf < -1566.987 < inf | logz: -1578.358 +/- 0.326 | dlogz: 637.144 > 0.109
iter: 736 | bound: 5 | nc: 38 | ncall: 17525 | eff(%): 4.200 | loglstar: -inf < -1566.467 < inf | logz: -1577.789 +/- 0.324 | dlogz: 636.445 > 0.109
iter: 737 | bound: 5 | nc: 38 | ncall: 17563 | eff(%): 4.196 | loglstar: -inf < -1564.157 < inf | logz: -1576.406 +/- 0.335 | dlogz: 635.866 > 0.109
iter: 738 | bound: 5 | nc: 38 | ncall: 17601 | eff(%): 4.193 | loglstar: -inf < -1561.768 < inf | logz: -1574.205 +/- 0.343 | dlogz: 634.473 > 0.109
iter: 739 | bound: 5 | nc: 38 | ncall: 17639 | eff(%): 4.190 | loglstar: -inf < -1559.873 < inf | logz: -1572.235 +/- 0.342 | dlogz: 632.262 > 0.109
iter: 740 | bound: 5 | nc: 38 | ncall: 17677 | eff(%): 4.186 | loglstar: -inf < -1556.721 < inf | logz: -1569.288 +/- 0.348 | dlogz: 630.282 > 0.109
iter: 741 | bound: 5 | nc: 38 | ncall: 17715 | eff(%): 4.183 | loglstar: -inf < -1556.654 < inf | logz: -1568.236 +/- 0.336 | dlogz: 627.325 > 0.109
iter: 742 | bound: 5 | nc: 38 | ncall: 17753 | eff(%): 4.180 | loglstar: -inf < -1556.500 < inf | logz: -1567.693 +/- 0.330 | dlogz: 626.264 > 0.109
iter: 743 | bound: 5 | nc: 38 | ncall: 17791 | eff(%): 4.176 | loglstar: -inf < -1555.781 < inf | logz: -1567.173 +/- 0.326 | dlogz: 625.711 > 0.109
iter: 744 | bound: 5 | nc: 38 | ncall: 17829 | eff(%): 4.173 | loglstar: -inf < -1554.176 < inf | logz: -1566.213 +/- 0.330 | dlogz: 625.181 > 0.109
iter: 745 | bound: 5 | nc: 38 | ncall: 17867 | eff(%): 4.170 | loglstar: -inf < -1552.931 < inf | logz: -1565.026 +/- 0.333 | dlogz: 624.211 > 0.109
iter: 746 | bound: 5 | nc: 38 | ncall: 17905 | eff(%): 4.166 | loglstar: -inf < -1550.981 < inf | logz: -1563.361 +/- 0.340 | dlogz: 623.014 > 0.109
iter: 747 | bound: 5 | nc: 38 | ncall: 17943 | eff(%): 4.163 | loglstar: -inf < -1550.717 < inf | logz: -1562.398 +/- 0.333 | dlogz: 621.338 > 0.109
iter: 748 | bound: 5 | nc: 38 | ncall: 17981 | eff(%): 4.160 | loglstar: -inf < -1549.572 < inf | logz: -1561.509 +/- 0.332 | dlogz: 620.366 > 0.109
iter: 749 | bound: 5 | nc: 38 | ncall: 18019 | eff(%): 4.157 | loglstar: -inf < -1549.114 < inf | logz: -1560.747 +/- 0.329 | dlogz: 619.467 > 0.109
iter: 750 | bound: 5 | nc: 38 | ncall: 18057 | eff(%): 4.154 | loglstar: -inf < -1548.640 < inf | logz: -1560.136 +/- 0.327 | dlogz: 618.695 > 0.109
iter: 751 | bound: 5 | nc: 38 | ncall: 18095 | eff(%): 4.150 | loglstar: -inf < -1546.826 < inf | logz: -1559.040 +/- 0.333 | dlogz: 618.074 > 0.109
iter: 752 | bound: 5 | nc: 38 | ncall: 18133 | eff(%): 4.147 | loglstar: -inf < -1544.892 < inf | logz: -1557.338 +/- 0.340 | dlogz: 616.968 > 0.109
iter: 753 | bound: 5 | nc: 38 | ncall: 18171 | eff(%): 4.144 | loglstar: -inf < -1542.408 < inf | logz: -1555.016 +/- 0.346 | dlogz: 615.256 > 0.109
iter: 754 | bound: 5 | nc: 38 | ncall: 18209 | eff(%): 4.141 | loglstar: -inf < -1541.817 < inf | logz: -1553.818 +/- 0.338 | dlogz: 612.924 > 0.109
iter: 755 | bound: 5 | nc: 38 | ncall: 18247 | eff(%): 4.138 | loglstar: -inf < -1541.396 < inf | logz: -1553.066 +/- 0.332 | dlogz: 611.717 > 0.109
iter: 756 | bound: 5 | nc: 38 | ncall: 18285 | eff(%): 4.135 | loglstar: -inf < -1538.011 < inf | logz: -1550.700 +/- 0.348 | dlogz: 610.954 > 0.109
iter: 757 | bound: 5 | nc: 38 | ncall: 18323 | eff(%): 4.131 | loglstar: -inf < -1536.210 < inf | logz: -1548.737 +/- 0.345 | dlogz: 608.578 > 0.109
iter: 758 | bound: 5 | nc: 38 | ncall: 18361 | eff(%): 4.128 | loglstar: -inf < -1536.117 < inf | logz: -1547.808 +/- 0.336 | dlogz: 606.605 > 0.109
iter: 759 | bound: 5 | nc: 38 | ncall: 18399 | eff(%): 4.125 | loglstar: -inf < -1533.499 < inf | logz: -1546.084 +/- 0.344 | dlogz: 605.667 > 0.109
iter: 760 | bound: 5 | nc: 38 | ncall: 18437 | eff(%): 4.122 | loglstar: -inf < -1531.821 < inf | logz: -1544.323 +/- 0.343 | dlogz: 603.932 > 0.109
iter: 761 | bound: 5 | nc: 38 | ncall: 18475 | eff(%): 4.119 | loglstar: -inf < -1529.430 < inf | logz: -1542.099 +/- 0.347 | dlogz: 602.161 > 0.109
iter: 762 | bound: 5 | nc: 38 | ncall: 18513 | eff(%): 4.116 | loglstar: -inf < -1529.195 < inf | logz: -1541.058 +/- 0.338 | dlogz: 599.927 > 0.109
iter: 763 | bound: 5 | nc: 38 | ncall: 18551 | eff(%): 4.113 | loglstar: -inf < -1525.925 < inf | logz: -1538.681 +/- 0.349 | dlogz: 598.877 > 0.109
iter: 764 | bound: 5 | nc: 38 | ncall: 18589 | eff(%): 4.110 | loglstar: -inf < -1525.129 < inf | logz: -1537.351 +/- 0.340 | dlogz: 596.490 > 0.109
iter: 765 | bound: 5 | nc: 38 | ncall: 18627 | eff(%): 4.107 | loglstar: -inf < -1524.689 < inf | logz: -1536.526 +/- 0.335 | dlogz: 595.149 > 0.109
iter: 766 | bound: 5 | nc: 38 | ncall: 18665 | eff(%): 4.104 | loglstar: -inf < -1524.576 < inf | logz: -1535.986 +/- 0.330 | dlogz: 594.315 > 0.109
iter: 767 | bound: 5 | nc: 38 | ncall: 18703 | eff(%): 4.101 | loglstar: -inf < -1524.497 < inf | logz: -1535.611 +/- 0.327 | dlogz: 593.764 > 0.109
iter: 768 | bound: 5 | nc: 38 | ncall: 18741 | eff(%): 4.098 | loglstar: -inf < -1523.805 < inf | logz: -1535.217 +/- 0.325 | dlogz: 593.380 > 0.109
iter: 769 | bound: 5 | nc: 38 | ncall: 18779 | eff(%): 4.095 | loglstar: -inf < -1523.066 < inf | logz: -1534.708 +/- 0.324 | dlogz: 592.976 > 0.109
iter: 770 | bound: 5 | nc: 38 | ncall: 18817 | eff(%): 4.092 | loglstar: -inf < -1522.239 < inf | logz: -1534.077 +/- 0.326 | dlogz: 592.457 > 0.109
iter: 771 | bound: 5 | nc: 38 | ncall: 18855 | eff(%): 4.089 | loglstar: -inf < -1522.124 < inf | logz: -1533.556 +/- 0.325 | dlogz: 591.816 > 0.109
iter: 772 | bound: 5 | nc: 38 | ncall: 18893 | eff(%): 4.086 | loglstar: -inf < -1522.084 < inf | logz: -1533.196 +/- 0.323 | dlogz: 591.285 > 0.109
iter: 773 | bound: 5 | nc: 38 | ncall: 18931 | eff(%): 4.083 | loglstar: -inf < -1521.978 < inf | logz: -1532.916 +/- 0.321 | dlogz: 590.915 > 0.109
iter: 774 | bound: 5 | nc: 38 | ncall: 18969 | eff(%): 4.080 | loglstar: -inf < -1514.904 < inf | logz: -1527.897 +/- 0.358 | dlogz: 590.625 > 0.109
iter: 775 | bound: 5 | nc: 38 | ncall: 19007 | eff(%): 4.077 | loglstar: -inf < -1514.570 < inf | logz: -1526.687 +/- 0.343 | dlogz: 585.596 > 0.109
iter: 776 | bound: 5 | nc: 38 | ncall: 19045 | eff(%): 4.075 | loglstar: -inf < -1510.697 < inf | logz: -1523.648 +/- 0.354 | dlogz: 584.376 > 0.109
iter: 777 | bound: 5 | nc: 38 | ncall: 19083 | eff(%): 4.072 | loglstar: -inf < -1509.977 < inf | logz: -1522.308 +/- 0.343 | dlogz: 581.328 > 0.109
iter: 778 | bound: 5 | nc: 38 | ncall: 19121 | eff(%): 4.069 | loglstar: -inf < -1507.679 < inf | logz: -1520.454 +/- 0.347 | dlogz: 579.977 > 0.109
iter: 779 | bound: 5 | nc: 38 | ncall: 19159 | eff(%): 4.066 | loglstar: -inf < -1505.040 < inf | logz: -1517.938 +/- 0.351 | dlogz: 578.113 > 0.109
iter: 780 | bound: 5 | nc: 38 | ncall: 19197 | eff(%): 4.063 | loglstar: -inf < -1504.637 < inf | logz: -1516.799 +/- 0.342 | dlogz: 575.587 > 0.109
iter: 781 | bound: 5 | nc: 38 | ncall: 19235 | eff(%): 4.060 | loglstar: -inf < -1501.620 < inf | logz: -1514.533 +/- 0.351 | dlogz: 574.439 > 0.109
iter: 782 | bound: 5 | nc: 38 | ncall: 19273 | eff(%): 4.057 | loglstar: -inf < -1500.600 < inf | logz: -1513.100 +/- 0.344 | dlogz: 572.162 > 0.109
iter: 783 | bound: 5 | nc: 38 | ncall: 19311 | eff(%): 4.055 | loglstar: -inf < -1498.357 < inf | logz: -1511.187 +/- 0.348 | dlogz: 570.719 > 0.109
iter: 784 | bound: 5 | nc: 38 | ncall: 19349 | eff(%): 4.052 | loglstar: -inf < -1498.212 < inf | logz: -1510.214 +/- 0.340 | dlogz: 568.796 > 0.109
iter: 785 | bound: 5 | nc: 38 | ncall: 19387 | eff(%): 4.049 | loglstar: -inf < -1493.772 < inf | logz: -1506.836 +/- 0.357 | dlogz: 567.814 > 0.109
iter: 786 | bound: 5 | nc: 38 | ncall: 19425 | eff(%): 4.046 | loglstar: -inf < -1491.749 < inf | logz: -1504.629 +/- 0.351 | dlogz: 564.426 > 0.109
iter: 787 | bound: 5 | nc: 38 | ncall: 19463 | eff(%): 4.044 | loglstar: -inf < -1484.905 < inf | logz: -1498.033 +/- 0.360 | dlogz: 562.208 > 0.109
iter: 788 | bound: 5 | nc: 38 | ncall: 19501 | eff(%): 4.041 | loglstar: -inf < -1483.914 < inf | logz: -1496.496 +/- 0.347 | dlogz: 555.603 > 0.109
iter: 789 | bound: 5 | nc: 38 | ncall: 19539 | eff(%): 4.038 | loglstar: -inf < -1473.021 < inf | logz: -1486.171 +/- 0.361 | dlogz: 554.056 > 0.109
iter: 790 | bound: 5 | nc: 38 | ncall: 19577 | eff(%): 4.035 | loglstar: -inf < -1472.433 < inf | logz: -1484.843 +/- 0.346 | dlogz: 543.721 > 0.109
iter: 791 | bound: 5 | nc: 38 | ncall: 19615 | eff(%): 4.033 | loglstar: -inf < -1469.384 < inf | logz: -1482.416 +/- 0.353 | dlogz: 542.383 > 0.109
iter: 792 | bound: 5 | nc: 38 | ncall: 19653 | eff(%): 4.030 | loglstar: -inf < -1467.886 < inf | logz: -1480.672 +/- 0.348 | dlogz: 539.946 > 0.109
iter: 793 | bound: 5 | nc: 38 | ncall: 19691 | eff(%): 4.027 | loglstar: -inf < -1466.048 < inf | logz: -1478.903 +/- 0.348 | dlogz: 538.192 > 0.109
iter: 794 | bound: 5 | nc: 38 | ncall: 19729 | eff(%): 4.025 | loglstar: -inf < -1465.893 < inf | logz: -1477.973 +/- 0.341 | dlogz: 536.413 > 0.109
iter: 795 | bound: 5 | nc: 38 | ncall: 19767 | eff(%): 4.022 | loglstar: -inf < -1465.268 < inf | logz: -1477.317 +/- 0.336 | dlogz: 535.473 > 0.109
iter: 796 | bound: 5 | nc: 38 | ncall: 19805 | eff(%): 4.019 | loglstar: -inf < -1461.426 < inf | logz: -1474.559 +/- 0.356 | dlogz: 534.807 > 0.109
iter: 797 | bound: 5 | nc: 38 | ncall: 19843 | eff(%): 4.017 | loglstar: -inf < -1461.308 < inf | logz: -1473.484 +/- 0.344 | dlogz: 532.039 > 0.109
iter: 798 | bound: 5 | nc: 38 | ncall: 19881 | eff(%): 4.014 | loglstar: -inf < -1458.452 < inf | logz: -1471.490 +/- 0.352 | dlogz: 530.954 > 0.109
iter: 799 | bound: 5 | nc: 38 | ncall: 19919 | eff(%): 4.011 | loglstar: -inf < -1458.398 < inf | logz: -1470.510 +/- 0.343 | dlogz: 528.950 > 0.109
iter: 800 | bound: 5 | nc: 38 | ncall: 19957 | eff(%): 4.009 | loglstar: -inf < -1457.054 < inf | logz: -1469.580 +/- 0.341 | dlogz: 527.961 > 0.109
iter: 801 | bound: 5 | nc: 38 | ncall: 19995 | eff(%): 4.006 | loglstar: -inf < -1454.704 < inf | logz: -1467.714 +/- 0.350 | dlogz: 527.021 > 0.109
iter: 802 | bound: 5 | nc: 38 | ncall: 20033 | eff(%): 4.003 | loglstar: -inf < -1453.658 < inf | logz: -1466.343 +/- 0.345 | dlogz: 802.577 > 0.109
iter: 803 | bound: 5 | nc: 38 | ncall: 20071 | eff(%): 4.001 | loglstar: -inf < -1453.449 < inf | logz: -1465.546 +/- 0.340 | dlogz: 801.196 > 0.109
iter: 804 | bound: 5 | nc: 38 | ncall: 20109 | eff(%): 3.998 | loglstar: -inf < -1453.210 < inf | logz: -1465.026 +/- 0.335 | dlogz: 800.388 > 0.109
iter: 805 | bound: 5 | nc: 38 | ncall: 20147 | eff(%): 3.996 | loglstar: -inf < -1452.588 < inf | logz: -1464.529 +/- 0.333 | dlogz: 799.859 > 0.109
iter: 806 | bound: 5 | nc: 38 | ncall: 20185 | eff(%): 3.993 | loglstar: -inf < -1451.243 < inf | logz: -1463.732 +/- 0.336 | dlogz: 799.352 > 0.109
iter: 807 | bound: 5 | nc: 38 | ncall: 20223 | eff(%): 3.991 | loglstar: -inf < -1451.009 < inf | logz: -1463.050 +/- 0.335 | dlogz: 798.545 > 0.109
iter: 808 | bound: 5 | nc: 38 | ncall: 20261 | eff(%): 3.988 | loglstar: -inf < -1447.372 < inf | logz: -1460.596 +/- 0.356 | dlogz: 797.853 > 0.109
iter: 809 | bound: 5 | nc: 38 | ncall: 20299 | eff(%): 3.985 | loglstar: -inf < -1447.200 < inf | logz: -1459.521 +/- 0.345 | dlogz: 795.389 > 0.109
iter: 810 | bound: 5 | nc: 38 | ncall: 20337 | eff(%): 3.983 | loglstar: -inf < -1446.871 < inf | logz: -1458.908 +/- 0.340 | dlogz: 794.304 > 0.109
iter: 811 | bound: 5 | nc: 38 | ncall: 20375 | eff(%): 3.980 | loglstar: -inf < -1443.935 < inf | logz: -1457.077 +/- 0.352 | dlogz: 793.681 > 0.109
iter: 812 | bound: 5 | nc: 38 | ncall: 20413 | eff(%): 3.978 | loglstar: -inf < -1441.971 < inf | logz: -1455.074 +/- 0.352 | dlogz: 791.841 > 0.109
iter: 813 | bound: 5 | nc: 38 | ncall: 20451 | eff(%): 3.975 | loglstar: -inf < -1440.610 < inf | logz: -1453.530 +/- 0.349 | dlogz: 789.827 > 0.109
iter: 814 | bound: 5 | nc: 38 | ncall: 20489 | eff(%): 3.973 | loglstar: -inf < -1439.946 < inf | logz: -1452.492 +/- 0.344 | dlogz: 788.273 > 0.109
iter: 815 | bound: 5 | nc: 38 | ncall: 20527 | eff(%): 3.970 | loglstar: -inf < -1438.860 < inf | logz: -1451.509 +/- 0.342 | dlogz: 787.226 > 0.109
iter: 816 | bound: 5 | nc: 38 | ncall: 20565 | eff(%): 3.968 | loglstar: -inf < -1434.723 < inf | logz: -1448.093 +/- 0.361 | dlogz: 786.233 > 0.109
iter: 817 | bound: 5 | nc: 38 | ncall: 20603 | eff(%): 3.965 | loglstar: -inf < -1430.988 < inf | logz: -1444.369 +/- 0.362 | dlogz: 782.806 > 0.109
iter: 818 | bound: 5 | nc: 38 | ncall: 20641 | eff(%): 3.963 | loglstar: -inf < -1429.876 < inf | logz: -1442.797 +/- 0.351 | dlogz: 779.072 > 0.109
iter: 819 | bound: 5 | nc: 38 | ncall: 20679 | eff(%): 3.961 | loglstar: -inf < -1426.494 < inf | logz: -1439.855 +/- 0.360 | dlogz: 777.491 > 0.109
iter: 820 | bound: 5 | nc: 38 | ncall: 20717 | eff(%): 3.958 | loglstar: -inf < -1425.392 < inf | logz: -1438.321 +/- 0.351 | dlogz: 774.539 > 0.109
iter: 821 | bound: 5 | nc: 38 | ncall: 20755 | eff(%): 3.956 | loglstar: -inf < -1424.018 < inf | logz: -1436.963 +/- 0.348 | dlogz: 772.994 > 0.109
iter: 822 | bound: 5 | nc: 38 | ncall: 20793 | eff(%): 3.953 | loglstar: -inf < -1420.604 < inf | logz: -1433.997 +/- 0.360 | dlogz: 771.627 > 0.109
iter: 823 | bound: 5 | nc: 38 | ncall: 20831 | eff(%): 3.951 | loglstar: -inf < -1419.846 < inf | logz: -1432.649 +/- 0.350 | dlogz: 768.651 > 0.109
iter: 824 | bound: 5 | nc: 38 | ncall: 20869 | eff(%): 3.948 | loglstar: -inf < -1418.402 < inf | logz: -1431.364 +/- 0.348 | dlogz: 767.293 > 0.109
iter: 825 | bound: 5 | nc: 38 | ncall: 20907 | eff(%): 3.946 | loglstar: -inf < -1418.053 < inf | logz: -1430.488 +/- 0.343 | dlogz: 765.998 > 0.109
iter: 826 | bound: 5 | nc: 38 | ncall: 20945 | eff(%): 3.944 | loglstar: -inf < -1417.264 < inf | logz: -1429.754 +/- 0.341 | dlogz: 765.112 > 0.109
iter: 827 | bound: 5 | nc: 38 | ncall: 20983 | eff(%): 3.941 | loglstar: -inf < -1415.865 < inf | logz: -1428.729 +/- 0.343 | dlogz: 764.368 > 0.109
iter: 828 | bound: 5 | nc: 38 | ncall: 21021 | eff(%): 3.939 | loglstar: -inf < -1413.758 < inf | logz: -1426.988 +/- 0.352 | dlogz: 763.333 > 0.109
iter: 829 | bound: 5 | nc: 38 | ncall: 21059 | eff(%): 3.937 | loglstar: -inf < -1412.212 < inf | logz: -1425.350 +/- 0.351 | dlogz: 761.582 > 0.109
iter: 830 | bound: 6 | nc: 38 | ncall: 21097 | eff(%): 3.934 | loglstar: -inf < -1411.917 < inf | logz: -1424.418 +/- 0.345 | dlogz: 759.935 > 0.109
iter: 831 | bound: 6 | nc: 38 | ncall: 21135 | eff(%): 3.932 | loglstar: -inf < -1409.779 < inf | logz: -1422.968 +/- 0.351 | dlogz: 758.992 > 0.109
iter: 832 | bound: 6 | nc: 38 | ncall: 21173 | eff(%): 3.930 | loglstar: -inf < -1407.302 < inf | logz: -1420.691 +/- 0.357 | dlogz: 757.533 > 0.109
iter: 833 | bound: 6 | nc: 38 | ncall: 21211 | eff(%): 3.927 | loglstar: -inf < -1403.956 < inf | logz: -1417.468 +/- 0.362 | dlogz: 755.245 > 0.109
iter: 834 | bound: 6 | nc: 38 | ncall: 21249 | eff(%): 3.925 | loglstar: -inf < -1402.111 < inf | logz: -1415.423 +/- 0.356 | dlogz: 752.013 > 0.109
iter: 835 | bound: 6 | nc: 38 | ncall: 21287 | eff(%): 3.923 | loglstar: -inf < -1401.813 < inf | logz: -1414.413 +/- 0.348 | dlogz: 749.958 > 0.109
iter: 836 | bound: 6 | nc: 38 | ncall: 21325 | eff(%): 3.920 | loglstar: -inf < -1399.248 < inf | logz: -1412.611 +/- 0.355 | dlogz: 748.937 > 0.109
iter: 837 | bound: 6 | nc: 38 | ncall: 21363 | eff(%): 3.918 | loglstar: -inf < -1394.427 < inf | logz: -1408.036 +/- 0.366 | dlogz: 747.126 > 0.109
iter: 838 | bound: 6 | nc: 38 | ncall: 21401 | eff(%): 3.916 | loglstar: -inf < -1393.677 < inf | logz: -1406.642 +/- 0.353 | dlogz: 742.541 > 0.109
iter: 839 | bound: 6 | nc: 38 | ncall: 21439 | eff(%): 3.913 | loglstar: -inf < -1392.683 < inf | logz: -1405.587 +/- 0.348 | dlogz: 741.137 > 0.109
iter: 840 | bound: 6 | nc: 38 | ncall: 21477 | eff(%): 3.911 | loglstar: -inf < -1391.954 < inf | logz: -1404.693 +/- 0.345 | dlogz: 740.072 > 0.109
iter: 841 | bound: 6 | nc: 38 | ncall: 21515 | eff(%): 3.909 | loglstar: -inf < -1389.505 < inf | logz: -1402.906 +/- 0.355 | dlogz: 739.167 > 0.109
iter: 842 | bound: 6 | nc: 38 | ncall: 21553 | eff(%): 3.907 | loglstar: -inf < -1389.470 < inf | logz: -1401.972 +/- 0.348 | dlogz: 737.371 > 0.109
iter: 843 | bound: 6 | nc: 38 | ncall: 21591 | eff(%): 3.904 | loglstar: -inf < -1387.797 < inf | logz: -1400.896 +/- 0.348 | dlogz: 736.427 > 0.109
iter: 844 | bound: 6 | nc: 38 | ncall: 21629 | eff(%): 3.902 | loglstar: -inf < -1386.104 < inf | logz: -1399.383 +/- 0.352 | dlogz: 735.341 > 0.109
iter: 845 | bound: 6 | nc: 38 | ncall: 21667 | eff(%): 3.900 | loglstar: -inf < -1383.155 < inf | logz: -1396.738 +/- 0.361 | dlogz: 733.818 > 0.109
iter: 846 | bound: 6 | nc: 38 | ncall: 21705 | eff(%): 3.898 | loglstar: -inf < -1382.983 < inf | logz: -1395.669 +/- 0.351 | dlogz: 731.163 > 0.109
iter: 847 | bound: 6 | nc: 38 | ncall: 21743 | eff(%): 3.896 | loglstar: -inf < -1381.580 < inf | logz: -1394.643 +/- 0.349 | dlogz: 730.084 > 0.109
iter: 848 | bound: 6 | nc: 38 | ncall: 21781 | eff(%): 3.893 | loglstar: -inf < -1380.320 < inf | logz: -1393.447 +/- 0.349 | dlogz: 729.048 > 0.109
iter: 849 | bound: 6 | nc: 38 | ncall: 21819 | eff(%): 3.891 | loglstar: -inf < -1380.026 < inf | logz: -1392.632 +/- 0.345 | dlogz: 727.842 > 0.109
iter: 850 | bound: 6 | nc: 38 | ncall: 21857 | eff(%): 3.889 | loglstar: -inf < -1375.330 < inf | logz: -1389.049 +/- 0.366 | dlogz: 727.017 > 0.109
iter: 851 | bound: 6 | nc: 38 | ncall: 21895 | eff(%): 3.887 | loglstar: -inf < -1372.567 < inf | logz: -1386.212 +/- 0.363 | dlogz: 723.425 > 0.109
iter: 852 | bound: 6 | nc: 38 | ncall: 21933 | eff(%): 3.885 | loglstar: -inf < -1372.274 < inf | logz: -1385.096 +/- 0.352 | dlogz: 720.577 > 0.109
iter: 853 | bound: 6 | nc: 38 | ncall: 21971 | eff(%): 3.882 | loglstar: -inf < -1371.901 < inf | logz: -1384.437 +/- 0.346 | dlogz: 719.452 > 0.109
iter: 854 | bound: 6 | nc: 38 | ncall: 22009 | eff(%): 3.880 | loglstar: -inf < -1370.273 < inf | logz: -1383.433 +/- 0.348 | dlogz: 718.782 > 0.109
iter: 855 | bound: 6 | nc: 38 | ncall: 22047 | eff(%): 3.878 | loglstar: -inf < -1369.193 < inf | logz: -1382.313 +/- 0.349 | dlogz: 717.769 > 0.109
iter: 856 | bound: 6 | nc: 38 | ncall: 22085 | eff(%): 3.876 | loglstar: -inf < -1369.020 < inf | logz: -1381.575 +/- 0.345 | dlogz: 716.638 > 0.109
iter: 857 | bound: 6 | nc: 38 | ncall: 22123 | eff(%): 3.874 | loglstar: -inf < -1365.429 < inf | logz: -1379.137 +/- 0.362 | dlogz: 715.891 > 0.109
iter: 858 | bound: 6 | nc: 38 | ncall: 22161 | eff(%): 3.872 | loglstar: -inf < -1365.380 < inf | logz: -1378.107 +/- 0.352 | dlogz: 713.443 > 0.109
iter: 859 | bound: 6 | nc: 38 | ncall: 22199 | eff(%): 3.870 | loglstar: -inf < -1363.739 < inf | logz: -1377.005 +/- 0.351 | dlogz: 712.402 > 0.109
iter: 860 | bound: 6 | nc: 38 | ncall: 22237 | eff(%): 3.867 | loglstar: -inf < -1360.808 < inf | logz: -1374.525 +/- 0.363 | dlogz: 711.290 > 0.109
iter: 861 | bound: 6 | nc: 38 | ncall: 22275 | eff(%): 3.865 | loglstar: -inf < -1359.329 < inf | logz: -1372.795 +/- 0.357 | dlogz: 708.801 > 0.109
iter: 862 | bound: 6 | nc: 38 | ncall: 22313 | eff(%): 3.863 | loglstar: -inf < -1358.410 < inf | logz: -1371.593 +/- 0.353 | dlogz: 707.061 > 0.109
iter: 863 | bound: 6 | nc: 38 | ncall: 22351 | eff(%): 3.861 | loglstar: -inf < -1357.302 < inf | logz: -1370.497 +/- 0.351 | dlogz: 705.849 > 0.109
iter: 864 | bound: 6 | nc: 38 | ncall: 22389 | eff(%): 3.859 | loglstar: -inf < -1357.240 < inf | logz: -1369.792 +/- 0.346 | dlogz: 704.743 > 0.109
iter: 865 | bound: 6 | nc: 38 | ncall: 22427 | eff(%): 3.857 | loglstar: -inf < -1356.308 < inf | logz: -1369.143 +/- 0.345 | dlogz: 704.028 > 0.109
iter: 866 | bound: 6 | nc: 38 | ncall: 22465 | eff(%): 3.855 | loglstar: -inf < -1355.345 < inf | logz: -1368.342 +/- 0.345 | dlogz: 703.369 > 0.109
iter: 867 | bound: 6 | nc: 38 | ncall: 22503 | eff(%): 3.853 | loglstar: -inf < -1352.618 < inf | logz: -1366.336 +/- 0.360 | dlogz: 702.558 > 0.109
iter: 868 | bound: 6 | nc: 38 | ncall: 22541 | eff(%): 3.851 | loglstar: -inf < -1352.273 < inf | logz: -1365.258 +/- 0.353 | dlogz: 700.542 > 0.109
iter: 869 | bound: 6 | nc: 38 | ncall: 22579 | eff(%): 3.849 | loglstar: -inf < -1351.304 < inf | logz: -1364.386 +/- 0.350 | dlogz: 699.454 > 0.109
iter: 870 | bound: 6 | nc: 38 | ncall: 22617 | eff(%): 3.847 | loglstar: -inf < -1351.138 < inf | logz: -1363.739 +/- 0.346 | dlogz: 698.573 > 0.109
iter: 871 | bound: 6 | nc: 38 | ncall: 22655 | eff(%): 3.845 | loglstar: -inf < -1350.176 < inf | logz: -1363.085 +/- 0.345 | dlogz: 697.915 > 0.109
iter: 872 | bound: 6 | nc: 38 | ncall: 22693 | eff(%): 3.843 | loglstar: -inf < -1349.450 < inf | logz: -1362.364 +/- 0.345 | dlogz: 697.251 > 0.109
iter: 873 | bound: 6 | nc: 38 | ncall: 22731 | eff(%): 3.841 | loglstar: -inf < -1347.169 < inf | logz: -1360.818 +/- 0.356 | dlogz: 696.521 > 0.109
iter: 874 | bound: 6 | nc: 38 | ncall: 22769 | eff(%): 3.839 | loglstar: -inf < -1346.797 < inf | logz: -1359.813 +/- 0.351 | dlogz: 694.964 > 0.109
iter: 875 | bound: 6 | nc: 38 | ncall: 22807 | eff(%): 3.837 | loglstar: -inf < -1346.288 < inf | logz: -1359.125 +/- 0.348 | dlogz: 693.949 > 0.109
iter: 876 | bound: 6 | nc: 38 | ncall: 22845 | eff(%): 3.835 | loglstar: -inf < -1346.022 < inf | logz: -1358.589 +/- 0.345 | dlogz: 693.251 > 0.109
iter: 877 | bound: 6 | nc: 38 | ncall: 22883 | eff(%): 3.833 | loglstar: -inf < -1343.700 < inf | logz: -1357.307 +/- 0.354 | dlogz: 692.705 > 0.109
iter: 878 | bound: 6 | nc: 38 | ncall: 22921 | eff(%): 3.831 | loglstar: -inf < -1343.125 < inf | logz: -1356.274 +/- 0.351 | dlogz: 691.413 > 0.109
iter: 879 | bound: 6 | nc: 38 | ncall: 22959 | eff(%): 3.829 | loglstar: -inf < -1340.777 < inf | logz: -1354.537 +/- 0.360 | dlogz: 690.371 > 0.109
iter: 880 | bound: 6 | nc: 38 | ncall: 22997 | eff(%): 3.827 | loglstar: -inf < -1340.641 < inf | logz: -1353.583 +/- 0.353 | dlogz: 688.624 > 0.109
iter: 881 | bound: 6 | nc: 38 | ncall: 23035 | eff(%): 3.825 | loglstar: -inf < -1339.310 < inf | logz: -1352.644 +/- 0.352 | dlogz: 687.659 > 0.109
iter: 882 | bound: 6 | nc: 38 | ncall: 23073 | eff(%): 3.823 | loglstar: -inf < -1338.064 < inf | logz: -1351.502 +/- 0.353 | dlogz: 686.711 > 0.109
iter: 883 | bound: 6 | nc: 38 | ncall: 23111 | eff(%): 3.821 | loglstar: -inf < -1335.628 < inf | logz: -1349.487 +/- 0.362 | dlogz: 685.559 > 0.109
iter: 884 | bound: 6 | nc: 38 | ncall: 23149 | eff(%): 3.819 | loglstar: -inf < -1335.593 < inf | logz: -1348.529 +/- 0.354 | dlogz: 683.534 > 0.109
iter: 885 | bound: 6 | nc: 38 | ncall: 23187 | eff(%): 3.817 | loglstar: -inf < -1335.271 < inf | logz: -1347.975 +/- 0.349 | dlogz: 682.566 > 0.109
iter: 886 | bound: 6 | nc: 38 | ncall: 23225 | eff(%): 3.815 | loglstar: -inf < -1334.357 < inf | logz: -1347.359 +/- 0.347 | dlogz: 682.002 > 0.109
iter: 887 | bound: 6 | nc: 38 | ncall: 23263 | eff(%): 3.813 | loglstar: -inf < -1332.461 < inf | logz: -1346.109 +/- 0.354 | dlogz: 681.376 > 0.109
iter: 888 | bound: 6 | nc: 38 | ncall: 23301 | eff(%): 3.811 | loglstar: -inf < -1331.807 < inf | logz: -1345.081 +/- 0.353 | dlogz: 680.116 > 0.109
iter: 889 | bound: 6 | nc: 38 | ncall: 23339 | eff(%): 3.809 | loglstar: -inf < -1330.489 < inf | logz: -1343.988 +/- 0.354 | dlogz: 679.078 > 0.109
iter: 890 | bound: 6 | nc: 38 | ncall: 23377 | eff(%): 3.807 | loglstar: -inf < -1330.253 < inf | logz: -1343.210 +/- 0.350 | dlogz: 677.975 > 0.109
iter: 891 | bound: 6 | nc: 38 | ncall: 23415 | eff(%): 3.805 | loglstar: -inf < -1329.943 < inf | logz: -1342.676 +/- 0.347 | dlogz: 677.188 > 0.109
iter: 892 | bound: 6 | nc: 38 | ncall: 23453 | eff(%): 3.803 | loglstar: -inf < -1329.698 < inf | logz: -1342.245 +/- 0.344 | dlogz: 676.643 > 0.109
iter: 893 | bound: 6 | nc: 38 | ncall: 23491 | eff(%): 3.801 | loglstar: -inf < -1328.859 < inf | logz: -1341.748 +/- 0.344 | dlogz: 676.203 > 0.109
iter: 894 | bound: 6 | nc: 38 | ncall: 23529 | eff(%): 3.800 | loglstar: -inf < -1327.319 < inf | logz: -1340.818 +/- 0.350 | dlogz: 675.695 > 0.109
iter: 895 | bound: 6 | nc: 38 | ncall: 23567 | eff(%): 3.798 | loglstar: -inf < -1326.273 < inf | logz: -1339.754 +/- 0.352 | dlogz: 674.755 > 0.109
iter: 896 | bound: 6 | nc: 38 | ncall: 23605 | eff(%): 3.796 | loglstar: -inf < -1325.129 < inf | logz: -1338.659 +/- 0.354 | dlogz: 673.681 > 0.109
iter: 897 | bound: 6 | nc: 38 | ncall: 23643 | eff(%): 3.794 | loglstar: -inf < -1324.327 < inf | logz: -1337.699 +/- 0.353 | dlogz: 672.577 > 0.109
iter: 898 | bound: 6 | nc: 38 | ncall: 23681 | eff(%): 3.792 | loglstar: -inf < -1320.467 < inf | logz: -1334.633 +/- 0.371 | dlogz: 671.606 > 0.109
iter: 899 | bound: 6 | nc: 38 | ncall: 23719 | eff(%): 3.790 | loglstar: -inf < -1318.678 < inf | logz: -1332.624 +/- 0.365 | dlogz: 668.530 > 0.109
iter: 900 | bound: 6 | nc: 38 | ncall: 23757 | eff(%): 3.788 | loglstar: -inf < -1317.593 < inf | logz: -1331.261 +/- 0.360 | dlogz: 666.511 > 0.109
iter: 901 | bound: 6 | nc: 38 | ncall: 23795 | eff(%): 3.787 | loglstar: -inf < -1315.506 < inf | logz: -1329.470 +/- 0.363 | dlogz: 665.138 > 0.109
iter: 902 | bound: 6 | nc: 38 | ncall: 23833 | eff(%): 3.785 | loglstar: -inf < -1314.754 < inf | logz: -1328.280 +/- 0.358 | dlogz: 663.338 > 0.109
iter: 903 | bound: 6 | nc: 38 | ncall: 23871 | eff(%): 3.783 | loglstar: -inf < -1314.434 < inf | logz: -1327.532 +/- 0.353 | dlogz: 662.137 > 0.109
iter: 904 | bound: 6 | nc: 38 | ncall: 23909 | eff(%): 3.781 | loglstar: -inf < -1312.526 < inf | logz: -1326.326 +/- 0.357 | dlogz: 661.379 > 0.109
iter: 905 | bound: 6 | nc: 38 | ncall: 23947 | eff(%): 3.779 | loglstar: -inf < -1309.247 < inf | logz: -1323.456 +/- 0.371 | dlogz: 660.164 > 0.109
iter: 906 | bound: 6 | nc: 38 | ncall: 23985 | eff(%): 3.777 | loglstar: -inf < -1308.734 < inf | logz: -1322.231 +/- 0.360 | dlogz: 657.284 > 0.109
iter: 907 | bound: 6 | nc: 38 | ncall: 24023 | eff(%): 3.776 | loglstar: -inf < -1308.623 < inf | logz: -1321.575 +/- 0.354 | dlogz: 656.049 > 0.109
iter: 908 | bound: 6 | nc: 38 | ncall: 24061 | eff(%): 3.774 | loglstar: -inf < -1308.233 < inf | logz: -1321.092 +/- 0.350 | dlogz: 655.384 > 0.109
iter: 909 | bound: 6 | nc: 38 | ncall: 24099 | eff(%): 3.772 | loglstar: -inf < -1307.660 < inf | logz: -1320.604 +/- 0.348 | dlogz: 654.890 > 0.109
iter: 910 | bound: 6 | nc: 38 | ncall: 24137 | eff(%): 3.770 | loglstar: -inf < -1303.367 < inf | logz: -1317.653 +/- 0.372 | dlogz: 654.393 > 0.109
iter: 911 | bound: 6 | nc: 38 | ncall: 24175 | eff(%): 3.768 | loglstar: -inf < -1302.647 < inf | logz: -1316.311 +/- 0.362 | dlogz: 651.432 > 0.109
iter: 912 | bound: 6 | nc: 38 | ncall: 24213 | eff(%): 3.767 | loglstar: -inf < -1301.407 < inf | logz: -1315.151 +/- 0.359 | dlogz: 650.080 > 0.109
iter: 913 | bound: 6 | nc: 38 | ncall: 24251 | eff(%): 3.765 | loglstar: -inf < -1300.124 < inf | logz: -1313.918 +/- 0.359 | dlogz: 648.909 > 0.109
iter: 914 | bound: 6 | nc: 38 | ncall: 24289 | eff(%): 3.763 | loglstar: -inf < -1299.609 < inf | logz: -1313.015 +/- 0.356 | dlogz: 647.667 > 0.109
iter: 915 | bound: 6 | nc: 38 | ncall: 24327 | eff(%): 3.761 | loglstar: -inf < -1299.347 < inf | logz: -1312.401 +/- 0.352 | dlogz: 646.753 > 0.109
iter: 916 | bound: 6 | nc: 38 | ncall: 24365 | eff(%): 3.759 | loglstar: -inf < -1298.165 < inf | logz: -1311.662 +/- 0.352 | dlogz: 646.129 > 0.109
iter: 917 | bound: 6 | nc: 38 | ncall: 24403 | eff(%): 3.758 | loglstar: -inf < -1297.367 < inf | logz: -1310.840 +/- 0.353 | dlogz: 645.380 > 0.109
iter: 918 | bound: 6 | nc: 38 | ncall: 24441 | eff(%): 3.756 | loglstar: -inf < -1297.281 < inf | logz: -1310.252 +/- 0.350 | dlogz: 644.549 > 0.109
iter: 919 | bound: 6 | nc: 38 | ncall: 24479 | eff(%): 3.754 | loglstar: -inf < -1294.298 < inf | logz: -1308.501 +/- 0.365 | dlogz: 643.951 > 0.109
iter: 920 | bound: 6 | nc: 38 | ncall: 24517 | eff(%): 3.752 | loglstar: -inf < -1288.389 < inf | logz: -1302.837 +/- 0.378 | dlogz: 642.190 > 0.109
iter: 921 | bound: 6 | nc: 38 | ncall: 24555 | eff(%): 3.751 | loglstar: -inf < -1288.274 < inf | logz: -1301.709 +/- 0.364 | dlogz: 636.515 > 0.109
iter: 922 | bound: 6 | nc: 38 | ncall: 24593 | eff(%): 3.749 | loglstar: -inf < -1287.719 < inf | logz: -1301.031 +/- 0.357 | dlogz: 635.378 > 0.109
iter: 923 | bound: 6 | nc: 38 | ncall: 24631 | eff(%): 3.747 | loglstar: -inf < -1284.366 < inf | logz: -1298.711 +/- 0.371 | dlogz: 634.690 > 0.109
iter: 924 | bound: 6 | nc: 38 | ncall: 24669 | eff(%): 3.746 | loglstar: -inf < -1283.044 < inf | logz: -1297.083 +/- 0.365 | dlogz: 632.360 > 0.109
iter: 925 | bound: 6 | nc: 38 | ncall: 24707 | eff(%): 3.744 | loglstar: -inf < -1281.728 < inf | logz: -1295.704 +/- 0.363 | dlogz: 630.722 > 0.109
iter: 926 | bound: 6 | nc: 38 | ncall: 24745 | eff(%): 3.742 | loglstar: -inf < -1281.455 < inf | logz: -1294.849 +/- 0.358 | dlogz: 629.333 > 0.109
iter: 927 | bound: 6 | nc: 38 | ncall: 24783 | eff(%): 3.740 | loglstar: -inf < -1280.247 < inf | logz: -1293.971 +/- 0.357 | dlogz: 628.468 > 0.109
iter: 928 | bound: 6 | nc: 38 | ncall: 24821 | eff(%): 3.739 | loglstar: -inf < -1279.360 < inf | logz: -1293.044 +/- 0.357 | dlogz: 627.580 > 0.109
iter: 929 | bound: 6 | nc: 38 | ncall: 24859 | eff(%): 3.737 | loglstar: -inf < -1278.864 < inf | logz: -1292.293 +/- 0.355 | dlogz: 626.643 > 0.109
iter: 930 | bound: 7 | nc: 38 | ncall: 24897 | eff(%): 3.735 | loglstar: -inf < -1277.691 < inf | logz: -1291.428 +/- 0.356 | dlogz: 625.882 > 0.109
iter: 931 | bound: 7 | nc: 38 | ncall: 24935 | eff(%): 3.734 | loglstar: -inf < -1276.784 < inf | logz: -1290.503 +/- 0.356 | dlogz: 625.007 > 0.109
iter: 932 | bound: 7 | nc: 38 | ncall: 24973 | eff(%): 3.732 | loglstar: -inf < -1275.700 < inf | logz: -1289.515 +/- 0.357 | dlogz: 624.072 > 0.109
iter: 933 | bound: 7 | nc: 38 | ncall: 25011 | eff(%): 3.730 | loglstar: -inf < -1275.125 < inf | logz: -1288.687 +/- 0.356 | dlogz: 623.075 > 0.109
iter: 934 | bound: 7 | nc: 38 | ncall: 25049 | eff(%): 3.729 | loglstar: -inf < -1273.908 < inf | logz: -1287.747 +/- 0.357 | dlogz: 622.236 > 0.109
iter: 935 | bound: 7 | nc: 38 | ncall: 25087 | eff(%): 3.727 | loglstar: -inf < -1273.853 < inf | logz: -1287.075 +/- 0.355 | dlogz: 621.286 > 0.109
iter: 936 | bound: 7 | nc: 38 | ncall: 25125 | eff(%): 3.725 | loglstar: -inf < -1271.539 < inf | logz: -1285.749 +/- 0.363 | dlogz: 620.604 > 0.109
iter: 937 | bound: 7 | nc: 38 | ncall: 25163 | eff(%): 3.724 | loglstar: -inf < -1270.568 < inf | logz: -1284.522 +/- 0.362 | dlogz: 619.268 > 0.109
iter: 938 | bound: 7 | nc: 38 | ncall: 25201 | eff(%): 3.722 | loglstar: -inf < -1268.995 < inf | logz: -1283.148 +/- 0.364 | dlogz: 618.032 > 0.109
iter: 939 | bound: 7 | nc: 38 | ncall: 25239 | eff(%): 3.720 | loglstar: -inf < -1268.477 < inf | logz: -1282.176 +/- 0.360 | dlogz: 616.647 > 0.109
iter: 940 | bound: 7 | nc: 38 | ncall: 25277 | eff(%): 3.719 | loglstar: -inf < -1268.446 < inf | logz: -1281.598 +/- 0.356 | dlogz: 615.666 > 0.109
iter: 941 | bound: 7 | nc: 38 | ncall: 25315 | eff(%): 3.717 | loglstar: -inf < -1264.255 < inf | logz: -1278.837 +/- 0.376 | dlogz: 615.078 > 0.109
iter: 942 | bound: 7 | nc: 38 | ncall: 25353 | eff(%): 3.716 | loglstar: -inf < -1262.168 < inf | logz: -1276.609 +/- 0.372 | dlogz: 612.307 > 0.109
iter: 943 | bound: 7 | nc: 38 | ncall: 25391 | eff(%): 3.714 | loglstar: -inf < -1261.950 < inf | logz: -1275.593 +/- 0.363 | dlogz: 610.069 > 0.109
iter: 944 | bound: 7 | nc: 38 | ncall: 25429 | eff(%): 3.712 | loglstar: -inf < -1260.755 < inf | logz: -1274.674 +/- 0.361 | dlogz: 609.043 > 0.109
iter: 945 | bound: 7 | nc: 38 | ncall: 25467 | eff(%): 3.711 | loglstar: -inf < -1260.442 < inf | logz: -1273.941 +/- 0.358 | dlogz: 608.114 > 0.109
iter: 946 | bound: 7 | nc: 38 | ncall: 25505 | eff(%): 3.709 | loglstar: -inf < -1260.217 < inf | logz: -1273.428 +/- 0.354 | dlogz: 607.371 > 0.109
iter: 947 | bound: 7 | nc: 38 | ncall: 25543 | eff(%): 3.707 | loglstar: -inf < -1260.014 < inf | logz: -1273.029 +/- 0.352 | dlogz: 606.848 > 0.109
iter: 948 | bound: 7 | nc: 38 | ncall: 25581 | eff(%): 3.706 | loglstar: -inf < -1259.362 < inf | logz: -1272.607 +/- 0.350 | dlogz: 606.439 > 0.109
iter: 949 | bound: 7 | nc: 38 | ncall: 25619 | eff(%): 3.704 | loglstar: -inf < -1258.943 < inf | logz: -1272.160 +/- 0.350 | dlogz: 606.008 > 0.109
iter: 950 | bound: 7 | nc: 38 | ncall: 25657 | eff(%): 3.703 | loglstar: -inf < -1258.710 < inf | logz: -1271.763 +/- 0.349 | dlogz: 605.550 > 0.109
iter: 951 | bound: 7 | nc: 38 | ncall: 25695 | eff(%): 3.701 | loglstar: -inf < -1258.237 < inf | logz: -1271.376 +/- 0.348 | dlogz: 605.143 > 0.109
iter: 952 | bound: 7 | nc: 38 | ncall: 25733 | eff(%): 3.700 | loglstar: -inf < -1257.757 < inf | logz: -1270.963 +/- 0.348 | dlogz: 604.747 > 0.109
iter: 953 | bound: 7 | nc: 38 | ncall: 25771 | eff(%): 3.698 | loglstar: -inf < -1257.404 < inf | logz: -1270.557 +/- 0.348 | dlogz: 604.324 > 0.109
iter: 954 | bound: 7 | nc: 38 | ncall: 25809 | eff(%): 3.696 | loglstar: -inf < -1254.593 < inf | logz: -1269.070 +/- 0.366 | dlogz: 603.907 > 0.109
iter: 955 | bound: 7 | nc: 38 | ncall: 25847 | eff(%): 3.695 | loglstar: -inf < -1254.151 < inf | logz: -1268.024 +/- 0.362 | dlogz: 602.410 > 0.109
iter: 956 | bound: 7 | nc: 38 | ncall: 25885 | eff(%): 3.693 | loglstar: -inf < -1254.065 < inf | logz: -1267.427 +/- 0.358 | dlogz: 601.354 > 0.109
iter: 957 | bound: 7 | nc: 38 | ncall: 25923 | eff(%): 3.692 | loglstar: -inf < -1253.543 < inf | logz: -1266.942 +/- 0.355 | dlogz: 600.747 > 0.109
iter: 958 | bound: 7 | nc: 38 | ncall: 25961 | eff(%): 3.690 | loglstar: -inf < -1250.680 < inf | logz: -1265.252 +/- 0.370 | dlogz: 600.253 > 0.109
iter: 959 | bound: 7 | nc: 38 | ncall: 25999 | eff(%): 3.689 | loglstar: -inf < -1250.610 < inf | logz: -1264.303 +/- 0.364 | dlogz: 598.553 > 0.109
iter: 960 | bound: 7 | nc: 38 | ncall: 26037 | eff(%): 3.687 | loglstar: -inf < -1249.432 < inf | logz: -1263.455 +/- 0.362 | dlogz: 597.594 > 0.109
iter: 961 | bound: 7 | nc: 38 | ncall: 26075 | eff(%): 3.686 | loglstar: -inf < -1249.399 < inf | logz: -1262.824 +/- 0.358 | dlogz: 596.736 > 0.109
iter: 962 | bound: 7 | nc: 38 | ncall: 26113 | eff(%): 3.684 | loglstar: -inf < -1249.149 < inf | logz: -1262.394 +/- 0.355 | dlogz: 596.095 > 0.109
iter: 963 | bound: 7 | nc: 38 | ncall: 26151 | eff(%): 3.682 | loglstar: -inf < -1248.812 < inf | logz: -1262.010 +/- 0.353 | dlogz: 595.655 > 0.109
iter: 964 | bound: 7 | nc: 38 | ncall: 26189 | eff(%): 3.681 | loglstar: -inf < -1247.310 < inf | logz: -1261.312 +/- 0.356 | dlogz: 595.261 > 0.109
iter: 965 | bound: 7 | nc: 38 | ncall: 26227 | eff(%): 3.679 | loglstar: -inf < -1245.608 < inf | logz: -1260.021 +/- 0.365 | dlogz: 594.553 > 0.109
iter: 966 | bound: 7 | nc: 38 | ncall: 26265 | eff(%): 3.678 | loglstar: -inf < -1245.458 < inf | logz: -1259.182 +/- 0.361 | dlogz: 593.252 > 0.109
iter: 967 | bound: 7 | nc: 38 | ncall: 26303 | eff(%): 3.676 | loglstar: -inf < -1245.084 < inf | logz: -1258.628 +/- 0.358 | dlogz: 592.403 > 0.109
iter: 968 | bound: 7 | nc: 38 | ncall: 26341 | eff(%): 3.675 | loglstar: -inf < -1238.775 < inf | logz: -1253.697 +/- 0.384 | dlogz: 591.839 > 0.109
iter: 969 | bound: 7 | nc: 38 | ncall: 26379 | eff(%): 3.673 | loglstar: -inf < -1235.684 < inf | logz: -1250.537 +/- 0.380 | dlogz: 586.899 > 0.109
iter: 970 | bound: 7 | nc: 38 | ncall: 26417 | eff(%): 3.672 | loglstar: -inf < -1235.169 < inf | logz: -1249.306 +/- 0.369 | dlogz: 583.728 > 0.109
iter: 971 | bound: 7 | nc: 38 | ncall: 26455 | eff(%): 3.670 | loglstar: -inf < -1233.714 < inf | logz: -1248.107 +/- 0.368 | dlogz: 582.487 > 0.109
iter: 972 | bound: 7 | nc: 38 | ncall: 26493 | eff(%): 3.669 | loglstar: -inf < -1233.610 < inf | logz: -1247.326 +/- 0.363 | dlogz: 581.278 > 0.109
iter: 973 | bound: 7 | nc: 38 | ncall: 26531 | eff(%): 3.667 | loglstar: -inf < -1232.901 < inf | logz: -1246.708 +/- 0.360 | dlogz: 580.487 > 0.109
iter: 974 | bound: 7 | nc: 38 | ncall: 26569 | eff(%): 3.666 | loglstar: -inf < -1232.815 < inf | logz: -1246.213 +/- 0.357 | dlogz: 579.859 > 0.109
iter: 975 | bound: 7 | nc: 38 | ncall: 26607 | eff(%): 3.664 | loglstar: -inf < -1231.542 < inf | logz: -1245.560 +/- 0.358 | dlogz: 579.355 > 0.109
iter: 976 | bound: 7 | nc: 38 | ncall: 26645 | eff(%): 3.663 | loglstar: -inf < -1230.834 < inf | logz: -1244.807 +/- 0.359 | dlogz: 578.692 > 0.109
iter: 977 | bound: 7 | nc: 38 | ncall: 26683 | eff(%): 3.662 | loglstar: -inf < -1230.513 < inf | logz: -1244.200 +/- 0.358 | dlogz: 577.929 > 0.109
iter: 978 | bound: 7 | nc: 38 | ncall: 26721 | eff(%): 3.660 | loglstar: -inf < -1228.634 < inf | logz: -1243.112 +/- 0.365 | dlogz: 577.312 > 0.109
iter: 979 | bound: 7 | nc: 38 | ncall: 26759 | eff(%): 3.659 | loglstar: -inf < -1227.304 < inf | logz: -1241.797 +/- 0.368 | dlogz: 576.214 > 0.109
iter: 980 | bound: 7 | nc: 38 | ncall: 26797 | eff(%): 3.657 | loglstar: -inf < -1226.779 < inf | logz: -1240.865 +/- 0.365 | dlogz: 574.889 > 0.109
iter: 981 | bound: 7 | nc: 38 | ncall: 26835 | eff(%): 3.656 | loglstar: -inf < -1226.698 < inf | logz: -1240.285 +/- 0.361 | dlogz: 573.947 > 0.109
iter: 982 | bound: 7 | nc: 38 | ncall: 26873 | eff(%): 3.654 | loglstar: -inf < -1225.857 < inf | logz: -1239.724 +/- 0.359 | dlogz: 573.356 > 0.109
iter: 983 | bound: 7 | nc: 38 | ncall: 26911 | eff(%): 3.653 | loglstar: -inf < -1225.145 < inf | logz: -1239.081 +/- 0.359 | dlogz: 572.785 > 0.109
iter: 984 | bound: 7 | nc: 38 | ncall: 26949 | eff(%): 3.651 | loglstar: -inf < -1225.088 < inf | logz: -1238.581 +/- 0.357 | dlogz: 572.132 > 0.109
iter: 985 | bound: 7 | nc: 38 | ncall: 26987 | eff(%): 3.650 | loglstar: -inf < -1224.958 < inf | logz: -1238.224 +/- 0.355 | dlogz: 571.623 > 0.109
iter: 986 | bound: 7 | nc: 38 | ncall: 27025 | eff(%): 3.648 | loglstar: -inf < -1224.004 < inf | logz: -1237.774 +/- 0.355 | dlogz: 571.256 > 0.109
iter: 987 | bound: 7 | nc: 38 | ncall: 27063 | eff(%): 3.647 | loglstar: -inf < -1223.098 < inf | logz: -1237.132 +/- 0.357 | dlogz: 570.796 > 0.109
iter: 988 | bound: 7 | nc: 38 | ncall: 27101 | eff(%): 3.646 | loglstar: -inf < -1222.491 < inf | logz: -1236.465 +/- 0.358 | dlogz: 570.144 > 0.109
iter: 989 | bound: 7 | nc: 38 | ncall: 27139 | eff(%): 3.644 | loglstar: -inf < -1220.872 < inf | logz: -1235.406 +/- 0.365 | dlogz: 569.467 > 0.109
iter: 990 | bound: 7 | nc: 38 | ncall: 27177 | eff(%): 3.643 | loglstar: -inf < -1218.538 < inf | logz: -1233.444 +/- 0.376 | dlogz: 568.398 > 0.109
iter: 991 | bound: 7 | nc: 38 | ncall: 27215 | eff(%): 3.641 | loglstar: -inf < -1218.530 < inf | logz: -1232.505 +/- 0.369 | dlogz: 566.426 > 0.109
iter: 992 | bound: 7 | nc: 38 | ncall: 27253 | eff(%): 3.640 | loglstar: -inf < -1217.478 < inf | logz: -1231.731 +/- 0.366 | dlogz: 565.477 > 0.109
iter: 993 | bound: 7 | nc: 38 | ncall: 27291 | eff(%): 3.639 | loglstar: -inf < -1215.949 < inf | logz: -1230.561 +/- 0.369 | dlogz: 564.693 > 0.109
iter: 994 | bound: 7 | nc: 38 | ncall: 27329 | eff(%): 3.637 | loglstar: -inf < -1214.600 < inf | logz: -1229.247 +/- 0.370 | dlogz: 563.513 > 0.109
iter: 995 | bound: 7 | nc: 38 | ncall: 27367 | eff(%): 3.636 | loglstar: -inf < -1213.311 < inf | logz: -1227.949 +/- 0.371 | dlogz: 562.189 > 0.109
iter: 996 | bound: 7 | nc: 38 | ncall: 27405 | eff(%): 3.634 | loglstar: -inf < -1212.858 < inf | logz: -1227.052 +/- 0.367 | dlogz: 560.881 > 0.109
iter: 997 | bound: 7 | nc: 38 | ncall: 27443 | eff(%): 3.633 | loglstar: -inf < -1209.969 < inf | logz: -1224.998 +/- 0.378 | dlogz: 559.974 > 0.109
iter: 998 | bound: 7 | nc: 38 | ncall: 27481 | eff(%): 3.632 | loglstar: -inf < -1208.414 < inf | logz: -1223.259 +/- 0.376 | dlogz: 557.910 > 0.109
iter: 999 | bound: 7 | nc: 38 | ncall: 27519 | eff(%): 3.630 | loglstar: -inf < -1207.516 < inf | logz: -1222.057 +/- 0.371 | dlogz: 556.162 > 0.109
iter: 1000 | bound: 7 | nc: 38 | ncall: 27557 | eff(%): 3.629 | loglstar: -inf < -1206.993 < inf | logz: -1221.214 +/- 0.367 | dlogz: 554.949 > 0.109
iter: 1001 | bound: 7 | nc: 38 | ncall: 27595 | eff(%): 3.627 | loglstar: -inf < -1206.875 < inf | logz: -1220.653 +/- 0.363 | dlogz: 554.097 > 0.109
iter: 1002 | bound: 7 | nc: 38 | ncall: 27633 | eff(%): 3.626 | loglstar: -inf < -1203.313 < inf | logz: -1218.439 +/- 0.380 | dlogz: 553.526 > 0.109
iter: 1003 | bound: 7 | nc: 38 | ncall: 27671 | eff(%): 3.625 | loglstar: -inf < -1203.043 < inf | logz: -1217.346 +/- 0.372 | dlogz: 551.301 > 0.109
iter: 1004 | bound: 7 | nc: 38 | ncall: 27709 | eff(%): 3.623 | loglstar: -inf < -1198.915 < inf | logz: -1214.147 +/- 0.385 | dlogz: 550.199 > 0.109
iter: 1005 | bound: 7 | nc: 38 | ncall: 27747 | eff(%): 3.622 | loglstar: -inf < -1196.259 < inf | logz: -1211.423 +/- 0.383 | dlogz: 546.990 > 0.109
iter: 1006 | bound: 7 | nc: 38 | ncall: 27785 | eff(%): 3.621 | loglstar: -inf < -1196.152 < inf | logz: -1210.384 +/- 0.373 | dlogz: 544.256 > 0.109
iter: 1007 | bound: 7 | nc: 38 | ncall: 27823 | eff(%): 3.619 | loglstar: -inf < -1195.807 < inf | logz: -1209.789 +/- 0.367 | dlogz: 543.207 > 0.109
iter: 1008 | bound: 7 | nc: 38 | ncall: 27861 | eff(%): 3.618 | loglstar: -inf < -1194.849 < inf | logz: -1209.128 +/- 0.365 | dlogz: 542.602 > 0.109
iter: 1009 | bound: 7 | nc: 38 | ncall: 27899 | eff(%): 3.617 | loglstar: -inf < -1192.456 < inf | logz: -1207.491 +/- 0.376 | dlogz: 541.931 > 0.109
iter: 1010 | bound: 7 | nc: 38 | ncall: 27937 | eff(%): 3.615 | loglstar: -inf < -1191.650 < inf | logz: -1206.277 +/- 0.372 | dlogz: 540.284 > 0.109
iter: 1011 | bound: 7 | nc: 38 | ncall: 27975 | eff(%): 3.614 | loglstar: -inf < -1190.821 < inf | logz: -1205.328 +/- 0.369 | dlogz: 539.061 > 0.109
iter: 1012 | bound: 7 | nc: 38 | ncall: 28013 | eff(%): 3.613 | loglstar: -inf < -1189.474 < inf | logz: -1204.214 +/- 0.371 | dlogz: 538.102 > 0.109
iter: 1013 | bound: 7 | nc: 38 | ncall: 28051 | eff(%): 3.611 | loglstar: -inf < -1188.958 < inf | logz: -1203.333 +/- 0.368 | dlogz: 536.977 > 0.109
iter: 1014 | bound: 7 | nc: 38 | ncall: 28089 | eff(%): 3.610 | loglstar: -inf < -1187.361 < inf | logz: -1202.185 +/- 0.371 | dlogz: 536.087 > 0.109
iter: 1015 | bound: 7 | nc: 38 | ncall: 28127 | eff(%): 3.609 | loglstar: -inf < -1184.737 < inf | logz: -1199.953 +/- 0.381 | dlogz: 534.928 > 0.109
iter: 1016 | bound: 7 | nc: 38 | ncall: 28165 | eff(%): 3.607 | loglstar: -inf < -1183.738 < inf | logz: -1198.551 +/- 0.375 | dlogz: 532.686 > 0.109
iter: 1017 | bound: 7 | nc: 38 | ncall: 28203 | eff(%): 3.606 | loglstar: -inf < -1181.713 < inf | logz: -1196.814 +/- 0.378 | dlogz: 531.274 > 0.109
iter: 1018 | bound: 7 | nc: 38 | ncall: 28241 | eff(%): 3.605 | loglstar: -inf < -1181.414 < inf | logz: -1195.824 +/- 0.372 | dlogz: 529.527 > 0.109
iter: 1019 | bound: 7 | nc: 38 | ncall: 28279 | eff(%): 3.603 | loglstar: -inf < -1180.354 < inf | logz: -1194.953 +/- 0.370 | dlogz: 528.527 > 0.109
iter: 1020 | bound: 7 | nc: 38 | ncall: 28317 | eff(%): 3.602 | loglstar: -inf < -1179.814 < inf | logz: -1194.182 +/- 0.368 | dlogz: 527.647 > 0.109
iter: 1021 | bound: 7 | nc: 38 | ncall: 28355 | eff(%): 3.601 | loglstar: -inf < -1176.503 < inf | logz: -1191.826 +/- 0.383 | dlogz: 526.866 > 0.109
iter: 1022 | bound: 7 | nc: 38 | ncall: 28393 | eff(%): 3.599 | loglstar: -inf < -1174.840 < inf | logz: -1189.966 +/- 0.380 | dlogz: 524.500 > 0.109
iter: 1023 | bound: 7 | nc: 38 | ncall: 28431 | eff(%): 3.598 | loglstar: -inf < -1173.323 < inf | logz: -1188.375 +/- 0.378 | dlogz: 522.629 > 0.109
iter: 1024 | bound: 7 | nc: 38 | ncall: 28469 | eff(%): 3.597 | loglstar: -inf < -1173.176 < inf | logz: -1187.502 +/- 0.372 | dlogz: 521.029 > 0.109
iter: 1025 | bound: 7 | nc: 38 | ncall: 28507 | eff(%): 3.596 | loglstar: -inf < -1172.807 < inf | logz: -1186.938 +/- 0.368 | dlogz: 520.146 > 0.109
iter: 1026 | bound: 7 | nc: 38 | ncall: 28545 | eff(%): 3.594 | loglstar: -inf < -1171.768 < inf | logz: -1186.262 +/- 0.367 | dlogz: 519.572 > 0.109
iter: 1027 | bound: 7 | nc: 38 | ncall: 28583 | eff(%): 3.593 | loglstar: -inf < -1171.568 < inf | logz: -1185.676 +/- 0.365 | dlogz: 518.886 > 0.109
iter: 1028 | bound: 7 | nc: 38 | ncall: 28621 | eff(%): 3.592 | loglstar: -inf < -1168.319 < inf | logz: -1183.665 +/- 0.382 | dlogz: 518.290 > 0.109
iter: 1029 | bound: 7 | nc: 38 | ncall: 28659 | eff(%): 3.590 | loglstar: -inf < -1167.460 < inf | logz: -1182.337 +/- 0.376 | dlogz: 516.269 > 0.109
iter: 1030 | bound: 8 | nc: 38 | ncall: 28697 | eff(%): 3.589 | loglstar: -inf < -1166.213 < inf | logz: -1181.146 +/- 0.375 | dlogz: 514.931 > 0.109
iter: 1031 | bound: 8 | nc: 38 | ncall: 28735 | eff(%): 3.588 | loglstar: -inf < -1165.684 < inf | logz: -1180.253 +/- 0.371 | dlogz: 513.731 > 0.109
iter: 1032 | bound: 8 | nc: 38 | ncall: 28773 | eff(%): 3.587 | loglstar: -inf < -1165.260 < inf | logz: -1179.595 +/- 0.368 | dlogz: 512.827 > 0.109
iter: 1033 | bound: 8 | nc: 38 | ncall: 28811 | eff(%): 3.585 | loglstar: -inf < -1163.998 < inf | logz: -1178.758 +/- 0.369 | dlogz: 512.159 > 0.109
iter: 1034 | bound: 8 | nc: 38 | ncall: 28849 | eff(%): 3.584 | loglstar: -inf < -1163.845 < inf | logz: -1178.092 +/- 0.367 | dlogz: 511.313 > 0.109
iter: 1035 | bound: 8 | nc: 38 | ncall: 28887 | eff(%): 3.583 | loglstar: -inf < -1163.650 < inf | logz: -1177.639 +/- 0.365 | dlogz: 510.637 > 0.109
iter: 1036 | bound: 8 | nc: 38 | ncall: 28925 | eff(%): 3.582 | loglstar: -inf < -1160.989 < inf | logz: -1176.244 +/- 0.377 | dlogz: 510.173 > 0.109
iter: 1037 | bound: 8 | nc: 38 | ncall: 28963 | eff(%): 3.580 | loglstar: -inf < -1158.010 < inf | logz: -1173.511 +/- 0.387 | dlogz: 508.769 > 0.109
iter: 1038 | bound: 8 | nc: 38 | ncall: 29001 | eff(%): 3.579 | loglstar: -inf < -1157.809 < inf | logz: -1172.426 +/- 0.377 | dlogz: 506.026 > 0.109
iter: 1039 | bound: 8 | nc: 38 | ncall: 29039 | eff(%): 3.578 | loglstar: -inf < -1155.742 < inf | logz: -1170.989 +/- 0.379 | dlogz: 504.931 > 0.109
iter: 1040 | bound: 8 | nc: 38 | ncall: 29077 | eff(%): 3.577 | loglstar: -inf < -1153.916 < inf | logz: -1169.227 +/- 0.381 | dlogz: 503.484 > 0.109
iter: 1041 | bound: 8 | nc: 38 | ncall: 29115 | eff(%): 3.575 | loglstar: -inf < -1149.324 < inf | logz: -1164.958 +/- 0.392 | dlogz: 501.711 > 0.109
iter: 1042 | bound: 8 | nc: 38 | ncall: 29153 | eff(%): 3.574 | loglstar: -inf < -1148.829 < inf | logz: -1163.690 +/- 0.380 | dlogz: 497.432 > 0.109
iter: 1043 | bound: 8 | nc: 38 | ncall: 29191 | eff(%): 3.573 | loglstar: -inf < -1148.704 < inf | logz: -1163.026 +/- 0.373 | dlogz: 496.155 > 0.109
iter: 1044 | bound: 8 | nc: 38 | ncall: 29229 | eff(%): 3.572 | loglstar: -inf < -1147.350 < inf | logz: -1162.218 +/- 0.372 | dlogz: 495.481 > 0.109
iter: 1045 | bound: 8 | nc: 38 | ncall: 29267 | eff(%): 3.571 | loglstar: -inf < -1146.824 < inf | logz: -1161.441 +/- 0.371 | dlogz: 494.663 > 0.109
iter: 1046 | bound: 8 | nc: 38 | ncall: 29305 | eff(%): 3.569 | loglstar: -inf < -1144.065 < inf | logz: -1159.548 +/- 0.383 | dlogz: 493.876 > 0.109
iter: 1047 | bound: 8 | nc: 38 | ncall: 29343 | eff(%): 3.568 | loglstar: -inf < -1140.834 < inf | logz: -1156.466 +/- 0.390 | dlogz: 491.973 > 0.109
iter: 1048 | bound: 8 | nc: 38 | ncall: 29381 | eff(%): 3.567 | loglstar: -inf < -1138.157 < inf | logz: -1153.749 +/- 0.389 | dlogz: 488.881 > 0.109
iter: 1049 | bound: 8 | nc: 38 | ncall: 29419 | eff(%): 3.566 | loglstar: -inf < -1137.831 < inf | logz: -1152.630 +/- 0.379 | dlogz: 486.154 > 0.109
iter: 1050 | bound: 8 | nc: 38 | ncall: 29457 | eff(%): 3.565 | loglstar: -inf < -1134.598 < inf | logz: -1150.213 +/- 0.388 | dlogz: 485.025 > 0.109
iter: 1051 | bound: 8 | nc: 38 | ncall: 29495 | eff(%): 3.563 | loglstar: -inf < -1134.110 < inf | logz: -1149.025 +/- 0.379 | dlogz: 482.598 > 0.109
iter: 1052 | bound: 8 | nc: 38 | ncall: 29533 | eff(%): 3.562 | loglstar: -inf < -1133.991 < inf | logz: -1148.379 +/- 0.374 | dlogz: 481.400 > 0.109
iter: 1053 | bound: 8 | nc: 38 | ncall: 29571 | eff(%): 3.561 | loglstar: -inf < -1133.006 < inf | logz: -1147.728 +/- 0.371 | dlogz: 480.745 > 0.109
iter: 1054 | bound: 8 | nc: 38 | ncall: 29609 | eff(%): 3.560 | loglstar: -inf < -1132.829 < inf | logz: -1147.165 +/- 0.369 | dlogz: 480.084 > 0.109
iter: 1055 | bound: 8 | nc: 38 | ncall: 29647 | eff(%): 3.559 | loglstar: -inf < -1129.396 < inf | logz: -1145.034 +/- 0.386 | dlogz: 479.510 > 0.109
iter: 1056 | bound: 8 | nc: 38 | ncall: 29685 | eff(%): 3.557 | loglstar: -inf < -1128.839 < inf | logz: -1143.834 +/- 0.379 | dlogz: 477.370 > 0.109
iter: 1057 | bound: 8 | nc: 38 | ncall: 29723 | eff(%): 3.556 | loglstar: -inf < -1127.468 < inf | logz: -1142.680 +/- 0.378 | dlogz: 476.160 > 0.109
iter: 1058 | bound: 8 | nc: 38 | ncall: 29761 | eff(%): 3.555 | loglstar: -inf < -1126.257 < inf | logz: -1141.469 +/- 0.378 | dlogz: 474.995 > 0.109
iter: 1059 | bound: 8 | nc: 38 | ncall: 29799 | eff(%): 3.554 | loglstar: -inf < -1126.056 < inf | logz: -1140.685 +/- 0.374 | dlogz: 473.775 > 0.109
iter: 1060 | bound: 8 | nc: 38 | ncall: 29837 | eff(%): 3.553 | loglstar: -inf < -1122.800 < inf | logz: -1138.490 +/- 0.388 | dlogz: 472.981 > 0.109
iter: 1061 | bound: 8 | nc: 38 | ncall: 29875 | eff(%): 3.551 | loglstar: -inf < -1120.861 < inf | logz: -1136.445 +/- 0.386 | dlogz: 470.776 > 0.109
iter: 1062 | bound: 8 | nc: 38 | ncall: 29913 | eff(%): 3.550 | loglstar: -inf < -1119.512 < inf | logz: -1134.906 +/- 0.383 | dlogz: 468.721 > 0.109
iter: 1063 | bound: 8 | nc: 38 | ncall: 29951 | eff(%): 3.549 | loglstar: -inf < -1117.533 < inf | logz: -1133.100 +/- 0.385 | dlogz: 467.172 > 0.109
iter: 1064 | bound: 8 | nc: 38 | ncall: 29989 | eff(%): 3.548 | loglstar: -inf < -1117.059 < inf | logz: -1132.037 +/- 0.379 | dlogz: 465.356 > 0.109
iter: 1065 | bound: 8 | nc: 38 | ncall: 30027 | eff(%): 3.547 | loglstar: -inf < -1116.210 < inf | logz: -1131.191 +/- 0.376 | dlogz: 464.283 > 0.109
iter: 1066 | bound: 8 | nc: 38 | ncall: 30065 | eff(%): 3.546 | loglstar: -inf < -1115.970 < inf | logz: -1130.549 +/- 0.373 | dlogz: 463.426 > 0.109
iter: 1067 | bound: 8 | nc: 38 | ncall: 30103 | eff(%): 3.544 | loglstar: -inf < -1115.042 < inf | logz: -1129.893 +/- 0.372 | dlogz: 462.775 > 0.109
iter: 1068 | bound: 8 | nc: 38 | ncall: 30141 | eff(%): 3.543 | loglstar: -inf < -1113.876 < inf | logz: -1129.003 +/- 0.374 | dlogz: 462.109 > 0.109
iter: 1069 | bound: 8 | nc: 38 | ncall: 30179 | eff(%): 3.542 | loglstar: -inf < -1113.661 < inf | logz: -1128.311 +/- 0.372 | dlogz: 461.209 > 0.109
iter: 1070 | bound: 8 | nc: 38 | ncall: 30217 | eff(%): 3.541 | loglstar: -inf < -1111.751 < inf | logz: -1127.173 +/- 0.378 | dlogz: 460.507 > 0.109
iter: 1071 | bound: 8 | nc: 38 | ncall: 30255 | eff(%): 3.540 | loglstar: -inf < -1109.208 < inf | logz: -1124.971 +/- 0.388 | dlogz: 459.359 > 0.109
iter: 1072 | bound: 8 | nc: 38 | ncall: 30293 | eff(%): 3.539 | loglstar: -inf < -1107.552 < inf | logz: -1123.164 +/- 0.386 | dlogz: 457.147 > 0.109
iter: 1073 | bound: 8 | nc: 38 | ncall: 30331 | eff(%): 3.538 | loglstar: -inf < -1106.697 < inf | logz: -1121.962 +/- 0.381 | dlogz: 455.330 > 0.109
iter: 1074 | bound: 8 | nc: 38 | ncall: 30369 | eff(%): 3.537 | loglstar: -inf < -1104.828 < inf | logz: -1120.427 +/- 0.384 | dlogz: 454.118 > 0.109
iter: 1075 | bound: 8 | nc: 38 | ncall: 30407 | eff(%): 3.535 | loglstar: -inf < -1103.456 < inf | logz: -1118.963 +/- 0.383 | dlogz: 452.574 > 0.109
iter: 1076 | bound: 8 | nc: 38 | ncall: 30445 | eff(%): 3.534 | loglstar: -inf < -1101.581 < inf | logz: -1117.246 +/- 0.386 | dlogz: 451.099 > 0.109
iter: 1077 | bound: 8 | nc: 38 | ncall: 30483 | eff(%): 3.533 | loglstar: -inf < -1101.487 < inf | logz: -1116.339 +/- 0.379 | dlogz: 449.373 > 0.109
iter: 1078 | bound: 8 | nc: 38 | ncall: 30521 | eff(%): 3.532 | loglstar: -inf < -1101.195 < inf | logz: -1115.795 +/- 0.375 | dlogz: 448.455 > 0.109
iter: 1079 | bound: 8 | nc: 38 | ncall: 30559 | eff(%): 3.531 | loglstar: -inf < -1100.217 < inf | logz: -1115.168 +/- 0.373 | dlogz: 447.901 > 0.109
iter: 1080 | bound: 8 | nc: 38 | ncall: 30597 | eff(%): 3.530 | loglstar: -inf < -1100.000 < inf | logz: -1114.608 +/- 0.372 | dlogz: 447.265 > 0.109
iter: 1081 | bound: 8 | nc: 38 | ncall: 30635 | eff(%): 3.529 | loglstar: -inf < -1099.956 < inf | logz: -1114.215 +/- 0.369 | dlogz: 446.695 > 0.109
iter: 1082 | bound: 8 | nc: 38 | ncall: 30673 | eff(%): 3.528 | loglstar: -inf < -1099.141 < inf | logz: -1113.787 +/- 0.369 | dlogz: 446.292 > 0.109
iter: 1083 | bound: 8 | nc: 38 | ncall: 30711 | eff(%): 3.526 | loglstar: -inf < -1098.357 < inf | logz: -1113.220 +/- 0.369 | dlogz: 445.854 > 0.109
iter: 1084 | bound: 8 | nc: 38 | ncall: 30749 | eff(%): 3.525 | loglstar: -inf < -1097.834 < inf | logz: -1112.637 +/- 0.370 | dlogz: 445.276 > 0.109
iter: 1085 | bound: 8 | nc: 38 | ncall: 30787 | eff(%): 3.524 | loglstar: -inf < -1096.318 < inf | logz: -1111.711 +/- 0.376 | dlogz: 444.684 > 0.109
iter: 1086 | bound: 8 | nc: 38 | ncall: 30825 | eff(%): 3.523 | loglstar: -inf < -1095.081 < inf | logz: -1110.554 +/- 0.379 | dlogz: 443.748 > 0.109
iter: 1087 | bound: 8 | nc: 38 | ncall: 30863 | eff(%): 3.522 | loglstar: -inf < -1093.275 < inf | logz: -1109.000 +/- 0.385 | dlogz: 442.581 > 0.109
iter: 1088 | bound: 8 | nc: 38 | ncall: 30901 | eff(%): 3.521 | loglstar: -inf < -1093.044 < inf | logz: -1108.078 +/- 0.380 | dlogz: 441.018 > 0.109
iter: 1089 | bound: 8 | nc: 38 | ncall: 30939 | eff(%): 3.520 | loglstar: -inf < -1092.860 < inf | logz: -1107.529 +/- 0.376 | dlogz: 440.085 > 0.109
iter: 1090 | bound: 8 | nc: 38 | ncall: 30977 | eff(%): 3.519 | loglstar: -inf < -1090.607 < inf | logz: -1106.304 +/- 0.382 | dlogz: 439.526 > 0.109
iter: 1091 | bound: 8 | nc: 38 | ncall: 31015 | eff(%): 3.518 | loglstar: -inf < -1088.589 < inf | logz: -1104.449 +/- 0.388 | dlogz: 438.291 > 0.109
iter: 1092 | bound: 8 | nc: 38 | ncall: 31053 | eff(%): 3.517 | loglstar: -inf < -1085.681 < inf | logz: -1101.725 +/- 0.394 | dlogz: 436.426 > 0.109
iter: 1093 | bound: 8 | nc: 38 | ncall: 31091 | eff(%): 3.515 | loglstar: -inf < -1084.880 < inf | logz: -1100.382 +/- 0.386 | dlogz: 433.692 > 0.109
iter: 1094 | bound: 8 | nc: 38 | ncall: 31129 | eff(%): 3.514 | loglstar: -inf < -1084.322 < inf | logz: -1099.512 +/- 0.381 | dlogz: 432.339 > 0.109
iter: 1095 | bound: 8 | nc: 38 | ncall: 31167 | eff(%): 3.513 | loglstar: -inf < -1083.255 < inf | logz: -1098.624 +/- 0.380 | dlogz: 431.459 > 0.109
iter: 1096 | bound: 8 | nc: 38 | ncall: 31205 | eff(%): 3.512 | loglstar: -inf < -1083.168 < inf | logz: -1097.979 +/- 0.377 | dlogz: 430.562 > 0.109
iter: 1097 | bound: 8 | nc: 38 | ncall: 31243 | eff(%): 3.511 | loglstar: -inf < -1082.219 < inf | logz: -1097.347 +/- 0.376 | dlogz: 429.906 > 0.109
iter: 1098 | bound: 8 | nc: 38 | ncall: 31281 | eff(%): 3.510 | loglstar: -inf < -1079.432 < inf | logz: -1095.437 +/- 0.390 | dlogz: 429.265 > 0.109
iter: 1099 | bound: 8 | nc: 38 | ncall: 31319 | eff(%): 3.509 | loglstar: -inf < -1079.037 < inf | logz: -1094.347 +/- 0.383 | dlogz: 427.345 > 0.109
iter: 1100 | bound: 9 | nc: 38 | ncall: 31357 | eff(%): 3.508 | loglstar: -inf < -1078.847 < inf | logz: -1093.722 +/- 0.379 | dlogz: 426.245 > 0.109
iter: 1101 | bound: 9 | nc: 38 | ncall: 31395 | eff(%): 3.507 | loglstar: -inf < -1076.957 < inf | logz: -1092.651 +/- 0.382 | dlogz: 425.610 > 0.109
iter: 1102 | bound: 9 | nc: 38 | ncall: 31433 | eff(%): 3.506 | loglstar: -inf < -1075.069 < inf | logz: -1090.984 +/- 0.388 | dlogz: 424.529 > 0.109
iter: 1103 | bound: 9 | nc: 38 | ncall: 31471 | eff(%): 3.505 | loglstar: -inf < -1072.134 < inf | logz: -1088.287 +/- 0.395 | dlogz: 422.851 > 0.109
iter: 1104 | bound: 9 | nc: 38 | ncall: 31509 | eff(%): 3.504 | loglstar: -inf < -1070.055 < inf | logz: -1086.102 +/- 0.393 | dlogz: 420.144 > 0.109
iter: 1105 | bound: 9 | nc: 38 | ncall: 31547 | eff(%): 3.503 | loglstar: -inf < -1068.907 < inf | logz: -1084.657 +/- 0.388 | dlogz: 417.950 > 0.109
iter: 1106 | bound: 9 | nc: 38 | ncall: 31585 | eff(%): 3.502 | loglstar: -inf < -1067.505 < inf | logz: -1083.294 +/- 0.386 | dlogz: 416.495 > 0.109
iter: 1107 | bound: 9 | nc: 38 | ncall: 31623 | eff(%): 3.501 | loglstar: -inf < -1065.077 < inf | logz: -1081.178 +/- 0.393 | dlogz: 415.122 > 0.109
iter: 1108 | bound: 9 | nc: 38 | ncall: 31661 | eff(%): 3.500 | loglstar: -inf < -1062.584 < inf | logz: -1078.738 +/- 0.395 | dlogz: 412.996 > 0.109
iter: 1109 | bound: 9 | nc: 38 | ncall: 31699 | eff(%): 3.499 | loglstar: -inf < -1059.619 < inf | logz: -1075.846 +/- 0.397 | dlogz: 476.734 > 0.109
iter: 1110 | bound: 9 | nc: 38 | ncall: 31737 | eff(%): 3.497 | loglstar: -inf < -1056.731 < inf | logz: -1072.963 +/- 0.397 | dlogz: 473.832 > 0.109
iter: 1111 | bound: 9 | nc: 38 | ncall: 31775 | eff(%): 3.496 | loglstar: -inf < -1056.691 < inf | logz: -1071.931 +/- 0.387 | dlogz: 470.940 > 0.109
iter: 1112 | bound: 9 | nc: 38 | ncall: 31813 | eff(%): 3.495 | loglstar: -inf < -1053.687 < inf | logz: -1069.867 +/- 0.394 | dlogz: 469.898 > 0.109
iter: 1113 | bound: 9 | nc: 38 | ncall: 31851 | eff(%): 3.494 | loglstar: -inf < -1050.755 < inf | logz: -1067.017 +/- 0.397 | dlogz: 467.824 > 0.109
iter: 1114 | bound: 9 | nc: 38 | ncall: 31889 | eff(%): 3.493 | loglstar: -inf < -1050.263 < inf | logz: -1065.813 +/- 0.388 | dlogz: 464.964 > 0.109
iter: 1115 | bound: 9 | nc: 38 | ncall: 31927 | eff(%): 3.492 | loglstar: -inf < -1046.411 < inf | logz: -1062.736 +/- 0.399 | dlogz: 463.749 > 0.109
iter: 1116 | bound: 9 | nc: 38 | ncall: 31965 | eff(%): 3.491 | loglstar: -inf < -1045.707 < inf | logz: -1061.403 +/- 0.389 | dlogz: 460.663 > 0.109
iter: 1117 | bound: 9 | nc: 38 | ncall: 32003 | eff(%): 3.490 | loglstar: -inf < -1045.206 < inf | logz: -1060.573 +/- 0.384 | dlogz: 459.319 > 0.109
iter: 1118 | bound: 9 | nc: 38 | ncall: 32041 | eff(%): 3.489 | loglstar: -inf < -1043.052 < inf | logz: -1059.104 +/- 0.389 | dlogz: 458.480 > 0.109
iter: 1119 | bound: 9 | nc: 38 | ncall: 32079 | eff(%): 3.488 | loglstar: -inf < -1042.149 < inf | logz: -1057.890 +/- 0.386 | dlogz: 457.001 > 0.109
iter: 1120 | bound: 9 | nc: 38 | ncall: 32117 | eff(%): 3.487 | loglstar: -inf < -1040.536 < inf | logz: -1056.508 +/- 0.388 | dlogz: 455.777 > 0.109
iter: 1121 | bound: 9 | nc: 38 | ncall: 32155 | eff(%): 3.486 | loglstar: -inf < -1038.201 < inf | logz: -1054.428 +/- 0.394 | dlogz: 454.385 > 0.109
iter: 1122 | bound: 9 | nc: 38 | ncall: 32193 | eff(%): 3.485 | loglstar: -inf < -1036.783 < inf | logz: -1052.809 +/- 0.391 | dlogz: 452.295 > 0.109
iter: 1123 | bound: 9 | nc: 38 | ncall: 32231 | eff(%): 3.484 | loglstar: -inf < -1036.300 < inf | logz: -1051.825 +/- 0.386 | dlogz: 450.666 > 0.109
iter: 1124 | bound: 9 | nc: 38 | ncall: 32269 | eff(%): 3.483 | loglstar: -inf < -1035.659 < inf | logz: -1051.077 +/- 0.382 | dlogz: 449.671 > 0.109
iter: 1125 | bound: 9 | nc: 38 | ncall: 32307 | eff(%): 3.482 | loglstar: -inf < -1035.355 < inf | logz: -1050.487 +/- 0.379 | dlogz: 448.914 > 0.109
iter: 1126 | bound: 9 | nc: 38 | ncall: 32345 | eff(%): 3.481 | loglstar: -inf < -1034.897 < inf | logz: -1049.983 +/- 0.377 | dlogz: 448.314 > 0.109
iter: 1127 | bound: 9 | nc: 38 | ncall: 32383 | eff(%): 3.480 | loglstar: -inf < -1034.866 < inf | logz: -1049.586 +/- 0.375 | dlogz: 447.800 > 0.109
iter: 1128 | bound: 9 | nc: 38 | ncall: 32421 | eff(%): 3.479 | loglstar: -inf < -1034.358 < inf | logz: -1049.222 +/- 0.374 | dlogz: 447.393 > 0.109
iter: 1129 | bound: 9 | nc: 38 | ncall: 32459 | eff(%): 3.478 | loglstar: -inf < -1033.918 < inf | logz: -1048.830 +/- 0.373 | dlogz: 447.020 > 0.109
iter: 1130 | bound: 9 | nc: 38 | ncall: 32497 | eff(%): 3.477 | loglstar: -inf < -1032.937 < inf | logz: -1048.289 +/- 0.375 | dlogz: 446.617 > 0.109
iter: 1131 | bound: 9 | nc: 38 | ncall: 32535 | eff(%): 3.476 | loglstar: -inf < -1029.747 < inf | logz: -1046.136 +/- 0.395 | dlogz: 446.066 > 0.109
iter: 1132 | bound: 9 | nc: 38 | ncall: 32573 | eff(%): 3.475 | loglstar: -inf < -1027.036 < inf | logz: -1043.463 +/- 0.399 | dlogz: 443.903 > 0.109
iter: 1133 | bound: 9 | nc: 38 | ncall: 32611 | eff(%): 3.474 | loglstar: -inf < -1026.339 < inf | logz: -1042.182 +/- 0.390 | dlogz: 441.220 > 0.109
iter: 1134 | bound: 9 | nc: 38 | ncall: 32649 | eff(%): 3.473 | loglstar: -inf < -1023.571 < inf | logz: -1039.976 +/- 0.397 | dlogz: 439.929 > 0.109
iter: 1135 | bound: 9 | nc: 38 | ncall: 32687 | eff(%): 3.472 | loglstar: -inf < -1023.348 < inf | logz: -1038.923 +/- 0.389 | dlogz: 437.713 > 0.109
iter: 1136 | bound: 9 | nc: 38 | ncall: 32725 | eff(%): 3.471 | loglstar: -inf < -1022.050 < inf | logz: -1037.942 +/- 0.387 | dlogz: 436.651 > 0.109
iter: 1137 | bound: 9 | nc: 38 | ncall: 32763 | eff(%): 3.470 | loglstar: -inf < -1019.878 < inf | logz: -1036.192 +/- 0.393 | dlogz: 435.659 > 0.109
iter: 1138 | bound: 9 | nc: 38 | ncall: 32801 | eff(%): 3.469 | loglstar: -inf < -1019.756 < inf | logz: -1035.250 +/- 0.387 | dlogz: 433.899 > 0.109
iter: 1139 | bound: 9 | nc: 38 | ncall: 32839 | eff(%): 3.468 | loglstar: -inf < -1018.976 < inf | logz: -1034.548 +/- 0.384 | dlogz: 432.948 > 0.109
iter: 1140 | bound: 9 | nc: 38 | ncall: 32877 | eff(%): 3.467 | loglstar: -inf < -1017.473 < inf | logz: -1033.489 +/- 0.387 | dlogz: 432.235 > 0.109
iter: 1141 | bound: 9 | nc: 38 | ncall: 32915 | eff(%): 3.467 | loglstar: -inf < -1016.472 < inf | logz: -1032.401 +/- 0.387 | dlogz: 431.166 > 0.109
iter: 1142 | bound: 9 | nc: 38 | ncall: 32953 | eff(%): 3.466 | loglstar: -inf < -1016.154 < inf | logz: -1031.640 +/- 0.384 | dlogz: 430.068 > 0.109
iter: 1143 | bound: 9 | nc: 38 | ncall: 32991 | eff(%): 3.465 | loglstar: -inf < -1014.308 < inf | logz: -1030.465 +/- 0.388 | dlogz: 429.298 > 0.109
iter: 1144 | bound: 9 | nc: 38 | ncall: 33029 | eff(%): 3.464 | loglstar: -inf < -1011.204 < inf | logz: -1027.772 +/- 0.400 | dlogz: 428.112 > 0.109
iter: 1145 | bound: 9 | nc: 38 | ncall: 33067 | eff(%): 3.463 | loglstar: -inf < -1010.340 < inf | logz: -1026.391 +/- 0.392 | dlogz: 425.410 > 0.109
iter: 1146 | bound: 9 | nc: 38 | ncall: 33105 | eff(%): 3.462 | loglstar: -inf < -1008.927 < inf | logz: -1025.093 +/- 0.391 | dlogz: 424.019 > 0.109
iter: 1147 | bound: 9 | nc: 38 | ncall: 33143 | eff(%): 3.461 | loglstar: -inf < -1008.842 < inf | logz: -1024.300 +/- 0.386 | dlogz: 422.711 > 0.109
iter: 1148 | bound: 9 | nc: 38 | ncall: 33181 | eff(%): 3.460 | loglstar: -inf < -1008.631 < inf | logz: -1023.811 +/- 0.383 | dlogz: 421.908 > 0.109
iter: 1149 | bound: 9 | nc: 38 | ncall: 33219 | eff(%): 3.459 | loglstar: -inf < -1006.242 < inf | logz: -1022.552 +/- 0.390 | dlogz: 421.409 > 0.109
iter: 1150 | bound: 9 | nc: 38 | ncall: 33257 | eff(%): 3.458 | loglstar: -inf < -1005.416 < inf | logz: -1021.410 +/- 0.389 | dlogz: 420.140 > 0.109
iter: 1151 | bound: 9 | nc: 38 | ncall: 33295 | eff(%): 3.457 | loglstar: -inf < -1004.068 < inf | logz: -1020.225 +/- 0.390 | dlogz: 418.988 > 0.109
iter: 1152 | bound: 9 | nc: 38 | ncall: 33333 | eff(%): 3.456 | loglstar: -inf < -1003.202 < inf | logz: -1019.180 +/- 0.388 | dlogz: 417.793 > 0.109
iter: 1153 | bound: 9 | nc: 38 | ncall: 33371 | eff(%): 3.455 | loglstar: -inf < -1001.611 < inf | logz: -1017.879 +/- 0.391 | dlogz: 416.738 > 0.109
iter: 1154 | bound: 9 | nc: 38 | ncall: 33409 | eff(%): 3.454 | loglstar: -inf < -998.158 < inf | logz: -1014.859 +/- 0.403 | dlogz: 415.428 > 0.109
iter: 1155 | bound: 9 | nc: 38 | ncall: 33447 | eff(%): 3.453 | loglstar: -inf < -998.044 < inf | logz: -1013.782 +/- 0.393 | dlogz: 412.397 > 0.109
iter: 1156 | bound: 9 | nc: 38 | ncall: 33485 | eff(%): 3.452 | loglstar: -inf < -992.717 < inf | logz: -1009.500 +/- 0.407 | dlogz: 411.310 > 0.109
iter: 1157 | bound: 9 | nc: 38 | ncall: 33523 | eff(%): 3.451 | loglstar: -inf < -990.989 < inf | logz: -1007.493 +/- 0.399 | dlogz: 407.018 > 0.109
iter: 1158 | bound: 9 | nc: 38 | ncall: 33561 | eff(%): 3.450 | loglstar: -inf < -990.270 < inf | logz: -1006.323 +/- 0.392 | dlogz: 405.001 > 0.109
iter: 1159 | bound: 9 | nc: 38 | ncall: 33599 | eff(%): 3.450 | loglstar: -inf < -989.946 < inf | logz: -1005.584 +/- 0.388 | dlogz: 403.822 > 0.109
iter: 1160 | bound: 9 | nc: 38 | ncall: 33637 | eff(%): 3.449 | loglstar: -inf < -989.744 < inf | logz: -1005.073 +/- 0.384 | dlogz: 403.073 > 0.109
iter: 1161 | bound: 9 | nc: 38 | ncall: 33675 | eff(%): 3.448 | loglstar: -inf < -988.249 < inf | logz: -1004.289 +/- 0.386 | dlogz: 402.552 > 0.109
iter: 1162 | bound: 9 | nc: 38 | ncall: 33713 | eff(%): 3.447 | loglstar: -inf < -987.787 < inf | logz: -1003.529 +/- 0.385 | dlogz: 401.757 > 0.109
iter: 1163 | bound: 9 | nc: 38 | ncall: 33751 | eff(%): 3.446 | loglstar: -inf < -987.451 < inf | logz: -1002.955 +/- 0.383 | dlogz: 400.988 > 0.109
iter: 1164 | bound: 9 | nc: 38 | ncall: 33789 | eff(%): 3.445 | loglstar: -inf < -986.415 < inf | logz: -1002.281 +/- 0.384 | dlogz: 400.404 > 0.109
iter: 1165 | bound: 9 | nc: 38 | ncall: 33827 | eff(%): 3.444 | loglstar: -inf < -983.091 < inf | logz: -999.854 +/- 0.402 | dlogz: 399.720 > 0.109
iter: 1166 | bound: 9 | nc: 38 | ncall: 33865 | eff(%): 3.443 | loglstar: -inf < -982.075 < inf | logz: -998.401 +/- 0.395 | dlogz: 397.283 > 0.109
iter: 1167 | bound: 9 | nc: 38 | ncall: 33903 | eff(%): 3.442 | loglstar: -inf < -980.323 < inf | logz: -996.839 +/- 0.396 | dlogz: 395.820 > 0.109
iter: 1168 | bound: 9 | nc: 38 | ncall: 33941 | eff(%): 3.441 | loglstar: -inf < -979.458 < inf | logz: -995.660 +/- 0.393 | dlogz: 394.248 > 0.109
iter: 1169 | bound: 9 | nc: 38 | ncall: 33979 | eff(%): 3.440 | loglstar: -inf < -979.026 < inf | logz: -994.860 +/- 0.389 | dlogz: 393.059 > 0.109
iter: 1170 | bound: 9 | nc: 38 | ncall: 34017 | eff(%): 3.439 | loglstar: -inf < -978.247 < inf | logz: -994.142 +/- 0.387 | dlogz: 392.249 > 0.109
iter: 1171 | bound: 9 | nc: 38 | ncall: 34055 | eff(%): 3.439 | loglstar: -inf < -976.289 < inf | logz: -992.804 +/- 0.393 | dlogz: 391.521 > 0.109
iter: 1172 | bound: 9 | nc: 38 | ncall: 34093 | eff(%): 3.438 | loglstar: -inf < -976.103 < inf | logz: -991.924 +/- 0.390 | dlogz: 390.173 > 0.109
iter: 1173 | bound: 9 | nc: 38 | ncall: 34131 | eff(%): 3.437 | loglstar: -inf < -974.969 < inf | logz: -991.091 +/- 0.389 | dlogz: 389.283 > 0.109
iter: 1174 | bound: 9 | nc: 38 | ncall: 34169 | eff(%): 3.436 | loglstar: -inf < -974.387 < inf | logz: -990.311 +/- 0.387 | dlogz: 388.440 > 0.109
iter: 1175 | bound: 9 | nc: 38 | ncall: 34207 | eff(%): 3.435 | loglstar: -inf < -973.641 < inf | logz: -989.584 +/- 0.387 | dlogz: 387.650 > 0.109
iter: 1176 | bound: 9 | nc: 38 | ncall: 34245 | eff(%): 3.434 | loglstar: -inf < -972.468 < inf | logz: -988.680 +/- 0.388 | dlogz: 386.913 > 0.109
iter: 1177 | bound: 9 | nc: 38 | ncall: 34283 | eff(%): 3.433 | loglstar: -inf < -971.519 < inf | logz: -987.720 +/- 0.389 | dlogz: 385.999 > 0.109
iter: 1178 | bound: 9 | nc: 38 | ncall: 34321 | eff(%): 3.432 | loglstar: -inf < -971.081 < inf | logz: -986.967 +/- 0.388 | dlogz: 385.030 > 0.109
iter: 1179 | bound: 9 | nc: 38 | ncall: 34359 | eff(%): 3.431 | loglstar: -inf < -970.977 < inf | logz: -986.453 +/- 0.385 | dlogz: 384.267 > 0.109
iter: 1180 | bound: 9 | nc: 38 | ncall: 34397 | eff(%): 3.431 | loglstar: -inf < -967.199 < inf | logz: -984.115 +/- 0.404 | dlogz: 383.743 > 0.109
iter: 1181 | bound: 9 | nc: 38 | ncall: 34435 | eff(%): 3.430 | loglstar: -inf < -966.474 < inf | logz: -982.812 +/- 0.396 | dlogz: 381.395 > 0.109
iter: 1182 | bound: 9 | nc: 38 | ncall: 34473 | eff(%): 3.429 | loglstar: -inf < -966.460 < inf | logz: -982.130 +/- 0.391 | dlogz: 380.082 > 0.109
iter: 1183 | bound: 9 | nc: 38 | ncall: 34511 | eff(%): 3.428 | loglstar: -inf < -966.058 < inf | logz: -981.651 +/- 0.387 | dlogz: 379.390 > 0.109
iter: 1184 | bound: 9 | nc: 38 | ncall: 34549 | eff(%): 3.427 | loglstar: -inf < -966.055 < inf | logz: -981.278 +/- 0.384 | dlogz: 378.901 > 0.109
iter: 1185 | bound: 9 | nc: 38 | ncall: 34587 | eff(%): 3.426 | loglstar: -inf < -965.289 < inf | logz: -980.881 +/- 0.383 | dlogz: 378.517 > 0.109
iter: 1186 | bound: 9 | nc: 38 | ncall: 34625 | eff(%): 3.425 | loglstar: -inf < -964.149 < inf | logz: -980.232 +/- 0.385 | dlogz: 378.111 > 0.109
iter: 1187 | bound: 9 | nc: 38 | ncall: 34663 | eff(%): 3.424 | loglstar: -inf < -963.791 < inf | logz: -979.606 +/- 0.385 | dlogz: 377.452 > 0.109
iter: 1188 | bound: 9 | nc: 38 | ncall: 34701 | eff(%): 3.424 | loglstar: -inf < -963.508 < inf | logz: -979.117 +/- 0.384 | dlogz: 376.816 > 0.109
iter: 1189 | bound: 9 | nc: 38 | ncall: 34739 | eff(%): 3.423 | loglstar: -inf < -962.352 < inf | logz: -978.468 +/- 0.385 | dlogz: 376.317 > 0.109
iter: 1190 | bound: 9 | nc: 38 | ncall: 34777 | eff(%): 3.422 | loglstar: -inf < -961.383 < inf | logz: -977.633 +/- 0.388 | dlogz: 375.658 > 0.109
iter: 1191 | bound: 9 | nc: 38 | ncall: 34815 | eff(%): 3.421 | loglstar: -inf < -959.936 < inf | logz: -976.490 +/- 0.393 | dlogz: 374.813 > 0.109
iter: 1192 | bound: 9 | nc: 38 | ncall: 34853 | eff(%): 3.420 | loglstar: -inf < -959.119 < inf | logz: -975.468 +/- 0.392 | dlogz: 373.661 > 0.109
iter: 1193 | bound: 9 | nc: 38 | ncall: 34891 | eff(%): 3.419 | loglstar: -inf < -958.869 < inf | logz: -974.772 +/- 0.390 | dlogz: 372.628 > 0.109
iter: 1194 | bound: 9 | nc: 38 | ncall: 34929 | eff(%): 3.418 | loglstar: -inf < -958.865 < inf | logz: -974.328 +/- 0.387 | dlogz: 371.922 > 0.109
iter: 1195 | bound: 9 | nc: 38 | ncall: 34967 | eff(%): 3.418 | loglstar: -inf < -958.681 < inf | logz: -973.998 +/- 0.384 | dlogz: 371.469 > 0.109
iter: 1196 | bound: 9 | nc: 38 | ncall: 35005 | eff(%): 3.417 | loglstar: -inf < -957.117 < inf | logz: -973.367 +/- 0.386 | dlogz: 371.128 > 0.109
iter: 1197 | bound: 10 | nc: 38 | ncall: 35043 | eff(%): 3.416 | loglstar: -inf < -955.550 < inf | logz: -972.198 +/- 0.393 | dlogz: 370.488 > 0.109
iter: 1198 | bound: 10 | nc: 38 | ncall: 35081 | eff(%): 3.415 | loglstar: -inf < -955.007 < inf | logz: -971.268 +/- 0.392 | dlogz: 369.309 > 0.109
iter: 1199 | bound: 10 | nc: 38 | ncall: 35119 | eff(%): 3.414 | loglstar: -inf < -954.084 < inf | logz: -970.420 +/- 0.392 | dlogz: 368.368 > 0.109
iter: 1200 | bound: 10 | nc: 38 | ncall: 35157 | eff(%): 3.413 | loglstar: -inf < -954.050 < inf | logz: -969.819 +/- 0.389 | dlogz: 367.511 > 0.109
iter: 1201 | bound: 10 | nc: 38 | ncall: 35195 | eff(%): 3.412 | loglstar: -inf < -951.856 < inf | logz: -968.634 +/- 0.396 | dlogz: 366.899 > 0.109
iter: 1202 | bound: 10 | nc: 38 | ncall: 35233 | eff(%): 3.412 | loglstar: -inf < -951.040 < inf | logz: -967.531 +/- 0.395 | dlogz: 365.705 > 0.109
iter: 1203 | bound: 10 | nc: 38 | ncall: 35271 | eff(%): 3.411 | loglstar: -inf < -950.753 < inf | logz: -966.803 +/- 0.392 | dlogz: 364.591 > 0.109
iter: 1204 | bound: 10 | nc: 38 | ncall: 35309 | eff(%): 3.410 | loglstar: -inf < -950.223 < inf | logz: -966.221 +/- 0.389 | dlogz: 363.854 > 0.109
iter: 1205 | bound: 10 | nc: 38 | ncall: 35347 | eff(%): 3.409 | loglstar: -inf < -949.119 < inf | logz: -965.477 +/- 0.390 | dlogz: 363.262 > 0.109
iter: 1206 | bound: 10 | nc: 38 | ncall: 35385 | eff(%): 3.408 | loglstar: -inf < -949.046 < inf | logz: -964.884 +/- 0.388 | dlogz: 362.508 > 0.109
iter: 1207 | bound: 10 | nc: 38 | ncall: 35423 | eff(%): 3.407 | loglstar: -inf < -948.682 < inf | logz: -964.439 +/- 0.387 | dlogz: 361.905 > 0.109
iter: 1208 | bound: 10 | nc: 38 | ncall: 35461 | eff(%): 3.407 | loglstar: -inf < -948.401 < inf | logz: -964.042 +/- 0.385 | dlogz: 361.450 > 0.109
iter: 1209 | bound: 10 | nc: 38 | ncall: 35499 | eff(%): 3.406 | loglstar: -inf < -947.713 < inf | logz: -963.602 +/- 0.385 | dlogz: 361.043 > 0.109
iter: 1210 | bound: 10 | nc: 38 | ncall: 35537 | eff(%): 3.405 | loglstar: -inf < -946.380 < inf | logz: -962.849 +/- 0.389 | dlogz: 360.593 > 0.109
iter: 1211 | bound: 11 | nc: 38 | ncall: 35575 | eff(%): 3.404 | loglstar: -inf < -945.387 < inf | logz: -961.919 +/- 0.392 | dlogz: 359.830 > 0.109
iter: 1212 | bound: 11 | nc: 38 | ncall: 35613 | eff(%): 3.403 | loglstar: -inf < -944.331 < inf | logz: -960.928 +/- 0.394 | dlogz: 358.890 > 0.109
iter: 1213 | bound: 11 | nc: 38 | ncall: 35651 | eff(%): 3.402 | loglstar: -inf < -944.013 < inf | logz: -960.187 +/- 0.392 | dlogz: 357.889 > 0.109
iter: 1214 | bound: 11 | nc: 38 | ncall: 35689 | eff(%): 3.402 | loglstar: -inf < -943.816 < inf | logz: -959.677 +/- 0.389 | dlogz: 357.138 > 0.109
iter: 1215 | bound: 11 | nc: 38 | ncall: 35727 | eff(%): 3.401 | loglstar: -inf < -942.610 < inf | logz: -959.014 +/- 0.390 | dlogz: 356.619 > 0.109
iter: 1216 | bound: 11 | nc: 38 | ncall: 35765 | eff(%): 3.400 | loglstar: -inf < -940.813 < inf | logz: -957.733 +/- 0.398 | dlogz: 355.945 > 0.109
iter: 1217 | bound: 11 | nc: 38 | ncall: 35803 | eff(%): 3.399 | loglstar: -inf < -939.100 < inf | logz: -956.120 +/- 0.402 | dlogz: 354.654 > 0.109
iter: 1218 | bound: 11 | nc: 38 | ncall: 35841 | eff(%): 3.398 | loglstar: -inf < -938.810 < inf | logz: -955.177 +/- 0.397 | dlogz: 353.032 > 0.109
iter: 1219 | bound: 11 | nc: 38 | ncall: 35879 | eff(%): 3.398 | loglstar: -inf < -936.973 < inf | logz: -953.919 +/- 0.400 | dlogz: 352.078 > 0.109
iter: 1220 | bound: 11 | nc: 38 | ncall: 35917 | eff(%): 3.397 | loglstar: -inf < -936.864 < inf | logz: -953.090 +/- 0.396 | dlogz: 389.692 > 0.109
iter: 1221 | bound: 11 | nc: 38 | ncall: 35955 | eff(%): 3.396 | loglstar: -inf < -936.517 < inf | logz: -952.553 +/- 0.392 | dlogz: 388.852 > 0.109
iter: 1222 | bound: 11 | nc: 38 | ncall: 35993 | eff(%): 3.395 | loglstar: -inf < -934.733 < inf | logz: -951.568 +/- 0.396 | dlogz: 436.952 > 0.109
iter: 1223 | bound: 11 | nc: 38 | ncall: 36031 | eff(%): 3.394 | loglstar: -inf < -934.598 < inf | logz: -950.808 +/- 0.394 | dlogz: 435.958 > 0.109
iter: 1224 | bound: 11 | nc: 38 | ncall: 36069 | eff(%): 3.393 | loglstar: -inf < -933.782 < inf | logz: -950.157 +/- 0.392 | dlogz: 435.188 > 0.109
iter: 1225 | bound: 11 | nc: 38 | ncall: 36107 | eff(%): 3.393 | loglstar: -inf < -933.346 < inf | logz: -949.549 +/- 0.391 | dlogz: 434.527 > 0.109
iter: 1226 | bound: 11 | nc: 38 | ncall: 36145 | eff(%): 3.392 | loglstar: -inf < -932.515 < inf | logz: -948.906 +/- 0.391 | dlogz: 433.909 > 0.109
iter: 1227 | bound: 11 | nc: 38 | ncall: 36183 | eff(%): 3.391 | loglstar: -inf < -932.182 < inf | logz: -948.327 +/- 0.390 | dlogz: 433.256 > 0.109
iter: 1228 | bound: 11 | nc: 38 | ncall: 36221 | eff(%): 3.390 | loglstar: -inf < -932.179 < inf | logz: -947.917 +/- 0.388 | dlogz: 432.668 > 0.109
iter: 1229 | bound: 11 | nc: 38 | ncall: 36259 | eff(%): 3.390 | loglstar: -inf < -932.016 < inf | logz: -947.607 +/- 0.386 | dlogz: 432.247 > 0.109
iter: 1230 | bound: 11 | nc: 38 | ncall: 36297 | eff(%): 3.389 | loglstar: -inf < -928.773 < inf | logz: -946.039 +/- 0.403 | dlogz: 431.927 > 0.109
iter: 1231 | bound: 11 | nc: 38 | ncall: 36335 | eff(%): 3.388 | loglstar: -inf < -928.436 < inf | logz: -945.006 +/- 0.399 | dlogz: 430.349 > 0.109
iter: 1232 | bound: 11 | nc: 38 | ncall: 36373 | eff(%): 3.387 | loglstar: -inf < -926.709 < inf | logz: -943.763 +/- 0.401 | dlogz: 429.306 > 0.109
iter: 1233 | bound: 11 | nc: 38 | ncall: 36411 | eff(%): 3.386 | loglstar: -inf < -925.884 < inf | logz: -942.677 +/- 0.399 | dlogz: 428.053 > 0.109
iter: 1234 | bound: 11 | nc: 38 | ncall: 36449 | eff(%): 3.386 | loglstar: -inf < -925.017 < inf | logz: -941.744 +/- 0.398 | dlogz: 426.957 > 0.109
iter: 1235 | bound: 11 | nc: 38 | ncall: 36487 | eff(%): 3.385 | loglstar: -inf < -923.167 < inf | logz: -940.330 +/- 0.402 | dlogz: 426.015 > 0.109
iter: 1236 | bound: 11 | nc: 38 | ncall: 36525 | eff(%): 3.384 | loglstar: -inf < -923.158 < inf | logz: -939.497 +/- 0.398 | dlogz: 424.591 > 0.109
iter: 1237 | bound: 11 | nc: 38 | ncall: 36563 | eff(%): 3.383 | loglstar: -inf < -922.672 < inf | logz: -938.944 +/- 0.394 | dlogz: 423.748 > 0.109
iter: 1238 | bound: 11 | nc: 38 | ncall: 36601 | eff(%): 3.382 | loglstar: -inf < -921.847 < inf | logz: -938.327 +/- 0.393 | dlogz: 423.185 > 0.109
iter: 1239 | bound: 11 | nc: 38 | ncall: 36639 | eff(%): 3.382 | loglstar: -inf < -921.553 < inf | logz: -937.771 +/- 0.392 | dlogz: 422.557 > 0.109
iter: 1240 | bound: 11 | nc: 38 | ncall: 36677 | eff(%): 3.381 | loglstar: -inf < -921.261 < inf | logz: -937.323 +/- 0.390 | dlogz: 421.992 > 0.109
iter: 1241 | bound: 11 | nc: 38 | ncall: 36715 | eff(%): 3.380 | loglstar: -inf < -915.347 < inf | logz: -932.979 +/- 0.417 | dlogz: 421.534 > 0.109
iter: 1242 | bound: 11 | nc: 38 | ncall: 36753 | eff(%): 3.379 | loglstar: -inf < -914.199 < inf | logz: -931.360 +/- 0.407 | dlogz: 417.180 > 0.109
iter: 1243 | bound: 11 | nc: 38 | ncall: 36791 | eff(%): 3.379 | loglstar: -inf < -912.335 < inf | logz: -929.657 +/- 0.407 | dlogz: 415.551 > 0.109
iter: 1244 | bound: 11 | nc: 38 | ncall: 36829 | eff(%): 3.378 | loglstar: -inf < -912.112 < inf | logz: -928.710 +/- 0.401 | dlogz: 413.838 > 0.109
iter: 1245 | bound: 11 | nc: 38 | ncall: 36867 | eff(%): 3.377 | loglstar: -inf < -911.448 < inf | logz: -928.022 +/- 0.397 | dlogz: 412.881 > 0.109
iter: 1246 | bound: 11 | nc: 38 | ncall: 36905 | eff(%): 3.376 | loglstar: -inf < -908.666 < inf | logz: -926.138 +/- 0.408 | dlogz: 412.183 > 0.109
iter: 1247 | bound: 11 | nc: 38 | ncall: 36943 | eff(%): 3.375 | loglstar: -inf < -907.896 < inf | logz: -924.886 +/- 0.403 | dlogz: 410.289 > 0.109
iter: 1248 | bound: 11 | nc: 38 | ncall: 36981 | eff(%): 3.375 | loglstar: -inf < -905.961 < inf | logz: -923.311 +/- 0.406 | dlogz: 409.027 > 0.109
iter: 1249 | bound: 11 | nc: 38 | ncall: 37019 | eff(%): 3.374 | loglstar: -inf < -905.665 < inf | logz: -922.352 +/- 0.401 | dlogz: 407.442 > 0.109
iter: 1250 | bound: 11 | nc: 38 | ncall: 37057 | eff(%): 3.373 | loglstar: -inf < -905.626 < inf | logz: -921.814 +/- 0.397 | dlogz: 406.474 > 0.109
iter: 1251 | bound: 11 | nc: 38 | ncall: 37095 | eff(%): 3.372 | loglstar: -inf < -904.692 < inf | logz: -921.257 +/- 0.395 | dlogz: 405.925 > 0.109
iter: 1252 | bound: 11 | nc: 38 | ncall: 37133 | eff(%): 3.372 | loglstar: -inf < -904.244 < inf | logz: -920.681 +/- 0.394 | dlogz: 405.358 > 0.109
iter: 1253 | bound: 11 | nc: 38 | ncall: 37171 | eff(%): 3.371 | loglstar: -inf < -902.207 < inf | logz: -919.489 +/- 0.401 | dlogz: 404.772 > 0.109
iter: 1254 | bound: 11 | nc: 38 | ncall: 37209 | eff(%): 3.370 | loglstar: -inf < -900.337 < inf | logz: -917.773 +/- 0.407 | dlogz: 403.571 > 0.109
iter: 1255 | bound: 11 | nc: 38 | ncall: 37247 | eff(%): 3.369 | loglstar: -inf < -900.307 < inf | logz: -916.885 +/- 0.401 | dlogz: 401.844 > 0.109
iter: 1256 | bound: 11 | nc: 38 | ncall: 37285 | eff(%): 3.369 | loglstar: -inf < -899.143 < inf | logz: -916.078 +/- 0.400 | dlogz: 400.947 > 0.109
iter: 1257 | bound: 11 | nc: 38 | ncall: 37323 | eff(%): 3.368 | loglstar: -inf < -898.723 < inf | logz: -915.358 +/- 0.398 | dlogz: 400.129 > 0.109
iter: 1258 | bound: 11 | nc: 38 | ncall: 37361 | eff(%): 3.367 | loglstar: -inf < -898.691 < inf | logz: -914.873 +/- 0.395 | dlogz: 399.399 > 0.109
iter: 1259 | bound: 11 | nc: 38 | ncall: 37399 | eff(%): 3.366 | loglstar: -inf < -898.354 < inf | logz: -914.492 +/- 0.393 | dlogz: 398.905 > 0.109
iter: 1260 | bound: 11 | nc: 38 | ncall: 37437 | eff(%): 3.366 | loglstar: -inf < -897.684 < inf | logz: -914.060 +/- 0.392 | dlogz: 398.514 > 0.109
iter: 1261 | bound: 11 | nc: 38 | ncall: 37475 | eff(%): 3.365 | loglstar: -inf < -897.441 < inf | logz: -913.640 +/- 0.391 | dlogz: 398.072 > 0.109
iter: 1262 | bound: 11 | nc: 38 | ncall: 37513 | eff(%): 3.364 | loglstar: -inf < -897.144 < inf | logz: -913.270 +/- 0.390 | dlogz: 397.641 > 0.109
iter: 1263 | bound: 11 | nc: 38 | ncall: 37551 | eff(%): 3.363 | loglstar: -inf < -895.840 < inf | logz: -912.670 +/- 0.393 | dlogz: 397.262 > 0.109
iter: 1264 | bound: 11 | nc: 38 | ncall: 37589 | eff(%): 3.363 | loglstar: -inf < -895.756 < inf | logz: -912.120 +/- 0.393 | dlogz: 396.652 > 0.109
iter: 1265 | bound: 11 | nc: 38 | ncall: 37627 | eff(%): 3.362 | loglstar: -inf < -895.407 < inf | logz: -911.696 +/- 0.392 | dlogz: 396.092 > 0.109
iter: 1266 | bound: 11 | nc: 38 | ncall: 37665 | eff(%): 3.361 | loglstar: -inf < -893.902 < inf | logz: -910.953 +/- 0.396 | dlogz: 395.658 > 0.109
iter: 1267 | bound: 11 | nc: 38 | ncall: 37703 | eff(%): 3.360 | loglstar: -inf < -893.610 < inf | logz: -910.263 +/- 0.396 | dlogz: 394.905 > 0.109
iter: 1268 | bound: 11 | nc: 38 | ncall: 37741 | eff(%): 3.360 | loglstar: -inf < -893.432 < inf | logz: -909.780 +/- 0.394 | dlogz: 394.205 > 0.109
iter: 1269 | bound: 11 | nc: 38 | ncall: 37779 | eff(%): 3.359 | loglstar: -inf < -890.604 < inf | logz: -908.233 +/- 0.408 | dlogz: 393.712 > 0.109
iter: 1270 | bound: 11 | nc: 38 | ncall: 37817 | eff(%): 3.358 | loglstar: -inf < -889.904 < inf | logz: -907.065 +/- 0.405 | dlogz: 392.156 > 0.109
iter: 1271 | bound: 11 | nc: 38 | ncall: 37855 | eff(%): 3.358 | loglstar: -inf < -888.241 < inf | logz: -905.714 +/- 0.407 | dlogz: 390.977 > 0.109
iter: 1272 | bound: 11 | nc: 38 | ncall: 37893 | eff(%): 3.357 | loglstar: -inf < -887.893 < inf | logz: -904.801 +/- 0.403 | dlogz: 389.616 > 0.109
iter: 1273 | bound: 11 | nc: 38 | ncall: 37931 | eff(%): 3.356 | loglstar: -inf < -886.497 < inf | logz: -903.790 +/- 0.403 | dlogz: 388.694 > 0.109
iter: 1274 | bound: 11 | nc: 38 | ncall: 37969 | eff(%): 3.355 | loglstar: -inf < -882.782 < inf | logz: -900.688 +/- 0.418 | dlogz: 387.672 > 0.109
iter: 1275 | bound: 11 | nc: 38 | ncall: 38007 | eff(%): 3.355 | loglstar: -inf < -880.191 < inf | logz: -898.032 +/- 0.416 | dlogz: 384.560 > 0.109
iter: 1276 | bound: 11 | nc: 38 | ncall: 38045 | eff(%): 3.354 | loglstar: -inf < -880.113 < inf | logz: -897.009 +/- 0.407 | dlogz: 381.895 > 0.109
iter: 1277 | bound: 11 | nc: 38 | ncall: 38083 | eff(%): 3.353 | loglstar: -inf < -879.263 < inf | logz: -896.267 +/- 0.403 | dlogz: 380.861 > 0.109
iter: 1278 | bound: 11 | nc: 38 | ncall: 38121 | eff(%): 3.352 | loglstar: -inf < -879.034 < inf | logz: -895.668 +/- 0.400 | dlogz: 380.109 > 0.109
iter: 1279 | bound: 11 | nc: 38 | ncall: 38159 | eff(%): 3.352 | loglstar: -inf < -877.357 < inf | logz: -894.720 +/- 0.403 | dlogz: 379.500 > 0.109
iter: 1280 | bound: 11 | nc: 38 | ncall: 38197 | eff(%): 3.351 | loglstar: -inf < -876.877 < inf | logz: -893.872 +/- 0.401 | dlogz: 378.543 > 0.109
iter: 1281 | bound: 11 | nc: 38 | ncall: 38235 | eff(%): 3.350 | loglstar: -inf < -875.684 < inf | logz: -892.955 +/- 0.402 | dlogz: 377.685 > 0.109
iter: 1282 | bound: 11 | nc: 38 | ncall: 38273 | eff(%): 3.350 | loglstar: -inf < -875.581 < inf | logz: -892.281 +/- 0.400 | dlogz: 376.758 > 0.109
iter: 1283 | bound: 11 | nc: 38 | ncall: 38311 | eff(%): 3.349 | loglstar: -inf < -874.848 < inf | logz: -891.701 +/- 0.399 | dlogz: 376.074 > 0.109
iter: 1284 | bound: 11 | nc: 38 | ncall: 38349 | eff(%): 3.348 | loglstar: -inf < -873.352 < inf | logz: -890.742 +/- 0.402 | dlogz: 375.484 > 0.109
iter: 1285 | bound: 11 | nc: 38 | ncall: 38387 | eff(%): 3.347 | loglstar: -inf < -873.241 < inf | logz: -890.021 +/- 0.401 | dlogz: 374.515 > 0.109
iter: 1286 | bound: 11 | nc: 38 | ncall: 38425 | eff(%): 3.347 | loglstar: -inf < -872.134 < inf | logz: -889.288 +/- 0.401 | dlogz: 373.784 > 0.109
iter: 1287 | bound: 11 | nc: 38 | ncall: 38463 | eff(%): 3.346 | loglstar: -inf < -870.926 < inf | logz: -888.303 +/- 0.403 | dlogz: 373.041 > 0.109
iter: 1288 | bound: 11 | nc: 38 | ncall: 38501 | eff(%): 3.345 | loglstar: -inf < -870.734 < inf | logz: -887.581 +/- 0.401 | dlogz: 372.046 > 0.109
iter: 1289 | bound: 11 | nc: 38 | ncall: 38539 | eff(%): 3.345 | loglstar: -inf < -870.062 < inf | logz: -886.980 +/- 0.400 | dlogz: 371.315 > 0.109
iter: 1290 | bound: 11 | nc: 38 | ncall: 38577 | eff(%): 3.344 | loglstar: -inf < -869.234 < inf | logz: -886.300 +/- 0.400 | dlogz: 370.703 > 0.109
iter: 1291 | bound: 11 | nc: 38 | ncall: 38615 | eff(%): 3.343 | loglstar: -inf < -869.112 < inf | logz: -885.755 +/- 0.398 | dlogz: 370.013 > 0.109
iter: 1292 | bound: 11 | nc: 38 | ncall: 38653 | eff(%): 3.343 | loglstar: -inf < -869.077 < inf | logz: -885.384 +/- 0.396 | dlogz: 369.459 > 0.109
iter: 1293 | bound: 11 | nc: 38 | ncall: 38691 | eff(%): 3.342 | loglstar: -inf < -866.852 < inf | logz: -884.429 +/- 0.403 | dlogz: 369.078 > 0.109
iter: 1294 | bound: 11 | nc: 38 | ncall: 38729 | eff(%): 3.341 | loglstar: -inf < -863.077 < inf | logz: -881.189 +/- 0.421 | dlogz: 368.112 > 0.109
iter: 1295 | bound: 11 | nc: 38 | ncall: 38767 | eff(%): 3.340 | loglstar: -inf < -859.801 < inf | logz: -877.911 +/- 0.421 | dlogz: 364.862 > 0.109
iter: 1296 | bound: 11 | nc: 38 | ncall: 38805 | eff(%): 3.340 | loglstar: -inf < -858.172 < inf | logz: -876.024 +/- 0.415 | dlogz: 361.574 > 0.109
iter: 1297 | bound: 11 | nc: 38 | ncall: 38843 | eff(%): 3.339 | loglstar: -inf < -857.357 < inf | logz: -874.833 +/- 0.409 | dlogz: 359.677 > 0.109
iter: 1298 | bound: 11 | nc: 38 | ncall: 38881 | eff(%): 3.338 | loglstar: -inf < -856.837 < inf | logz: -874.008 +/- 0.405 | dlogz: 358.477 > 0.109
iter: 1299 | bound: 11 | nc: 38 | ncall: 38919 | eff(%): 3.338 | loglstar: -inf < -856.738 < inf | logz: -873.458 +/- 0.402 | dlogz: 357.642 > 0.109
iter: 1300 | bound: 11 | nc: 38 | ncall: 38957 | eff(%): 3.337 | loglstar: -inf < -856.146 < inf | logz: -872.977 +/- 0.400 | dlogz: 357.082 > 0.109
iter: 1301 | bound: 11 | nc: 38 | ncall: 38995 | eff(%): 3.336 | loglstar: -inf < -855.565 < inf | logz: -872.459 +/- 0.399 | dlogz: 356.591 > 0.109
iter: 1302 | bound: 11 | nc: 38 | ncall: 39033 | eff(%): 3.336 | loglstar: -inf < -854.918 < inf | logz: -871.902 +/- 0.399 | dlogz: 356.063 > 0.109
iter: 1303 | bound: 11 | nc: 38 | ncall: 39071 | eff(%): 3.335 | loglstar: -inf < -854.681 < inf | logz: -871.413 +/- 0.398 | dlogz: 355.496 > 0.109
iter: 1304 | bound: 11 | nc: 38 | ncall: 39109 | eff(%): 3.334 | loglstar: -inf < -854.263 < inf | logz: -870.982 +/- 0.397 | dlogz: 354.997 > 0.109
iter: 1305 | bound: 11 | nc: 38 | ncall: 39147 | eff(%): 3.334 | loglstar: -inf < -852.692 < inf | logz: -870.187 +/- 0.401 | dlogz: 354.556 > 0.109
iter: 1306 | bound: 11 | nc: 38 | ncall: 39185 | eff(%): 3.333 | loglstar: -inf < -852.326 < inf | logz: -869.446 +/- 0.402 | dlogz: 353.751 > 0.109
iter: 1307 | bound: 11 | nc: 38 | ncall: 39223 | eff(%): 3.332 | loglstar: -inf < -852.019 < inf | logz: -868.903 +/- 0.400 | dlogz: 353.001 > 0.109
iter: 1308 | bound: 11 | nc: 38 | ncall: 39261 | eff(%): 3.332 | loglstar: -inf < -850.962 < inf | logz: -868.247 +/- 0.401 | dlogz: 352.447 > 0.109
iter: 1309 | bound: 11 | nc: 38 | ncall: 39299 | eff(%): 3.331 | loglstar: -inf < -850.797 < inf | logz: -867.675 +/- 0.400 | dlogz: 351.781 > 0.109
iter: 1310 | bound: 12 | nc: 38 | ncall: 39337 | eff(%): 3.330 | loglstar: -inf < -850.256 < inf | logz: -867.185 +/- 0.399 | dlogz: 351.200 > 0.109
iter: 1311 | bound: 12 | nc: 38 | ncall: 39375 | eff(%): 3.330 | loglstar: -inf < -849.880 < inf | logz: -866.717 +/- 0.398 | dlogz: 350.699 > 0.109
iter: 1312 | bound: 12 | nc: 38 | ncall: 39413 | eff(%): 3.329 | loglstar: -inf < -849.663 < inf | logz: -866.317 +/- 0.397 | dlogz: 350.221 > 0.109
iter: 1313 | bound: 12 | nc: 38 | ncall: 39451 | eff(%): 3.328 | loglstar: -inf < -848.598 < inf | logz: -865.783 +/- 0.398 | dlogz: 349.811 > 0.109
iter: 1314 | bound: 12 | nc: 38 | ncall: 39489 | eff(%): 3.328 | loglstar: -inf < -848.402 < inf | logz: -865.267 +/- 0.398 | dlogz: 349.268 > 0.109
iter: 1315 | bound: 12 | nc: 38 | ncall: 39527 | eff(%): 3.327 | loglstar: -inf < -847.499 < inf | logz: -864.702 +/- 0.399 | dlogz: 348.742 > 0.109
iter: 1316 | bound: 12 | nc: 38 | ncall: 39565 | eff(%): 3.326 | loglstar: -inf < -845.326 < inf | logz: -863.322 +/- 0.411 | dlogz: 348.167 > 0.109
iter: 1317 | bound: 12 | nc: 38 | ncall: 39603 | eff(%): 3.326 | loglstar: -inf < -843.781 < inf | logz: -861.757 +/- 0.413 | dlogz: 346.777 > 0.109
iter: 1318 | bound: 12 | nc: 38 | ncall: 39641 | eff(%): 3.325 | loglstar: -inf < -842.533 < inf | logz: -860.398 +/- 0.412 | dlogz: 345.201 > 0.109
iter: 1319 | bound: 12 | nc: 38 | ncall: 39679 | eff(%): 3.324 | loglstar: -inf < -842.043 < inf | logz: -859.479 +/- 0.409 | dlogz: 343.832 > 0.109
iter: 1320 | bound: 12 | nc: 38 | ncall: 39717 | eff(%): 3.324 | loglstar: -inf < -841.505 < inf | logz: -858.786 +/- 0.406 | dlogz: 342.904 > 0.109
iter: 1321 | bound: 12 | nc: 38 | ncall: 39755 | eff(%): 3.323 | loglstar: -inf < -840.323 < inf | logz: -857.939 +/- 0.406 | dlogz: 342.201 > 0.109
iter: 1322 | bound: 12 | nc: 38 | ncall: 39793 | eff(%): 3.322 | loglstar: -inf < -839.879 < inf | logz: -857.194 +/- 0.405 | dlogz: 341.344 > 0.109
iter: 1323 | bound: 12 | nc: 38 | ncall: 39831 | eff(%): 3.322 | loglstar: -inf < -839.299 < inf | logz: -856.560 +/- 0.404 | dlogz: 340.588 > 0.109
iter: 1324 | bound: 12 | nc: 38 | ncall: 39869 | eff(%): 3.321 | loglstar: -inf < -835.425 < inf | logz: -853.811 +/- 0.423 | dlogz: 339.945 > 0.109
iter: 1325 | bound: 12 | nc: 38 | ncall: 39907 | eff(%): 3.320 | loglstar: -inf < -834.625 < inf | logz: -852.443 +/- 0.415 | dlogz: 337.186 > 0.109
iter: 1326 | bound: 12 | nc: 38 | ncall: 39945 | eff(%): 3.320 | loglstar: -inf < -832.403 < inf | logz: -850.618 +/- 0.418 | dlogz: 335.809 > 0.109
iter: 1327 | bound: 12 | nc: 38 | ncall: 39983 | eff(%): 3.319 | loglstar: -inf < -831.633 < inf | logz: -849.404 +/- 0.413 | dlogz: 333.973 > 0.109
iter: 1328 | bound: 12 | nc: 38 | ncall: 40021 | eff(%): 3.318 | loglstar: -inf < -830.711 < inf | logz: -848.421 +/- 0.410 | dlogz: 332.749 > 0.109
iter: 1329 | bound: 12 | nc: 38 | ncall: 40059 | eff(%): 3.318 | loglstar: -inf < -830.322 < inf | logz: -847.680 +/- 0.407 | dlogz: 331.756 > 0.109
iter: 1330 | bound: 12 | nc: 38 | ncall: 40097 | eff(%): 3.317 | loglstar: -inf < -829.062 < inf | logz: -846.806 +/- 0.408 | dlogz: 331.005 > 0.109
iter: 1331 | bound: 12 | nc: 38 | ncall: 40135 | eff(%): 3.316 | loglstar: -inf < -828.182 < inf | logz: -845.876 +/- 0.408 | dlogz: 330.121 > 0.109
iter: 1332 | bound: 12 | nc: 38 | ncall: 40173 | eff(%): 3.316 | loglstar: -inf < -827.928 < inf | logz: -845.198 +/- 0.406 | dlogz: 329.182 > 0.109
iter: 1333 | bound: 12 | nc: 38 | ncall: 40211 | eff(%): 3.315 | loglstar: -inf < -826.785 < inf | logz: -844.439 +/- 0.407 | dlogz: 328.494 > 0.109
iter: 1334 | bound: 12 | nc: 38 | ncall: 40249 | eff(%): 3.314 | loglstar: -inf < -825.769 < inf | logz: -843.522 +/- 0.408 | dlogz: 327.725 > 0.109
iter: 1335 | bound: 12 | nc: 38 | ncall: 40287 | eff(%): 3.314 | loglstar: -inf < -825.187 < inf | logz: -842.726 +/- 0.407 | dlogz: 326.798 > 0.109
iter: 1336 | bound: 12 | nc: 38 | ncall: 40325 | eff(%): 3.313 | loglstar: -inf < -824.411 < inf | logz: -841.981 +/- 0.407 | dlogz: 325.992 > 0.109
iter: 1337 | bound: 12 | nc: 38 | ncall: 40363 | eff(%): 3.312 | loglstar: -inf < -824.171 < inf | logz: -841.389 +/- 0.405 | dlogz: 325.237 > 0.109
iter: 1338 | bound: 12 | nc: 38 | ncall: 40401 | eff(%): 3.312 | loglstar: -inf < -823.691 < inf | logz: -840.889 +/- 0.404 | dlogz: 324.634 > 0.109
iter: 1339 | bound: 12 | nc: 38 | ncall: 40439 | eff(%): 3.311 | loglstar: -inf < -823.487 < inf | logz: -840.460 +/- 0.402 | dlogz: 324.125 > 0.109
iter: 1340 | bound: 12 | nc: 38 | ncall: 40477 | eff(%): 3.311 | loglstar: -inf < -822.677 < inf | logz: -839.979 +/- 0.402 | dlogz: 323.686 > 0.109
iter: 1341 | bound: 12 | nc: 38 | ncall: 40515 | eff(%): 3.310 | loglstar: -inf < -821.177 < inf | logz: -839.089 +/- 0.407 | dlogz: 323.195 > 0.109
iter: 1342 | bound: 12 | nc: 38 | ncall: 40553 | eff(%): 3.309 | loglstar: -inf < -821.027 < inf | logz: -838.381 +/- 0.406 | dlogz: 322.295 > 0.109
iter: 1343 | bound: 12 | nc: 38 | ncall: 40591 | eff(%): 3.309 | loglstar: -inf < -820.804 < inf | logz: -837.906 +/- 0.404 | dlogz: 321.577 > 0.109
iter: 1344 | bound: 12 | nc: 38 | ncall: 40629 | eff(%): 3.308 | loglstar: -inf < -819.509 < inf | logz: -837.229 +/- 0.406 | dlogz: 321.092 > 0.109
iter: 1345 | bound: 12 | nc: 38 | ncall: 40667 | eff(%): 3.307 | loglstar: -inf < -818.266 < inf | logz: -836.233 +/- 0.410 | dlogz: 320.405 > 0.109
iter: 1346 | bound: 12 | nc: 38 | ncall: 40705 | eff(%): 3.307 | loglstar: -inf < -818.216 < inf | logz: -835.543 +/- 0.408 | dlogz: 319.400 > 0.109
iter: 1347 | bound: 12 | nc: 38 | ncall: 40743 | eff(%): 3.306 | loglstar: -inf < -817.109 < inf | logz: -834.841 +/- 0.408 | dlogz: 318.700 > 0.109
iter: 1348 | bound: 12 | nc: 38 | ncall: 40781 | eff(%): 3.305 | loglstar: -inf < -817.013 < inf | logz: -834.260 +/- 0.406 | dlogz: 317.987 > 0.109
iter: 1349 | bound: 12 | nc: 38 | ncall: 40819 | eff(%): 3.305 | loglstar: -inf < -816.802 < inf | logz: -833.847 +/- 0.404 | dlogz: 317.396 > 0.109
iter: 1350 | bound: 12 | nc: 38 | ncall: 40857 | eff(%): 3.304 | loglstar: -inf < -815.915 < inf | logz: -833.356 +/- 0.404 | dlogz: 316.973 > 0.109
iter: 1351 | bound: 12 | nc: 38 | ncall: 40895 | eff(%): 3.304 | loglstar: -inf < -815.315 < inf | logz: -832.786 +/- 0.404 | dlogz: 316.472 > 0.109
iter: 1352 | bound: 12 | nc: 38 | ncall: 40933 | eff(%): 3.303 | loglstar: -inf < -814.877 < inf | logz: -832.251 +/- 0.404 | dlogz: 315.892 > 0.109
iter: 1353 | bound: 12 | nc: 38 | ncall: 40971 | eff(%): 3.302 | loglstar: -inf < -814.714 < inf | logz: -831.817 +/- 0.403 | dlogz: 315.347 > 0.109
iter: 1354 | bound: 12 | nc: 38 | ncall: 41009 | eff(%): 3.302 | loglstar: -inf < -814.579 < inf | logz: -831.478 +/- 0.402 | dlogz: 314.903 > 0.109
iter: 1355 | bound: 12 | nc: 38 | ncall: 41047 | eff(%): 3.301 | loglstar: -inf < -813.054 < inf | logz: -830.862 +/- 0.405 | dlogz: 314.554 > 0.109
iter: 1356 | bound: 12 | nc: 38 | ncall: 41085 | eff(%): 3.300 | loglstar: -inf < -812.179 < inf | logz: -830.042 +/- 0.408 | dlogz: 313.929 > 0.109
iter: 1357 | bound: 12 | nc: 38 | ncall: 41123 | eff(%): 3.300 | loglstar: -inf < -811.683 < inf | logz: -829.332 +/- 0.408 | dlogz: 313.098 > 0.109
iter: 1358 | bound: 12 | nc: 38 | ncall: 41161 | eff(%): 3.299 | loglstar: -inf < -811.272 < inf | logz: -828.753 +/- 0.407 | dlogz: 312.379 > 0.109
iter: 1359 | bound: 12 | nc: 38 | ncall: 41199 | eff(%): 3.299 | loglstar: -inf < -809.614 < inf | logz: -827.784 +/- 0.411 | dlogz: 311.790 > 0.109
iter: 1360 | bound: 12 | nc: 38 | ncall: 41237 | eff(%): 3.298 | loglstar: -inf < -809.333 < inf | logz: -826.996 +/- 0.410 | dlogz: 310.811 > 0.109
iter: 1361 | bound: 12 | nc: 38 | ncall: 41275 | eff(%): 3.297 | loglstar: -inf < -809.328 < inf | logz: -826.515 +/- 0.408 | dlogz: 310.013 > 0.109
iter: 1362 | bound: 12 | nc: 38 | ncall: 41313 | eff(%): 3.297 | loglstar: -inf < -809.143 < inf | logz: -826.167 +/- 0.405 | dlogz: 309.522 > 0.109
iter: 1363 | bound: 12 | nc: 38 | ncall: 41351 | eff(%): 3.296 | loglstar: -inf < -808.473 < inf | logz: -825.781 +/- 0.404 | dlogz: 309.163 > 0.109
iter: 1364 | bound: 12 | nc: 38 | ncall: 41389 | eff(%): 3.296 | loglstar: -inf < -808.323 < inf | logz: -825.408 +/- 0.403 | dlogz: 308.768 > 0.109
iter: 1365 | bound: 12 | nc: 38 | ncall: 41427 | eff(%): 3.295 | loglstar: -inf < -807.205 < inf | logz: -824.893 +/- 0.404 | dlogz: 308.385 > 0.109
iter: 1366 | bound: 12 | nc: 38 | ncall: 41465 | eff(%): 3.294 | loglstar: -inf < -806.238 < inf | logz: -824.156 +/- 0.407 | dlogz: 307.860 > 0.109
iter: 1367 | bound: 12 | nc: 38 | ncall: 41503 | eff(%): 3.294 | loglstar: -inf < -804.822 < inf | logz: -823.086 +/- 0.413 | dlogz: 307.113 > 0.109
iter: 1368 | bound: 12 | nc: 38 | ncall: 41541 | eff(%): 3.293 | loglstar: -inf < -804.638 < inf | logz: -822.319 +/- 0.411 | dlogz: 306.033 > 0.109
iter: 1369 | bound: 12 | nc: 38 | ncall: 41579 | eff(%): 3.293 | loglstar: -inf < -802.016 < inf | logz: -820.656 +/- 0.421 | dlogz: 305.256 > 0.109
iter: 1370 | bound: 12 | nc: 38 | ncall: 41617 | eff(%): 3.292 | loglstar: -inf < -801.704 < inf | logz: -819.638 +/- 0.416 | dlogz: 303.584 > 0.109
iter: 1371 | bound: 12 | nc: 38 | ncall: 41655 | eff(%): 3.291 | loglstar: -inf < -801.271 < inf | logz: -818.981 +/- 0.412 | dlogz: 302.555 > 0.109
iter: 1372 | bound: 12 | nc: 38 | ncall: 41693 | eff(%): 3.291 | loglstar: -inf < -800.668 < inf | logz: -818.384 +/- 0.410 | dlogz: 301.888 > 0.109
iter: 1373 | bound: 12 | nc: 38 | ncall: 41731 | eff(%): 3.290 | loglstar: -inf < -800.476 < inf | logz: -817.891 +/- 0.408 | dlogz: 301.281 > 0.109
iter: 1374 | bound: 12 | nc: 38 | ncall: 41769 | eff(%): 3.290 | loglstar: -inf < -799.638 < inf | logz: -817.361 +/- 0.408 | dlogz: 300.778 > 0.109
iter: 1375 | bound: 12 | nc: 38 | ncall: 41807 | eff(%): 3.289 | loglstar: -inf < -798.326 < inf | logz: -816.511 +/- 0.411 | dlogz: 300.239 > 0.109
iter: 1376 | bound: 12 | nc: 38 | ncall: 41845 | eff(%): 3.288 | loglstar: -inf < -797.810 < inf | logz: -815.725 +/- 0.411 | dlogz: 299.379 > 0.109
iter: 1377 | bound: 12 | nc: 38 | ncall: 41883 | eff(%): 3.288 | loglstar: -inf < -797.583 < inf | logz: -815.159 +/- 0.410 | dlogz: 298.582 > 0.109
iter: 1378 | bound: 12 | nc: 38 | ncall: 41921 | eff(%): 3.287 | loglstar: -inf < -797.375 < inf | logz: -814.733 +/- 0.408 | dlogz: 298.007 > 0.109
iter: 1379 | bound: 12 | nc: 38 | ncall: 41959 | eff(%): 3.287 | loglstar: -inf < -796.790 < inf | logz: -814.308 +/- 0.407 | dlogz: 297.571 > 0.109
iter: 1380 | bound: 12 | nc: 38 | ncall: 41997 | eff(%): 3.286 | loglstar: -inf < -795.545 < inf | logz: -813.622 +/- 0.409 | dlogz: 297.135 > 0.109
iter: 1381 | bound: 12 | nc: 38 | ncall: 42035 | eff(%): 3.285 | loglstar: -inf < -793.652 < inf | logz: -812.257 +/- 0.418 | dlogz: 296.440 > 0.109
iter: 1382 | bound: 12 | nc: 38 | ncall: 42073 | eff(%): 3.285 | loglstar: -inf < -793.003 < inf | logz: -811.204 +/- 0.416 | dlogz: 295.065 > 0.109
iter: 1383 | bound: 12 | nc: 38 | ncall: 42111 | eff(%): 3.284 | loglstar: -inf < -792.970 < inf | logz: -810.583 +/- 0.413 | dlogz: 294.002 > 0.109
iter: 1384 | bound: 12 | nc: 38 | ncall: 42149 | eff(%): 3.284 | loglstar: -inf < -791.937 < inf | logz: -809.948 +/- 0.412 | dlogz: 293.371 > 0.109
iter: 1385 | bound: 12 | nc: 38 | ncall: 42187 | eff(%): 3.283 | loglstar: -inf < -791.868 < inf | logz: -809.411 +/- 0.410 | dlogz: 292.726 > 0.109
iter: 1386 | bound: 12 | nc: 38 | ncall: 42225 | eff(%): 3.282 | loglstar: -inf < -790.111 < inf | logz: -808.516 +/- 0.414 | dlogz: 292.179 > 0.109
iter: 1387 | bound: 12 | nc: 38 | ncall: 42263 | eff(%): 3.282 | loglstar: -inf < -789.898 < inf | logz: -807.766 +/- 0.413 | dlogz: 371.443 > 0.109
iter: 1388 | bound: 12 | nc: 38 | ncall: 42301 | eff(%): 3.281 | loglstar: -inf < -789.125 < inf | logz: -807.117 +/- 0.412 | dlogz: 370.683 > 0.109
iter: 1389 | bound: 12 | nc: 38 | ncall: 42339 | eff(%): 3.281 | loglstar: -inf < -788.616 < inf | logz: -806.495 +/- 0.411 | dlogz: 370.023 > 0.109
iter: 1390 | bound: 12 | nc: 38 | ncall: 42377 | eff(%): 3.280 | loglstar: -inf < -788.052 < inf | logz: -805.913 +/- 0.410 | dlogz: 369.392 > 0.109
iter: 1391 | bound: 12 | nc: 38 | ncall: 42415 | eff(%): 3.280 | loglstar: -inf < -787.934 < inf | logz: -805.448 +/- 0.409 | dlogz: 368.800 > 0.109
iter: 1392 | bound: 12 | nc: 38 | ncall: 42453 | eff(%): 3.279 | loglstar: -inf < -787.144 < inf | logz: -804.963 +/- 0.409 | dlogz: 368.325 > 0.109
iter: 1393 | bound: 12 | nc: 38 | ncall: 42491 | eff(%): 3.278 | loglstar: -inf < -786.589 < inf | logz: -804.423 +/- 0.409 | dlogz: 367.830 > 0.109
iter: 1394 | bound: 12 | nc: 38 | ncall: 42529 | eff(%): 3.278 | loglstar: -inf < -786.519 < inf | logz: -803.988 +/- 0.408 | dlogz: 367.279 > 0.109
iter: 1395 | bound: 12 | nc: 38 | ncall: 42567 | eff(%): 3.277 | loglstar: -inf < -785.754 < inf | logz: -803.537 +/- 0.408 | dlogz: 366.835 > 0.109
iter: 1396 | bound: 12 | nc: 38 | ncall: 42605 | eff(%): 3.277 | loglstar: -inf < -782.127 < inf | logz: -801.190 +/- 0.429 | dlogz: 366.374 > 0.109
iter: 1397 | bound: 12 | nc: 38 | ncall: 42643 | eff(%): 3.276 | loglstar: -inf < -780.692 < inf | logz: -799.479 +/- 0.425 | dlogz: 364.017 > 0.109
iter: 1398 | bound: 12 | nc: 38 | ncall: 42681 | eff(%): 3.275 | loglstar: -inf < -779.947 < inf | logz: -798.369 +/- 0.420 | dlogz: 362.296 > 0.109
iter: 1399 | bound: 12 | nc: 38 | ncall: 42719 | eff(%): 3.275 | loglstar: -inf < -779.943 < inf | logz: -797.726 +/- 0.416 | dlogz: 361.176 > 0.109
iter: 1400 | bound: 12 | nc: 38 | ncall: 42757 | eff(%): 3.274 | loglstar: -inf < -779.930 < inf | logz: -797.338 +/- 0.413 | dlogz: 360.523 > 0.109
iter: 1401 | bound: 12 | nc: 38 | ncall: 42795 | eff(%): 3.274 | loglstar: -inf < -777.738 < inf | logz: -796.385 +/- 0.417 | dlogz: 360.125 > 0.109
iter: 1402 | bound: 12 | nc: 38 | ncall: 42833 | eff(%): 3.273 | loglstar: -inf < -776.968 < inf | logz: -795.381 +/- 0.418 | dlogz: 359.162 > 0.109
iter: 1403 | bound: 12 | nc: 38 | ncall: 42871 | eff(%): 3.273 | loglstar: -inf < -776.674 < inf | logz: -794.685 +/- 0.415 | dlogz: 358.148 > 0.109
iter: 1404 | bound: 12 | nc: 38 | ncall: 42909 | eff(%): 3.272 | loglstar: -inf < -776.513 < inf | logz: -794.204 +/- 0.413 | dlogz: 357.443 > 0.109
iter: 1405 | bound: 12 | nc: 38 | ncall: 42947 | eff(%): 3.271 | loglstar: -inf < -776.332 < inf | logz: -793.833 +/- 0.410 | dlogz: 356.951 > 0.109
iter: 1406 | bound: 12 | nc: 38 | ncall: 42985 | eff(%): 3.271 | loglstar: -inf < -776.185 < inf | logz: -793.525 +/- 0.409 | dlogz: 356.571 > 0.109
iter: 1407 | bound: 12 | nc: 38 | ncall: 43023 | eff(%): 3.270 | loglstar: -inf < -775.094 < inf | logz: -793.080 +/- 0.409 | dlogz: 356.252 > 0.109
iter: 1408 | bound: 13 | nc: 38 | ncall: 43061 | eff(%): 3.270 | loglstar: -inf < -770.393 < inf | logz: -789.660 +/- 0.435 | dlogz: 355.797 > 0.109
iter: 1409 | bound: 13 | nc: 38 | ncall: 43099 | eff(%): 3.269 | loglstar: -inf < -768.502 < inf | logz: -787.551 +/- 0.429 | dlogz: 352.367 > 0.109
iter: 1410 | bound: 13 | nc: 38 | ncall: 43137 | eff(%): 3.269 | loglstar: -inf < -766.797 < inf | logz: -785.774 +/- 0.427 | dlogz: 350.249 > 0.109
iter: 1411 | bound: 13 | nc: 38 | ncall: 43175 | eff(%): 3.268 | loglstar: -inf < -766.797 < inf | logz: -784.896 +/- 0.421 | dlogz: 348.462 > 0.109
iter: 1412 | bound: 14 | nc: 38 | ncall: 43213 | eff(%): 3.268 | loglstar: -inf < -766.438 < inf | logz: -784.367 +/- 0.417 | dlogz: 347.574 > 0.109
iter: 1413 | bound: 14 | nc: 38 | ncall: 43251 | eff(%): 3.267 | loglstar: -inf < -766.394 < inf | logz: -783.969 +/- 0.414 | dlogz: 347.035 > 0.109
iter: 1414 | bound: 14 | nc: 38 | ncall: 43289 | eff(%): 3.266 | loglstar: -inf < -766.038 < inf | logz: -783.630 +/- 0.411 | dlogz: 353.890 > 0.109
iter: 1415 | bound: 14 | nc: 38 | ncall: 43327 | eff(%): 3.266 | loglstar: -inf < -764.103 < inf | logz: -782.786 +/- 0.416 | dlogz: 353.541 > 0.109
iter: 1416 | bound: 14 | nc: 38 | ncall: 43365 | eff(%): 3.265 | loglstar: -inf < -763.311 < inf | logz: -781.837 +/- 0.418 | dlogz: 352.687 > 0.109
iter: 1417 | bound: 14 | nc: 38 | ncall: 43403 | eff(%): 3.265 | loglstar: -inf < -762.724 < inf | logz: -781.063 +/- 0.417 | dlogz: 351.728 > 0.109
iter: 1418 | bound: 14 | nc: 38 | ncall: 43441 | eff(%): 3.264 | loglstar: -inf < -762.648 < inf | logz: -780.524 +/- 0.415 | dlogz: 350.944 > 0.109
iter: 1419 | bound: 14 | nc: 38 | ncall: 43479 | eff(%): 3.264 | loglstar: -inf < -760.358 < inf | logz: -779.323 +/- 0.422 | dlogz: 350.396 > 0.109
iter: 1420 | bound: 14 | nc: 38 | ncall: 43517 | eff(%): 3.263 | loglstar: -inf < -757.406 < inf | logz: -776.708 +/- 0.433 | dlogz: 349.184 > 0.109
iter: 1421 | bound: 14 | nc: 38 | ncall: 43555 | eff(%): 3.263 | loglstar: -inf < -757.170 < inf | logz: -775.617 +/- 0.424 | dlogz: 346.559 > 0.109
iter: 1422 | bound: 14 | nc: 38 | ncall: 43593 | eff(%): 3.262 | loglstar: -inf < -756.724 < inf | logz: -774.954 +/- 0.420 | dlogz: 345.459 > 0.109
iter: 1423 | bound: 14 | nc: 38 | ncall: 43631 | eff(%): 3.261 | loglstar: -inf < -756.137 < inf | logz: -774.356 +/- 0.417 | dlogz: 344.786 > 0.109
iter: 1424 | bound: 14 | nc: 38 | ncall: 43669 | eff(%): 3.261 | loglstar: -inf < -755.892 < inf | logz: -773.853 +/- 0.415 | dlogz: 344.177 > 0.109
iter: 1425 | bound: 14 | nc: 38 | ncall: 43707 | eff(%): 3.260 | loglstar: -inf < -753.917 < inf | logz: -772.824 +/- 0.420 | dlogz: 343.665 > 0.109
iter: 1426 | bound: 14 | nc: 38 | ncall: 43745 | eff(%): 3.260 | loglstar: -inf < -753.688 < inf | logz: -772.008 +/- 0.419 | dlogz: 342.626 > 0.109
iter: 1427 | bound: 14 | nc: 38 | ncall: 43783 | eff(%): 3.259 | loglstar: -inf < -753.478 < inf | logz: -771.485 +/- 0.416 | dlogz: 341.800 > 0.109
iter: 1428 | bound: 14 | nc: 38 | ncall: 43821 | eff(%): 3.259 | loglstar: -inf < -753.026 < inf | logz: -771.032 +/- 0.414 | dlogz: 341.267 > 0.109
iter: 1429 | bound: 14 | nc: 38 | ncall: 43859 | eff(%): 3.258 | loglstar: -inf < -752.509 < inf | logz: -770.568 +/- 0.413 | dlogz: 340.804 > 0.109
iter: 1430 | bound: 14 | nc: 38 | ncall: 43897 | eff(%): 3.258 | loglstar: -inf < -751.346 < inf | logz: -769.892 +/- 0.415 | dlogz: 340.330 > 0.109
iter: 1431 | bound: 14 | nc: 38 | ncall: 43935 | eff(%): 3.257 | loglstar: -inf < -749.777 < inf | logz: -768.744 +/- 0.421 | dlogz: 339.644 > 0.109
iter: 1432 | bound: 14 | nc: 38 | ncall: 43973 | eff(%): 3.257 | loglstar: -inf < -749.334 < inf | logz: -767.856 +/- 0.420 | dlogz: 338.486 > 0.109
iter: 1433 | bound: 14 | nc: 38 | ncall: 44011 | eff(%): 3.256 | loglstar: -inf < -749.137 < inf | logz: -767.275 +/- 0.418 | dlogz: 337.588 > 0.109
iter: 1434 | bound: 14 | nc: 38 | ncall: 44049 | eff(%): 3.255 | loglstar: -inf < -747.264 < inf | logz: -766.247 +/- 0.422 | dlogz: 336.998 > 0.109
iter: 1435 | bound: 14 | nc: 38 | ncall: 44087 | eff(%): 3.255 | loglstar: -inf < -747.230 < inf | logz: -765.495 +/- 0.420 | dlogz: 335.959 > 0.109
iter: 1436 | bound: 14 | nc: 38 | ncall: 44125 | eff(%): 3.254 | loglstar: -inf < -746.669 < inf | logz: -764.945 +/- 0.417 | dlogz: 335.197 > 0.109
iter: 1437 | bound: 14 | nc: 38 | ncall: 44163 | eff(%): 3.254 | loglstar: -inf < -746.377 < inf | logz: -764.460 +/- 0.416 | dlogz: 334.638 > 0.109
iter: 1438 | bound: 14 | nc: 38 | ncall: 44201 | eff(%): 3.253 | loglstar: -inf < -743.217 < inf | logz: -762.612 +/- 0.430 | dlogz: 334.143 > 0.109
iter: 1439 | bound: 14 | nc: 38 | ncall: 44239 | eff(%): 3.253 | loglstar: -inf < -742.794 < inf | logz: -761.506 +/- 0.425 | dlogz: 332.285 > 0.109
iter: 1440 | bound: 14 | nc: 38 | ncall: 44277 | eff(%): 3.252 | loglstar: -inf < -741.111 < inf | logz: -760.238 +/- 0.426 | dlogz: 331.169 > 0.109
iter: 1441 | bound: 14 | nc: 38 | ncall: 44315 | eff(%): 3.252 | loglstar: -inf < -740.947 < inf | logz: -759.402 +/- 0.422 | dlogz: 329.891 > 0.109
iter: 1442 | bound: 14 | nc: 38 | ncall: 44353 | eff(%): 3.251 | loglstar: -inf < -740.889 < inf | logz: -758.917 +/- 0.419 | dlogz: 329.045 > 0.109
iter: 1443 | bound: 14 | nc: 38 | ncall: 44391 | eff(%): 3.251 | loglstar: -inf < -739.544 < inf | logz: -758.250 +/- 0.419 | dlogz: 328.550 > 0.109
iter: 1444 | bound: 14 | nc: 38 | ncall: 44429 | eff(%): 3.250 | loglstar: -inf < -738.853 < inf | logz: -757.487 +/- 0.419 | dlogz: 327.873 > 0.109
iter: 1445 | bound: 14 | nc: 38 | ncall: 44467 | eff(%): 3.250 | loglstar: -inf < -738.096 < inf | logz: -756.743 +/- 0.419 | dlogz: 327.100 > 0.109
iter: 1446 | bound: 14 | nc: 38 | ncall: 44505 | eff(%): 3.249 | loglstar: -inf < -737.630 < inf | logz: -756.093 +/- 0.418 | dlogz: 326.346 > 0.109
iter: 1447 | bound: 14 | nc: 38 | ncall: 44543 | eff(%): 3.249 | loglstar: -inf < -737.618 < inf | logz: -755.632 +/- 0.416 | dlogz: 325.686 > 0.109
iter: 1448 | bound: 14 | nc: 38 | ncall: 44581 | eff(%): 3.248 | loglstar: -inf < -736.296 < inf | logz: -755.004 +/- 0.418 | dlogz: 325.215 > 0.109
iter: 1449 | bound: 14 | nc: 38 | ncall: 44619 | eff(%): 3.247 | loglstar: -inf < -735.054 < inf | logz: -754.038 +/- 0.421 | dlogz: 324.577 > 0.109
iter: 1450 | bound: 14 | nc: 38 | ncall: 44657 | eff(%): 3.247 | loglstar: -inf < -734.732 < inf | logz: -753.281 +/- 0.420 | dlogz: 323.602 > 0.109
iter: 1451 | bound: 14 | nc: 38 | ncall: 44695 | eff(%): 3.246 | loglstar: -inf < -734.544 < inf | logz: -752.767 +/- 0.418 | dlogz: 322.835 > 0.109
iter: 1452 | bound: 14 | nc: 38 | ncall: 44733 | eff(%): 3.246 | loglstar: -inf < -732.229 < inf | logz: -751.536 +/- 0.426 | dlogz: 322.310 > 0.109
iter: 1453 | bound: 14 | nc: 38 | ncall: 44771 | eff(%): 3.245 | loglstar: -inf < -732.218 < inf | logz: -750.711 +/- 0.423 | dlogz: 321.070 > 0.109
iter: 1454 | bound: 14 | nc: 38 | ncall: 44809 | eff(%): 3.245 | loglstar: -inf < -730.881 < inf | logz: -749.859 +/- 0.423 | dlogz: 320.234 > 0.109
iter: 1455 | bound: 14 | nc: 38 | ncall: 44847 | eff(%): 3.244 | loglstar: -inf < -730.166 < inf | logz: -748.996 +/- 0.422 | dlogz: 319.372 > 0.109
iter: 1456 | bound: 14 | nc: 38 | ncall: 44885 | eff(%): 3.244 | loglstar: -inf < -730.086 < inf | logz: -748.408 +/- 0.420 | dlogz: 318.500 > 0.109
iter: 1457 | bound: 14 | nc: 38 | ncall: 44923 | eff(%): 3.243 | loglstar: -inf < -729.409 < inf | logz: -747.890 +/- 0.419 | dlogz: 317.902 > 0.109
iter: 1458 | bound: 14 | nc: 38 | ncall: 44961 | eff(%): 3.243 | loglstar: -inf < -729.113 < inf | logz: -747.406 +/- 0.417 | dlogz: 317.374 > 0.109
iter: 1459 | bound: 14 | nc: 38 | ncall: 44999 | eff(%): 3.242 | loglstar: -inf < -729.082 < inf | logz: -747.039 +/- 0.416 | dlogz: 316.880 > 0.109
iter: 1460 | bound: 14 | nc: 38 | ncall: 45037 | eff(%): 3.242 | loglstar: -inf < -727.546 < inf | logz: -746.413 +/- 0.418 | dlogz: 316.503 > 0.109
iter: 1461 | bound: 14 | nc: 38 | ncall: 45075 | eff(%): 3.241 | loglstar: -inf < -727.290 < inf | logz: -745.788 +/- 0.418 | dlogz: 315.867 > 0.109
iter: 1462 | bound: 14 | nc: 38 | ncall: 45113 | eff(%): 3.241 | loglstar: -inf < -725.980 < inf | logz: -744.990 +/- 0.421 | dlogz: 315.232 > 0.109
iter: 1463 | bound: 14 | nc: 38 | ncall: 45151 | eff(%): 3.240 | loglstar: -inf < -725.693 < inf | logz: -744.297 +/- 0.420 | dlogz: 314.424 > 0.109
iter: 1464 | bound: 14 | nc: 38 | ncall: 45189 | eff(%): 3.240 | loglstar: -inf < -724.912 < inf | logz: -743.654 +/- 0.420 | dlogz: 313.721 > 0.109
iter: 1465 | bound: 14 | nc: 38 | ncall: 45227 | eff(%): 3.239 | loglstar: -inf < -724.220 < inf | logz: -742.979 +/- 0.420 | dlogz: 313.068 > 0.109
iter: 1466 | bound: 14 | nc: 38 | ncall: 45265 | eff(%): 3.239 | loglstar: -inf < -723.535 < inf | logz: -742.303 +/- 0.420 | dlogz: 312.383 > 0.109
iter: 1467 | bound: 14 | nc: 38 | ncall: 45303 | eff(%): 3.238 | loglstar: -inf < -722.888 < inf | logz: -741.640 +/- 0.420 | dlogz: 311.697 > 0.109
iter: 1468 | bound: 14 | nc: 38 | ncall: 45341 | eff(%): 3.238 | loglstar: -inf < -722.303 < inf | logz: -741.008 +/- 0.420 | dlogz: 311.024 > 0.109
iter: 1469 | bound: 14 | nc: 38 | ncall: 45379 | eff(%): 3.237 | loglstar: -inf < -720.898 < inf | logz: -740.087 +/- 0.424 | dlogz: 310.382 > 0.109
iter: 1470 | bound: 14 | nc: 38 | ncall: 45417 | eff(%): 3.237 | loglstar: -inf < -720.689 < inf | logz: -739.360 +/- 0.422 | dlogz: 309.451 > 0.109
iter: 1471 | bound: 14 | nc: 38 | ncall: 45455 | eff(%): 3.236 | loglstar: -inf < -720.515 < inf | logz: -738.879 +/- 0.420 | dlogz: 308.715 > 0.109
iter: 1472 | bound: 14 | nc: 38 | ncall: 45493 | eff(%): 3.236 | loglstar: -inf < -717.041 < inf | logz: -736.820 +/- 0.436 | dlogz: 308.223 > 0.109
iter: 1473 | bound: 14 | nc: 38 | ncall: 45531 | eff(%): 3.235 | loglstar: -inf < -716.606 < inf | logz: -735.679 +/- 0.430 | dlogz: 306.155 > 0.109
iter: 1474 | bound: 14 | nc: 38 | ncall: 45569 | eff(%): 3.235 | loglstar: -inf < -716.141 < inf | logz: -734.956 +/- 0.426 | dlogz: 305.003 > 0.109
iter: 1475 | bound: 14 | nc: 38 | ncall: 45607 | eff(%): 3.234 | loglstar: -inf < -714.363 < inf | logz: -733.803 +/- 0.429 | dlogz: 304.270 > 0.109
iter: 1476 | bound: 14 | nc: 38 | ncall: 45645 | eff(%): 3.234 | loglstar: -inf < -712.723 < inf | logz: -732.284 +/- 0.432 | dlogz: 303.108 > 0.109
iter: 1477 | bound: 14 | nc: 38 | ncall: 45683 | eff(%): 3.233 | loglstar: -inf < -712.330 < inf | logz: -731.326 +/- 0.428 | dlogz: 301.579 > 0.109
iter: 1478 | bound: 14 | nc: 38 | ncall: 45721 | eff(%): 3.233 | loglstar: -inf < -711.295 < inf | logz: -730.455 +/- 0.426 | dlogz: 300.611 > 0.109
iter: 1479 | bound: 14 | nc: 38 | ncall: 45759 | eff(%): 3.232 | loglstar: -inf < -711.139 < inf | logz: -729.802 +/- 0.424 | dlogz: 299.730 > 0.109
iter: 1480 | bound: 14 | nc: 38 | ncall: 45797 | eff(%): 3.232 | loglstar: -inf < -710.907 < inf | logz: -729.346 +/- 0.421 | dlogz: 299.067 > 0.109
iter: 1481 | bound: 14 | nc: 38 | ncall: 45835 | eff(%): 3.231 | loglstar: -inf < -710.452 < inf | logz: -728.926 +/- 0.420 | dlogz: 298.600 > 0.109
iter: 1482 | bound: 14 | nc: 38 | ncall: 45873 | eff(%): 3.231 | loglstar: -inf < -710.060 < inf | logz: -728.511 +/- 0.419 | dlogz: 298.171 > 0.109
iter: 1483 | bound: 14 | nc: 38 | ncall: 45911 | eff(%): 3.230 | loglstar: -inf < -708.567 < inf | logz: -727.771 +/- 0.422 | dlogz: 297.745 > 0.109
iter: 1484 | bound: 14 | nc: 38 | ncall: 45949 | eff(%): 3.230 | loglstar: -inf < -707.672 < inf | logz: -726.872 +/- 0.425 | dlogz: 296.996 > 0.109
iter: 1485 | bound: 14 | nc: 38 | ncall: 45987 | eff(%): 3.229 | loglstar: -inf < -706.088 < inf | logz: -725.634 +/- 0.429 | dlogz: 296.087 > 0.109
iter: 1486 | bound: 14 | nc: 38 | ncall: 46025 | eff(%): 3.229 | loglstar: -inf < -705.526 < inf | logz: -724.676 +/- 0.428 | dlogz: 294.839 > 0.109
iter: 1487 | bound: 14 | nc: 38 | ncall: 46063 | eff(%): 3.228 | loglstar: -inf < -704.409 < inf | logz: -723.730 +/- 0.428 | dlogz: 293.871 > 0.109
iter: 1488 | bound: 14 | nc: 38 | ncall: 46101 | eff(%): 3.228 | loglstar: -inf < -704.345 < inf | logz: -723.066 +/- 0.425 | dlogz: 292.915 > 0.109
iter: 1489 | bound: 14 | nc: 38 | ncall: 46139 | eff(%): 3.227 | loglstar: -inf < -703.269 < inf | logz: -722.385 +/- 0.425 | dlogz: 292.241 > 0.109
iter: 1490 | bound: 14 | nc: 38 | ncall: 46177 | eff(%): 3.227 | loglstar: -inf < -702.888 < inf | logz: -721.744 +/- 0.423 | dlogz: 291.550 > 0.109
iter: 1491 | bound: 14 | nc: 38 | ncall: 46215 | eff(%): 3.226 | loglstar: -inf < -701.596 < inf | logz: -720.915 +/- 0.426 | dlogz: 290.900 > 0.109
iter: 1492 | bound: 14 | nc: 38 | ncall: 46253 | eff(%): 3.226 | loglstar: -inf < -701.357 < inf | logz: -720.225 +/- 0.424 | dlogz: 290.061 > 0.109
iter: 1493 | bound: 14 | nc: 38 | ncall: 46291 | eff(%): 3.225 | loglstar: -inf < -701.153 < inf | logz: -719.746 +/- 0.422 | dlogz: 289.361 > 0.109
iter: 1494 | bound: 14 | nc: 38 | ncall: 46329 | eff(%): 3.225 | loglstar: -inf < -700.740 < inf | logz: -719.326 +/- 0.421 | dlogz: 288.872 > 0.109
iter: 1495 | bound: 14 | nc: 38 | ncall: 46367 | eff(%): 3.224 | loglstar: -inf < -700.201 < inf | logz: -718.885 +/- 0.420 | dlogz: 288.442 > 0.109
iter: 1496 | bound: 14 | nc: 38 | ncall: 46405 | eff(%): 3.224 | loglstar: -inf < -698.297 < inf | logz: -717.885 +/- 0.427 | dlogz: 287.991 > 0.109
iter: 1497 | bound: 14 | nc: 38 | ncall: 46443 | eff(%): 3.223 | loglstar: -inf < -697.851 < inf | logz: -717.011 +/- 0.427 | dlogz: 286.981 > 0.109
iter: 1498 | bound: 14 | nc: 38 | ncall: 46481 | eff(%): 3.223 | loglstar: -inf < -697.385 < inf | logz: -716.363 +/- 0.425 | dlogz: 286.097 > 0.109
iter: 1499 | bound: 14 | nc: 38 | ncall: 46519 | eff(%): 3.222 | loglstar: -inf < -697.347 < inf | logz: -715.898 +/- 0.423 | dlogz: 285.438 > 0.109
iter: 1500 | bound: 14 | nc: 38 | ncall: 46557 | eff(%): 3.222 | loglstar: -inf < -696.994 < inf | logz: -715.523 +/- 0.421 | dlogz: 284.964 > 0.109
iter: 1501 | bound: 14 | nc: 38 | ncall: 46595 | eff(%): 3.221 | loglstar: -inf < -696.309 < inf | logz: -715.090 +/- 0.421 | dlogz: 284.579 > 0.109
iter: 1502 | bound: 14 | nc: 38 | ncall: 46633 | eff(%): 3.221 | loglstar: -inf < -695.016 < inf | logz: -714.360 +/- 0.424 | dlogz: 284.136 > 0.109
iter: 1503 | bound: 14 | nc: 38 | ncall: 46671 | eff(%): 3.220 | loglstar: -inf < -694.787 < inf | logz: -713.714 +/- 0.424 | dlogz: 283.396 > 0.109
iter: 1504 | bound: 14 | nc: 38 | ncall: 46709 | eff(%): 3.220 | loglstar: -inf < -693.427 < inf | logz: -712.888 +/- 0.427 | dlogz: 282.740 > 0.109
iter: 1505 | bound: 14 | nc: 38 | ncall: 46747 | eff(%): 3.219 | loglstar: -inf < -693.234 < inf | logz: -712.204 +/- 0.426 | dlogz: 281.904 > 0.109
iter: 1506 | bound: 14 | nc: 38 | ncall: 46785 | eff(%): 3.219 | loglstar: -inf < -691.699 < inf | logz: -711.282 +/- 0.429 | dlogz: 281.210 > 0.109
iter: 1507 | bound: 14 | nc: 38 | ncall: 46823 | eff(%): 3.219 | loglstar: -inf < -690.747 < inf | logz: -710.266 +/- 0.430 | dlogz: 280.278 > 0.109
iter: 1508 | bound: 14 | nc: 38 | ncall: 46861 | eff(%): 3.218 | loglstar: -inf < -690.618 < inf | logz: -709.586 +/- 0.427 | dlogz: 279.252 > 0.109
iter: 1509 | bound: 14 | nc: 38 | ncall: 46899 | eff(%): 3.218 | loglstar: -inf < -690.611 < inf | logz: -709.165 +/- 0.425 | dlogz: 278.562 > 0.109
iter: 1510 | bound: 14 | nc: 38 | ncall: 46937 | eff(%): 3.217 | loglstar: -inf < -690.342 < inf | logz: -708.834 +/- 0.422 | dlogz: 278.132 > 0.109
iter: 1511 | bound: 15 | nc: 38 | ncall: 46975 | eff(%): 3.217 | loglstar: -inf < -690.325 < inf | logz: -708.556 +/- 0.421 | dlogz: 277.790 > 0.109
iter: 1512 | bound: 15 | nc: 38 | ncall: 47013 | eff(%): 3.216 | loglstar: -inf < -689.862 < inf | logz: -708.284 +/- 0.419 | dlogz: 277.503 > 0.109
iter: 1513 | bound: 15 | nc: 38 | ncall: 47051 | eff(%): 3.216 | loglstar: -inf < -688.233 < inf | logz: -707.651 +/- 0.423 | dlogz: 277.220 > 0.109
iter: 1514 | bound: 15 | nc: 38 | ncall: 47089 | eff(%): 3.215 | loglstar: -inf < -686.670 < inf | logz: -706.475 +/- 0.431 | dlogz: 276.577 > 0.109
iter: 1515 | bound: 15 | nc: 38 | ncall: 47127 | eff(%): 3.215 | loglstar: -inf < -686.467 < inf | logz: -705.660 +/- 0.429 | dlogz: 275.391 > 0.109
iter: 1516 | bound: 15 | nc: 38 | ncall: 47165 | eff(%): 3.214 | loglstar: -inf < -685.304 < inf | logz: -704.838 +/- 0.429 | dlogz: 274.566 > 0.109
iter: 1517 | bound: 15 | nc: 38 | ncall: 47203 | eff(%): 3.214 | loglstar: -inf < -685.083 < inf | logz: -704.169 +/- 0.428 | dlogz: 273.734 > 0.109
iter: 1518 | bound: 15 | nc: 38 | ncall: 47241 | eff(%): 3.213 | loglstar: -inf < -684.597 < inf | logz: -703.637 +/- 0.426 | dlogz: 273.056 > 0.109
iter: 1519 | bound: 15 | nc: 38 | ncall: 47279 | eff(%): 3.213 | loglstar: -inf < -684.267 < inf | logz: -703.164 +/- 0.425 | dlogz: 272.514 > 0.109
iter: 1520 | bound: 15 | nc: 38 | ncall: 47317 | eff(%): 3.212 | loglstar: -inf < -683.096 < inf | logz: -702.513 +/- 0.426 | dlogz: 272.030 > 0.109
iter: 1521 | bound: 15 | nc: 38 | ncall: 47355 | eff(%): 3.212 | loglstar: -inf < -682.621 < inf | logz: -701.848 +/- 0.426 | dlogz: 271.369 > 0.109
iter: 1522 | bound: 15 | nc: 38 | ncall: 47393 | eff(%): 3.211 | loglstar: -inf < -681.812 < inf | logz: -701.174 +/- 0.427 | dlogz: 270.695 > 0.109
iter: 1523 | bound: 15 | nc: 38 | ncall: 47431 | eff(%): 3.211 | loglstar: -inf < -681.593 < inf | logz: -700.613 +/- 0.426 | dlogz: 270.011 > 0.109
iter: 1524 | bound: 15 | nc: 38 | ncall: 47469 | eff(%): 3.211 | loglstar: -inf < -681.337 < inf | logz: -700.180 +/- 0.424 | dlogz: 269.440 > 0.109
iter: 1525 | bound: 15 | nc: 38 | ncall: 47507 | eff(%): 3.210 | loglstar: -inf < -680.450 < inf | logz: -699.667 +/- 0.424 | dlogz: 268.997 > 0.109
iter: 1526 | bound: 15 | nc: 38 | ncall: 47545 | eff(%): 3.210 | loglstar: -inf < -680.135 < inf | logz: -699.155 +/- 0.424 | dlogz: 268.474 > 0.109
iter: 1527 | bound: 15 | nc: 38 | ncall: 47583 | eff(%): 3.209 | loglstar: -inf < -680.030 < inf | logz: -698.761 +/- 0.423 | dlogz: 267.952 > 0.109
iter: 1528 | bound: 15 | nc: 38 | ncall: 47621 | eff(%): 3.209 | loglstar: -inf < -676.821 < inf | logz: -697.079 +/- 0.439 | dlogz: 267.548 > 0.109
iter: 1529 | bound: 15 | nc: 38 | ncall: 47659 | eff(%): 3.208 | loglstar: -inf < -676.219 < inf | logz: -695.919 +/- 0.435 | dlogz: 265.856 > 0.109
iter: 1530 | bound: 15 | nc: 38 | ncall: 47697 | eff(%): 3.208 | loglstar: -inf < -675.710 < inf | logz: -695.145 +/- 0.432 | dlogz: 264.687 > 0.109
iter: 1531 | bound: 15 | nc: 38 | ncall: 47735 | eff(%): 3.207 | loglstar: -inf < -675.421 < inf | logz: -694.569 +/- 0.429 | dlogz: 263.902 > 0.109
iter: 1532 | bound: 15 | nc: 38 | ncall: 47773 | eff(%): 3.207 | loglstar: -inf < -675.364 < inf | logz: -694.157 +/- 0.427 | dlogz: 263.317 > 0.109
iter: 1533 | bound: 15 | nc: 38 | ncall: 47811 | eff(%): 3.206 | loglstar: -inf < -674.555 < inf | logz: -693.713 +/- 0.426 | dlogz: 262.894 > 0.109
iter: 1534 | bound: 15 | nc: 38 | ncall: 47849 | eff(%): 3.206 | loglstar: -inf < -673.795 < inf | logz: -693.142 +/- 0.426 | dlogz: 262.441 > 0.109
iter: 1535 | bound: 15 | nc: 38 | ncall: 47887 | eff(%): 3.205 | loglstar: -inf < -673.428 < inf | logz: -692.602 +/- 0.426 | dlogz: 261.860 > 0.109
iter: 1536 | bound: 15 | nc: 38 | ncall: 47925 | eff(%): 3.205 | loglstar: -inf < -672.237 < inf | logz: -691.885 +/- 0.428 | dlogz: 261.309 > 0.109
iter: 1537 | bound: 15 | nc: 38 | ncall: 47963 | eff(%): 3.205 | loglstar: -inf < -671.591 < inf | logz: -691.129 +/- 0.429 | dlogz: 260.582 > 0.109
iter: 1538 | bound: 15 | nc: 38 | ncall: 48001 | eff(%): 3.204 | loglstar: -inf < -670.544 < inf | logz: -690.284 +/- 0.431 | dlogz: 259.816 > 0.109
iter: 1539 | bound: 15 | nc: 38 | ncall: 48039 | eff(%): 3.204 | loglstar: -inf < -670.058 < inf | logz: -689.544 +/- 0.430 | dlogz: 258.962 > 0.109
iter: 1540 | bound: 15 | nc: 38 | ncall: 48077 | eff(%): 3.203 | loglstar: -inf < -668.522 < inf | logz: -688.510 +/- 0.434 | dlogz: 258.211 > 0.109
iter: 1541 | bound: 15 | nc: 38 | ncall: 48115 | eff(%): 3.203 | loglstar: -inf < -666.690 < inf | logz: -686.941 +/- 0.439 | dlogz: 257.168 > 0.109
iter: 1542 | bound: 15 | nc: 38 | ncall: 48153 | eff(%): 3.202 | loglstar: -inf < -665.030 < inf | logz: -685.286 +/- 0.441 | dlogz: 255.588 > 0.109
iter: 1543 | bound: 15 | nc: 38 | ncall: 48191 | eff(%): 3.202 | loglstar: -inf < -664.552 < inf | logz: -684.272 +/- 0.436 | dlogz: 253.924 > 0.109
iter: 1544 | bound: 15 | nc: 38 | ncall: 48229 | eff(%): 3.201 | loglstar: -inf < -664.068 < inf | logz: -683.568 +/- 0.433 | dlogz: 252.900 > 0.109
iter: 1545 | bound: 15 | nc: 38 | ncall: 48267 | eff(%): 3.201 | loglstar: -inf < -664.055 < inf | logz: -683.084 +/- 0.430 | dlogz: 252.186 > 0.109
iter: 1546 | bound: 15 | nc: 38 | ncall: 48305 | eff(%): 3.200 | loglstar: -inf < -663.910 < inf | logz: -682.738 +/- 0.428 | dlogz: 251.692 > 0.109
iter: 1547 | bound: 15 | nc: 38 | ncall: 48343 | eff(%): 3.200 | loglstar: -inf < -663.219 < inf | logz: -682.357 +/- 0.426 | dlogz: 251.336 > 0.109
iter: 1548 | bound: 15 | nc: 38 | ncall: 48381 | eff(%): 3.200 | loglstar: -inf < -662.685 < inf | logz: -681.908 +/- 0.426 | dlogz: 250.945 > 0.109
iter: 1549 | bound: 15 | nc: 38 | ncall: 48419 | eff(%): 3.199 | loglstar: -inf < -662.550 < inf | logz: -681.514 +/- 0.425 | dlogz: 250.487 > 0.109
iter: 1550 | bound: 15 | nc: 38 | ncall: 48457 | eff(%): 3.199 | loglstar: -inf < -662.540 < inf | logz: -681.216 +/- 0.424 | dlogz: 250.082 > 0.109
iter: 1551 | bound: 15 | nc: 38 | ncall: 48495 | eff(%): 3.198 | loglstar: -inf < -661.653 < inf | logz: -680.853 +/- 0.424 | dlogz: 249.775 > 0.109
iter: 1552 | bound: 15 | nc: 38 | ncall: 48533 | eff(%): 3.198 | loglstar: -inf < -660.136 < inf | logz: -680.069 +/- 0.429 | dlogz: 249.401 > 0.109
iter: 1553 | bound: 15 | nc: 38 | ncall: 48571 | eff(%): 3.197 | loglstar: -inf < -659.119 < inf | logz: -679.091 +/- 0.433 | dlogz: 248.608 > 0.109
iter: 1554 | bound: 15 | nc: 38 | ncall: 48609 | eff(%): 3.197 | loglstar: -inf < -659.027 < inf | logz: -678.422 +/- 0.432 | dlogz: 247.619 > 0.109
iter: 1555 | bound: 15 | nc: 38 | ncall: 48647 | eff(%): 3.196 | loglstar: -inf < -658.272 < inf | logz: -677.841 +/- 0.431 | dlogz: 246.941 > 0.109
iter: 1556 | bound: 15 | nc: 38 | ncall: 48685 | eff(%): 3.196 | loglstar: -inf < -657.735 < inf | logz: -677.250 +/- 0.430 | dlogz: 246.349 > 0.109
iter: 1557 | bound: 15 | nc: 38 | ncall: 48723 | eff(%): 3.196 | loglstar: -inf < -657.166 < inf | logz: -676.678 +/- 0.430 | dlogz: 245.748 > 0.109
iter: 1558 | bound: 15 | nc: 38 | ncall: 48761 | eff(%): 3.195 | loglstar: -inf < -657.110 < inf | logz: -676.229 +/- 0.428 | dlogz: 245.167 > 0.109
iter: 1559 | bound: 15 | nc: 38 | ncall: 48799 | eff(%): 3.195 | loglstar: -inf < -654.560 < inf | logz: -674.965 +/- 0.438 | dlogz: 244.708 > 0.109
iter: 1560 | bound: 15 | nc: 38 | ncall: 48837 | eff(%): 3.194 | loglstar: -inf < -652.894 < inf | logz: -673.327 +/- 0.442 | dlogz: 243.433 > 0.109
iter: 1561 | bound: 15 | nc: 38 | ncall: 48875 | eff(%): 3.194 | loglstar: -inf < -652.249 < inf | logz: -672.245 +/- 0.438 | dlogz: 241.786 > 0.109
iter: 1562 | bound: 15 | nc: 38 | ncall: 48913 | eff(%): 3.193 | loglstar: -inf < -651.744 < inf | logz: -671.484 +/- 0.435 | dlogz: 240.694 > 0.109
iter: 1563 | bound: 15 | nc: 38 | ncall: 48951 | eff(%): 3.193 | loglstar: -inf < -647.517 < inf | logz: -668.312 +/- 0.451 | dlogz: 239.923 > 0.109
iter: 1564 | bound: 15 | nc: 38 | ncall: 48989 | eff(%): 3.193 | loglstar: -inf < -646.665 < inf | logz: -666.894 +/- 0.443 | dlogz: 236.740 > 0.109
iter: 1565 | bound: 15 | nc: 38 | ncall: 49027 | eff(%): 3.192 | loglstar: -inf < -646.303 < inf | logz: -666.069 +/- 0.438 | dlogz: 235.313 > 0.109
iter: 1566 | bound: 15 | nc: 38 | ncall: 49065 | eff(%): 3.192 | loglstar: -inf < -646.149 < inf | logz: -665.533 +/- 0.434 | dlogz: 234.478 > 0.109
iter: 1567 | bound: 16 | nc: 38 | ncall: 49103 | eff(%): 3.191 | loglstar: -inf < -645.558 < inf | logz: -665.049 +/- 0.432 | dlogz: 233.932 > 0.109
iter: 1568 | bound: 16 | nc: 38 | ncall: 49141 | eff(%): 3.191 | loglstar: -inf < -644.372 < inf | logz: -664.335 +/- 0.433 | dlogz: 233.439 > 0.109
iter: 1569 | bound: 16 | nc: 38 | ncall: 49179 | eff(%): 3.190 | loglstar: -inf < -642.667 < inf | logz: -663.077 +/- 0.439 | dlogz: 232.714 > 0.109
iter: 1570 | bound: 16 | nc: 38 | ncall: 49217 | eff(%): 3.190 | loglstar: -inf < -641.685 < inf | logz: -661.914 +/- 0.439 | dlogz: 231.446 > 0.109
iter: 1571 | bound: 16 | nc: 38 | ncall: 49255 | eff(%): 3.190 | loglstar: -inf < -641.441 < inf | logz: -661.159 +/- 0.436 | dlogz: 230.273 > 0.109
iter: 1572 | bound: 16 | nc: 38 | ncall: 49293 | eff(%): 3.189 | loglstar: -inf < -640.780 < inf | logz: -660.536 +/- 0.434 | dlogz: 229.508 > 0.109
iter: 1573 | bound: 16 | nc: 38 | ncall: 49331 | eff(%): 3.189 | loglstar: -inf < -640.700 < inf | logz: -660.047 +/- 0.432 | dlogz: 228.875 > 0.109
iter: 1574 | bound: 16 | nc: 38 | ncall: 49369 | eff(%): 3.188 | loglstar: -inf < -640.285 < inf | logz: -659.641 +/- 0.430 | dlogz: 228.376 > 0.109
iter: 1575 | bound: 16 | nc: 38 | ncall: 49407 | eff(%): 3.188 | loglstar: -inf < -639.204 < inf | logz: -659.062 +/- 0.431 | dlogz: 227.961 > 0.109
iter: 1576 | bound: 16 | nc: 38 | ncall: 49445 | eff(%): 3.187 | loglstar: -inf < -638.855 < inf | logz: -658.482 +/- 0.431 | dlogz: 227.371 > 0.109
iter: 1577 | bound: 16 | nc: 38 | ncall: 49483 | eff(%): 3.187 | loglstar: -inf < -635.934 < inf | logz: -656.691 +/- 0.445 | dlogz: 226.781 > 0.109
iter: 1578 | bound: 16 | nc: 38 | ncall: 49521 | eff(%): 3.187 | loglstar: -inf < -635.570 < inf | logz: -655.622 +/- 0.440 | dlogz: 224.980 > 0.109
iter: 1579 | bound: 16 | nc: 38 | ncall: 49559 | eff(%): 3.186 | loglstar: -inf < -635.514 < inf | logz: -655.041 +/- 0.436 | dlogz: 223.902 > 0.109
iter: 1580 | bound: 16 | nc: 38 | ncall: 49597 | eff(%): 3.186 | loglstar: -inf < -634.780 < inf | logz: -654.515 +/- 0.434 | dlogz: 223.310 > 0.109
iter: 1581 | bound: 16 | nc: 38 | ncall: 49635 | eff(%): 3.185 | loglstar: -inf < -634.344 < inf | logz: -653.986 +/- 0.433 | dlogz: 222.775 > 0.109
iter: 1582 | bound: 16 | nc: 38 | ncall: 49673 | eff(%): 3.185 | loglstar: -inf < -633.232 < inf | logz: -653.294 +/- 0.434 | dlogz: 222.236 > 0.109
iter: 1583 | bound: 16 | nc: 38 | ncall: 49711 | eff(%): 3.184 | loglstar: -inf < -632.918 < inf | logz: -652.662 +/- 0.433 | dlogz: 221.534 > 0.109
iter: 1584 | bound: 16 | nc: 38 | ncall: 49749 | eff(%): 3.184 | loglstar: -inf < -632.656 < inf | logz: -652.182 +/- 0.432 | dlogz: 220.892 > 0.109
iter: 1585 | bound: 16 | nc: 38 | ncall: 49787 | eff(%): 3.184 | loglstar: -inf < -632.367 < inf | logz: -651.777 +/- 0.431 | dlogz: 220.402 > 0.109
iter: 1586 | bound: 16 | nc: 38 | ncall: 49825 | eff(%): 3.183 | loglstar: -inf < -632.221 < inf | logz: -651.437 +/- 0.429 | dlogz: 219.987 > 0.109
iter: 1587 | bound: 16 | nc: 38 | ncall: 49863 | eff(%): 3.183 | loglstar: -inf < -632.069 < inf | logz: -651.150 +/- 0.428 | dlogz: 219.637 > 0.109
iter: 1588 | bound: 16 | nc: 38 | ncall: 49901 | eff(%): 3.182 | loglstar: -inf < -631.603 < inf | logz: -650.854 +/- 0.427 | dlogz: 219.340 > 0.109
iter: 1589 | bound: 16 | nc: 38 | ncall: 49939 | eff(%): 3.182 | loglstar: -inf < -631.088 < inf | logz: -650.506 +/- 0.427 | dlogz: 219.034 > 0.109
iter: 1590 | bound: 16 | nc: 38 | ncall: 49977 | eff(%): 3.181 | loglstar: -inf < -629.871 < inf | logz: -649.919 +/- 0.430 | dlogz: 218.676 > 0.109
iter: 1591 | bound: 16 | nc: 38 | ncall: 50015 | eff(%): 3.181 | loglstar: -inf < -629.423 < inf | logz: -649.294 +/- 0.432 | dlogz: 218.080 > 0.109
iter: 1592 | bound: 16 | nc: 38 | ncall: 50053 | eff(%): 3.181 | loglstar: -inf < -629.349 < inf | logz: -648.834 +/- 0.431 | dlogz: 217.444 > 0.109
iter: 1593 | bound: 16 | nc: 38 | ncall: 50091 | eff(%): 3.180 | loglstar: -inf < -629.283 < inf | logz: -648.504 +/- 0.430 | dlogz: 216.975 > 0.109
iter: 1594 | bound: 16 | nc: 38 | ncall: 50129 | eff(%): 3.180 | loglstar: -inf < -627.940 < inf | logz: -647.976 +/- 0.432 | dlogz: 217.784 > 0.109
iter: 1595 | bound: 16 | nc: 38 | ncall: 50167 | eff(%): 3.179 | loglstar: -inf < -626.528 < inf | logz: -647.005 +/- 0.437 | dlogz: 217.247 > 0.109
iter: 1596 | bound: 16 | nc: 38 | ncall: 50205 | eff(%): 3.179 | loglstar: -inf < -626.363 < inf | logz: -646.273 +/- 0.437 | dlogz: 216.265 > 0.109
iter: 1597 | bound: 16 | nc: 38 | ncall: 50243 | eff(%): 3.179 | loglstar: -inf < -626.130 < inf | logz: -645.785 +/- 0.435 | dlogz: 215.524 > 0.109
iter: 1598 | bound: 17 | nc: 38 | ncall: 50281 | eff(%): 3.178 | loglstar: -inf < -626.017 < inf | logz: -645.412 +/- 0.433 | dlogz: 215.026 > 0.109
iter: 1599 | bound: 17 | nc: 38 | ncall: 50319 | eff(%): 3.178 | loglstar: -inf < -625.995 < inf | logz: -645.128 +/- 0.431 | dlogz: 214.643 > 0.109
iter: 1600 | bound: 17 | nc: 38 | ncall: 50357 | eff(%): 3.177 | loglstar: -inf < -625.474 < inf | logz: -644.840 +/- 0.430 | dlogz: 214.348 > 0.109
iter: 1601 | bound: 17 | nc: 38 | ncall: 50395 | eff(%): 3.177 | loglstar: -inf < -621.235 < inf | logz: -642.363 +/- 0.453 | dlogz: 214.051 > 0.109
iter: 1602 | bound: 17 | nc: 38 | ncall: 50433 | eff(%): 3.176 | loglstar: -inf < -620.807 < inf | logz: -641.179 +/- 0.445 | dlogz: 211.563 > 0.109
iter: 1603 | bound: 17 | nc: 38 | ncall: 50471 | eff(%): 3.176 | loglstar: -inf < -620.067 < inf | logz: -640.352 +/- 0.441 | dlogz: 210.370 > 0.109
iter: 1604 | bound: 17 | nc: 38 | ncall: 50509 | eff(%): 3.176 | loglstar: -inf < -619.997 < inf | logz: -639.774 +/- 0.438 | dlogz: 209.533 > 0.109
iter: 1605 | bound: 17 | nc: 38 | ncall: 50547 | eff(%): 3.175 | loglstar: -inf < -618.464 < inf | logz: -638.956 +/- 0.440 | dlogz: 208.945 > 0.109
iter: 1606 | bound: 17 | nc: 38 | ncall: 50585 | eff(%): 3.175 | loglstar: -inf < -617.772 < inf | logz: -638.096 +/- 0.439 | dlogz: 208.117 > 0.109
iter: 1607 | bound: 17 | nc: 38 | ncall: 50623 | eff(%): 3.174 | loglstar: -inf < -617.678 < inf | logz: -637.509 +/- 0.437 | dlogz: 207.247 > 0.109
iter: 1608 | bound: 17 | nc: 38 | ncall: 50661 | eff(%): 3.174 | loglstar: -inf < -616.365 < inf | logz: -636.774 +/- 0.438 | dlogz: 206.650 > 0.109
iter: 1609 | bound: 17 | nc: 38 | ncall: 50699 | eff(%): 3.174 | loglstar: -inf < -616.153 < inf | logz: -636.127 +/- 0.437 | dlogz: 256.121 > 0.109
iter: 1610 | bound: 17 | nc: 38 | ncall: 50737 | eff(%): 3.173 | loglstar: -inf < -616.009 < inf | logz: -635.682 +/- 0.435 | dlogz: 255.465 > 0.109
iter: 1611 | bound: 17 | nc: 38 | ncall: 50775 | eff(%): 3.173 | loglstar: -inf < -614.885 < inf | logz: -635.106 +/- 0.436 | dlogz: 255.010 > 0.109
iter: 1612 | bound: 17 | nc: 38 | ncall: 50813 | eff(%): 3.172 | loglstar: -inf < -614.528 < inf | logz: -634.522 +/- 0.436 | dlogz: 254.424 > 0.109
iter: 1613 | bound: 17 | nc: 38 | ncall: 50851 | eff(%): 3.172 | loglstar: -inf < -613.869 < inf | logz: -633.958 +/- 0.435 | dlogz: 253.829 > 0.109
iter: 1614 | bound: 17 | nc: 38 | ncall: 50889 | eff(%): 3.172 | loglstar: -inf < -611.929 < inf | logz: -632.785 +/- 0.443 | dlogz: 253.256 > 0.109
iter: 1615 | bound: 17 | nc: 38 | ncall: 50927 | eff(%): 3.171 | loglstar: -inf < -611.187 < inf | logz: -631.736 +/- 0.443 | dlogz: 252.072 > 0.109
iter: 1616 | bound: 17 | nc: 38 | ncall: 50965 | eff(%): 3.171 | loglstar: -inf < -611.033 < inf | logz: -631.071 +/- 0.440 | dlogz: 251.014 > 0.109
iter: 1617 | bound: 17 | nc: 38 | ncall: 51003 | eff(%): 3.170 | loglstar: -inf < -610.754 < inf | logz: -630.600 +/- 0.437 | dlogz: 250.339 > 0.109
iter: 1618 | bound: 17 | nc: 38 | ncall: 51041 | eff(%): 3.170 | loglstar: -inf < -610.137 < inf | logz: -630.127 +/- 0.436 | dlogz: 249.858 > 0.109
iter: 1619 | bound: 17 | nc: 38 | ncall: 51079 | eff(%): 3.170 | loglstar: -inf < -609.926 < inf | logz: -629.695 +/- 0.435 | dlogz: 249.376 > 0.109
iter: 1620 | bound: 17 | nc: 38 | ncall: 51117 | eff(%): 3.169 | loglstar: -inf < -608.648 < inf | logz: -629.063 +/- 0.437 | dlogz: 248.933 > 0.109
iter: 1621 | bound: 17 | nc: 38 | ncall: 51155 | eff(%): 3.169 | loglstar: -inf < -608.297 < inf | logz: -628.433 +/- 0.437 | dlogz: 248.291 > 0.109
iter: 1622 | bound: 17 | nc: 38 | ncall: 51193 | eff(%): 3.168 | loglstar: -inf < -608.090 < inf | logz: -627.959 +/- 0.436 | dlogz: 247.651 > 0.109
iter: 1623 | bound: 17 | nc: 38 | ncall: 51231 | eff(%): 3.168 | loglstar: -inf < -607.837 < inf | logz: -627.573 +/- 0.435 | dlogz: 247.167 > 0.109
iter: 1624 | bound: 17 | nc: 38 | ncall: 51269 | eff(%): 3.168 | loglstar: -inf < -605.787 < inf | logz: -626.631 +/- 0.441 | dlogz: 246.771 > 0.109
iter: 1625 | bound: 17 | nc: 38 | ncall: 51307 | eff(%): 3.167 | loglstar: -inf < -605.733 < inf | logz: -625.889 +/- 0.440 | dlogz: 245.819 > 0.109
iter: 1626 | bound: 17 | nc: 38 | ncall: 51345 | eff(%): 3.167 | loglstar: -inf < -605.672 < inf | logz: -625.451 +/- 0.438 | dlogz: 245.067 > 0.109
iter: 1627 | bound: 17 | nc: 38 | ncall: 51383 | eff(%): 3.166 | loglstar: -inf < -605.590 < inf | logz: -625.131 +/- 0.436 | dlogz: 244.619 > 0.109
iter: 1628 | bound: 17 | nc: 38 | ncall: 51421 | eff(%): 3.166 | loglstar: -inf < -604.553 < inf | logz: -624.699 +/- 0.435 | dlogz: 244.289 > 0.109
iter: 1629 | bound: 17 | nc: 38 | ncall: 51459 | eff(%): 3.166 | loglstar: -inf < -603.900 < inf | logz: -624.140 +/- 0.436 | dlogz: 243.848 > 0.109
iter: 1630 | bound: 17 | nc: 38 | ncall: 51497 | eff(%): 3.165 | loglstar: -inf < -603.250 < inf | logz: -623.546 +/- 0.437 | dlogz: 243.279 > 0.109
iter: 1631 | bound: 17 | nc: 38 | ncall: 51535 | eff(%): 3.165 | loglstar: -inf < -603.211 < inf | logz: -623.079 +/- 0.436 | dlogz: 242.675 > 0.109
iter: 1632 | bound: 17 | nc: 38 | ncall: 51573 | eff(%): 3.164 | loglstar: -inf < -601.569 < inf | logz: -622.309 +/- 0.440 | dlogz: 242.198 > 0.109
iter: 1633 | bound: 17 | nc: 38 | ncall: 51611 | eff(%): 3.164 | loglstar: -inf < -600.040 < inf | logz: -621.055 +/- 0.446 | dlogz: 241.417 > 0.109
iter: 1634 | bound: 17 | nc: 38 | ncall: 51649 | eff(%): 3.164 | loglstar: -inf < -599.550 < inf | logz: -620.127 +/- 0.444 | dlogz: 240.154 > 0.109
iter: 1635 | bound: 17 | nc: 38 | ncall: 51687 | eff(%): 3.163 | loglstar: -inf < -599.530 < inf | logz: -619.567 +/- 0.441 | dlogz: 239.216 > 0.109
iter: 1636 | bound: 17 | nc: 38 | ncall: 51725 | eff(%): 3.163 | loglstar: -inf < -598.745 < inf | logz: -619.046 +/- 0.440 | dlogz: 238.646 > 0.109
iter: 1637 | bound: 17 | nc: 38 | ncall: 51763 | eff(%): 3.162 | loglstar: -inf < -597.470 < inf | logz: -618.229 +/- 0.442 | dlogz: 238.115 > 0.109
iter: 1638 | bound: 17 | nc: 38 | ncall: 51801 | eff(%): 3.162 | loglstar: -inf < -596.032 < inf | logz: -617.050 +/- 0.446 | dlogz: 237.288 > 0.109
iter: 1639 | bound: 17 | nc: 38 | ncall: 51839 | eff(%): 3.162 | loglstar: -inf < -595.867 < inf | logz: -616.258 +/- 0.444 | dlogz: 236.099 > 0.109
iter: 1640 | bound: 17 | nc: 38 | ncall: 51877 | eff(%): 3.161 | loglstar: -inf < -595.108 < inf | logz: -615.606 +/- 0.442 | dlogz: 235.297 > 0.109
iter: 1641 | bound: 17 | nc: 38 | ncall: 51915 | eff(%): 3.161 | loglstar: -inf < -593.735 < inf | logz: -614.651 +/- 0.444 | dlogz: 234.635 > 0.109
iter: 1642 | bound: 17 | nc: 38 | ncall: 51953 | eff(%): 3.161 | loglstar: -inf < -593.619 < inf | logz: -613.942 +/- 0.442 | dlogz: 233.670 > 0.109
iter: 1643 | bound: 17 | nc: 38 | ncall: 51991 | eff(%): 3.160 | loglstar: -inf < -593.146 < inf | logz: -613.416 +/- 0.441 | dlogz: 232.952 > 0.109
iter: 1644 | bound: 17 | nc: 38 | ncall: 52029 | eff(%): 3.160 | loglstar: -inf < -592.872 < inf | logz: -612.960 +/- 0.439 | dlogz: 232.415 > 0.109
iter: 1645 | bound: 17 | nc: 38 | ncall: 52067 | eff(%): 3.159 | loglstar: -inf < -592.732 < inf | logz: -612.593 +/- 0.437 | dlogz: 231.949 > 0.109
iter: 1646 | bound: 17 | nc: 38 | ncall: 52105 | eff(%): 3.159 | loglstar: -inf < -591.886 < inf | logz: -612.160 +/- 0.437 | dlogz: 231.573 > 0.109
iter: 1647 | bound: 17 | nc: 38 | ncall: 52143 | eff(%): 3.159 | loglstar: -inf < -591.836 < inf | logz: -611.755 +/- 0.436 | dlogz: 231.130 > 0.109
iter: 1648 | bound: 17 | nc: 38 | ncall: 52181 | eff(%): 3.158 | loglstar: -inf < -591.563 < inf | logz: -611.425 +/- 0.435 | dlogz: 230.715 > 0.109
iter: 1649 | bound: 17 | nc: 38 | ncall: 52219 | eff(%): 3.158 | loglstar: -inf < -590.997 < inf | logz: -611.063 +/- 0.435 | dlogz: 230.375 > 0.109
iter: 1650 | bound: 17 | nc: 38 | ncall: 52257 | eff(%): 3.157 | loglstar: -inf < -590.978 < inf | logz: -610.736 +/- 0.434 | dlogz: 230.003 > 0.109
iter: 1651 | bound: 17 | nc: 38 | ncall: 52295 | eff(%): 3.157 | loglstar: -inf < -590.289 < inf | logz: -610.387 +/- 0.434 | dlogz: 229.666 > 0.109
iter: 1652 | bound: 17 | nc: 38 | ncall: 52333 | eff(%): 3.157 | loglstar: -inf < -590.106 < inf | logz: -610.031 +/- 0.434 | dlogz: 229.307 > 0.109
iter: 1653 | bound: 17 | nc: 38 | ncall: 52371 | eff(%): 3.156 | loglstar: -inf < -587.405 < inf | logz: -608.759 +/- 0.448 | dlogz: 228.941 > 0.109
iter: 1654 | bound: 17 | nc: 38 | ncall: 52409 | eff(%): 3.156 | loglstar: -inf < -586.673 < inf | logz: -607.641 +/- 0.448 | dlogz: 227.659 > 0.109
iter: 1655 | bound: 17 | nc: 38 | ncall: 52447 | eff(%): 3.156 | loglstar: -inf < -585.241 < inf | logz: -606.437 +/- 0.449 | dlogz: 226.531 > 0.109
iter: 1656 | bound: 17 | nc: 38 | ncall: 52485 | eff(%): 3.155 | loglstar: -inf < -584.059 < inf | logz: -605.218 +/- 0.449 | dlogz: 225.317 > 0.109
iter: 1657 | bound: 17 | nc: 38 | ncall: 52523 | eff(%): 3.155 | loglstar: -inf < -583.691 < inf | logz: -604.383 +/- 0.446 | dlogz: 224.088 > 0.109
iter: 1658 | bound: 17 | nc: 38 | ncall: 52561 | eff(%): 3.154 | loglstar: -inf < -583.112 < inf | logz: -603.730 +/- 0.444 | dlogz: 223.244 > 0.109
iter: 1659 | bound: 17 | nc: 38 | ncall: 52599 | eff(%): 3.154 | loglstar: -inf < -582.936 < inf | logz: -603.218 +/- 0.442 | dlogz: 222.580 > 0.109
iter: 1660 | bound: 17 | nc: 38 | ncall: 52637 | eff(%): 3.154 | loglstar: -inf < -581.874 < inf | logz: -602.609 +/- 0.442 | dlogz: 222.059 > 0.109
iter: 1661 | bound: 17 | nc: 38 | ncall: 52675 | eff(%): 3.153 | loglstar: -inf < -580.908 < inf | logz: -601.813 +/- 0.444 | dlogz: 221.439 > 0.109
iter: 1662 | bound: 17 | nc: 38 | ncall: 52713 | eff(%): 3.153 | loglstar: -inf < -580.679 < inf | logz: -601.177 +/- 0.443 | dlogz: 220.633 > 0.109
iter: 1663 | bound: 17 | nc: 38 | ncall: 52751 | eff(%): 3.153 | loglstar: -inf < -580.604 < inf | logz: -600.745 +/- 0.441 | dlogz: 219.987 > 0.109
iter: 1664 | bound: 17 | nc: 38 | ncall: 52789 | eff(%): 3.152 | loglstar: -inf < -579.925 < inf | logz: -600.317 +/- 0.440 | dlogz: 219.546 > 0.109
iter: 1665 | bound: 17 | nc: 38 | ncall: 52827 | eff(%): 3.152 | loglstar: -inf < -579.751 < inf | logz: -599.911 +/- 0.439 | dlogz: 219.108 > 0.109
iter: 1666 | bound: 17 | nc: 38 | ncall: 52865 | eff(%): 3.151 | loglstar: -inf < -578.444 < inf | logz: -599.299 +/- 0.441 | dlogz: 218.691 > 0.109
iter: 1667 | bound: 17 | nc: 38 | ncall: 52903 | eff(%): 3.151 | loglstar: -inf < -578.266 < inf | logz: -598.721 +/- 0.441 | dlogz: 218.070 > 0.109
iter: 1668 | bound: 17 | nc: 38 | ncall: 52941 | eff(%): 3.151 | loglstar: -inf < -577.699 < inf | logz: -598.218 +/- 0.441 | dlogz: 217.482 > 0.109
iter: 1669 | bound: 17 | nc: 38 | ncall: 52979 | eff(%): 3.150 | loglstar: -inf < -575.620 < inf | logz: -597.041 +/- 0.449 | dlogz: 216.969 > 0.109
iter: 1670 | bound: 17 | nc: 38 | ncall: 53017 | eff(%): 3.150 | loglstar: -inf < -573.736 < inf | logz: -595.315 +/- 0.455 | dlogz: 215.781 > 0.109
iter: 1671 | bound: 17 | nc: 38 | ncall: 53055 | eff(%): 3.150 | loglstar: -inf < -573.415 < inf | logz: -594.329 +/- 0.450 | dlogz: 214.046 > 0.109
iter: 1672 | bound: 17 | nc: 38 | ncall: 53093 | eff(%): 3.149 | loglstar: -inf < -572.218 < inf | logz: -593.393 +/- 0.449 | dlogz: 213.050 > 0.109
iter: 1673 | bound: 17 | nc: 38 | ncall: 53131 | eff(%): 3.149 | loglstar: -inf < -571.506 < inf | logz: -592.515 +/- 0.448 | dlogz: 212.103 > 0.109
iter: 1674 | bound: 17 | nc: 38 | ncall: 53169 | eff(%): 3.148 | loglstar: -inf < -570.889 < inf | logz: -591.770 +/- 0.447 | dlogz: 211.216 > 0.109
iter: 1675 | bound: 17 | nc: 38 | ncall: 53207 | eff(%): 3.148 | loglstar: -inf < -569.961 < inf | logz: -590.985 +/- 0.447 | dlogz: 210.461 > 0.109
iter: 1676 | bound: 17 | nc: 38 | ncall: 53245 | eff(%): 3.148 | loglstar: -inf < -569.903 < inf | logz: -590.400 +/- 0.445 | dlogz: 209.666 > 0.109
iter: 1677 | bound: 17 | nc: 38 | ncall: 53283 | eff(%): 3.147 | loglstar: -inf < -569.683 < inf | logz: -589.990 +/- 0.443 | dlogz: 209.071 > 0.109
iter: 1678 | bound: 17 | nc: 38 | ncall: 53321 | eff(%): 3.147 | loglstar: -inf < -569.589 < inf | logz: -589.663 +/- 0.441 | dlogz: 208.651 > 0.109
iter: 1679 | bound: 17 | nc: 38 | ncall: 53359 | eff(%): 3.147 | loglstar: -inf < -569.387 < inf | logz: -589.383 +/- 0.439 | dlogz: 208.314 > 0.109
iter: 1680 | bound: 17 | nc: 38 | ncall: 53397 | eff(%): 3.146 | loglstar: -inf < -568.516 < inf | logz: -589.012 +/- 0.439 | dlogz: 208.025 > 0.109
iter: 1681 | bound: 17 | nc: 38 | ncall: 53435 | eff(%): 3.146 | loglstar: -inf < -566.715 < inf | logz: -588.085 +/- 0.446 | dlogz: 207.643 > 0.109
iter: 1682 | bound: 17 | nc: 38 | ncall: 53473 | eff(%): 3.146 | loglstar: -inf < -566.592 < inf | logz: -587.345 +/- 0.446 | dlogz: 206.706 > 0.109
iter: 1683 | bound: 17 | nc: 38 | ncall: 53511 | eff(%): 3.145 | loglstar: -inf < -566.466 < inf | logz: -586.884 +/- 0.444 | dlogz: 205.956 > 0.109
iter: 1684 | bound: 17 | nc: 38 | ncall: 53549 | eff(%): 3.145 | loglstar: -inf < -566.299 < inf | logz: -586.530 +/- 0.442 | dlogz: 205.485 > 0.109
iter: 1685 | bound: 17 | nc: 38 | ncall: 53587 | eff(%): 3.144 | loglstar: -inf < -566.172 < inf | logz: -586.237 +/- 0.440 | dlogz: 205.122 > 0.109
iter: 1686 | bound: 17 | nc: 38 | ncall: 53625 | eff(%): 3.144 | loglstar: -inf < -565.402 < inf | logz: -585.884 +/- 0.440 | dlogz: 204.818 > 0.109
iter: 1687 | bound: 17 | nc: 38 | ncall: 53663 | eff(%): 3.144 | loglstar: -inf < -564.949 < inf | logz: -585.467 +/- 0.440 | dlogz: 204.456 > 0.109
iter: 1688 | bound: 17 | nc: 38 | ncall: 53701 | eff(%): 3.143 | loglstar: -inf < -564.472 < inf | logz: -585.035 +/- 0.440 | dlogz: 204.028 > 0.109
iter: 1689 | bound: 17 | nc: 38 | ncall: 53739 | eff(%): 3.143 | loglstar: -inf < -564.212 < inf | logz: -584.636 +/- 0.440 | dlogz: 203.587 > 0.109
iter: 1690 | bound: 17 | nc: 38 | ncall: 53777 | eff(%): 3.143 | loglstar: -inf < -564.119 < inf | logz: -584.309 +/- 0.439 | dlogz: 203.177 > 0.109
iter: 1691 | bound: 17 | nc: 38 | ncall: 53815 | eff(%): 3.142 | loglstar: -inf < -562.463 < inf | logz: -583.667 +/- 0.443 | dlogz: 202.841 > 0.109
iter: 1692 | bound: 17 | nc: 38 | ncall: 53853 | eff(%): 3.142 | loglstar: -inf < -562.366 < inf | logz: -583.063 +/- 0.444 | dlogz: 202.188 > 0.109
iter: 1693 | bound: 17 | nc: 38 | ncall: 53891 | eff(%): 3.142 | loglstar: -inf < -562.136 < inf | logz: -582.638 +/- 0.443 | dlogz: 201.575 > 0.109
iter: 1694 | bound: 17 | nc: 38 | ncall: 53929 | eff(%): 3.141 | loglstar: -inf < -561.973 < inf | logz: -582.289 +/- 0.442 | dlogz: 201.139 > 0.109
iter: 1695 | bound: 17 | nc: 38 | ncall: 53967 | eff(%): 3.141 | loglstar: -inf < -561.457 < inf | logz: -581.938 +/- 0.441 | dlogz: 200.781 > 0.109
iter: 1696 | bound: 17 | nc: 38 | ncall: 54005 | eff(%): 3.140 | loglstar: -inf < -560.253 < inf | logz: -581.352 +/- 0.443 | dlogz: 200.420 > 0.109
iter: 1697 | bound: 18 | nc: 38 | ncall: 54043 | eff(%): 3.140 | loglstar: -inf < -560.196 < inf | logz: -580.825 +/- 0.443 | dlogz: 199.824 > 0.109
iter: 1698 | bound: 18 | nc: 38 | ncall: 54081 | eff(%): 3.140 | loglstar: -inf < -559.386 < inf | logz: -580.307 +/- 0.444 | dlogz: 199.287 > 0.109
iter: 1699 | bound: 18 | nc: 38 | ncall: 54119 | eff(%): 3.139 | loglstar: -inf < -558.860 < inf | logz: -579.750 +/- 0.444 | dlogz: 198.759 > 0.109
iter: 1700 | bound: 18 | nc: 38 | ncall: 54157 | eff(%): 3.139 | loglstar: -inf < -558.242 < inf | logz: -579.185 +/- 0.445 | dlogz: 198.192 > 0.109
iter: 1701 | bound: 18 | nc: 38 | ncall: 54195 | eff(%): 3.139 | loglstar: -inf < -557.988 < inf | logz: -578.693 +/- 0.444 | dlogz: 197.617 > 0.109
iter: 1702 | bound: 18 | nc: 38 | ncall: 54233 | eff(%): 3.138 | loglstar: -inf < -557.640 < inf | logz: -578.272 +/- 0.443 | dlogz: 197.115 > 0.109
iter: 1703 | bound: 18 | nc: 38 | ncall: 54271 | eff(%): 3.138 | loglstar: -inf < -556.743 < inf | logz: -577.748 +/- 0.444 | dlogz: 196.684 > 0.109
iter: 1704 | bound: 18 | nc: 38 | ncall: 54309 | eff(%): 3.138 | loglstar: -inf < -556.509 < inf | logz: -577.248 +/- 0.444 | dlogz: 196.151 > 0.109
iter: 1705 | bound: 18 | nc: 38 | ncall: 54347 | eff(%): 3.137 | loglstar: -inf < -556.385 < inf | logz: -576.867 +/- 0.443 | dlogz: 195.641 > 0.109
iter: 1706 | bound: 18 | nc: 38 | ncall: 54385 | eff(%): 3.137 | loglstar: -inf < -556.225 < inf | logz: -576.558 +/- 0.442 | dlogz: 195.250 > 0.109
iter: 1707 | bound: 18 | nc: 38 | ncall: 54423 | eff(%): 3.137 | loglstar: -inf < -554.091 < inf | logz: -575.707 +/- 0.449 | dlogz: 194.931 > 0.109
iter: 1708 | bound: 18 | nc: 38 | ncall: 54461 | eff(%): 3.136 | loglstar: -inf < -553.898 < inf | logz: -574.954 +/- 0.449 | dlogz: 194.070 > 0.109
iter: 1709 | bound: 18 | nc: 38 | ncall: 54499 | eff(%): 3.136 | loglstar: -inf < -552.097 < inf | logz: -573.847 +/- 0.453 | dlogz: 193.307 > 0.109
iter: 1710 | bound: 18 | nc: 38 | ncall: 54537 | eff(%): 3.135 | loglstar: -inf < -551.709 < inf | logz: -572.969 +/- 0.452 | dlogz: 233.746 > 0.109
iter: 1711 | bound: 18 | nc: 38 | ncall: 54575 | eff(%): 3.135 | loglstar: -inf < -551.607 < inf | logz: -572.422 +/- 0.449 | dlogz: 232.858 > 0.109
iter: 1712 | bound: 18 | nc: 38 | ncall: 54613 | eff(%): 3.135 | loglstar: -inf < -549.903 < inf | logz: -571.538 +/- 0.452 | dlogz: 232.301 > 0.109
iter: 1713 | bound: 18 | nc: 38 | ncall: 54651 | eff(%): 3.134 | loglstar: -inf < -549.579 < inf | logz: -570.762 +/- 0.451 | dlogz: 231.407 > 0.109
iter: 1714 | bound: 18 | nc: 38 | ncall: 54689 | eff(%): 3.134 | loglstar: -inf < -548.387 < inf | logz: -569.916 +/- 0.452 | dlogz: 230.621 > 0.109
iter: 1715 | bound: 18 | nc: 38 | ncall: 54727 | eff(%): 3.134 | loglstar: -inf < -547.800 < inf | logz: -569.121 +/- 0.451 | dlogz: 229.765 > 0.109
iter: 1716 | bound: 18 | nc: 38 | ncall: 54765 | eff(%): 3.133 | loglstar: -inf < -547.046 < inf | logz: -568.384 +/- 0.450 | dlogz: 228.960 > 0.109
iter: 1717 | bound: 18 | nc: 38 | ncall: 54803 | eff(%): 3.133 | loglstar: -inf < -545.374 < inf | logz: -567.214 +/- 0.455 | dlogz: 228.213 > 0.109
iter: 1718 | bound: 18 | nc: 38 | ncall: 54841 | eff(%): 3.133 | loglstar: -inf < -543.829 < inf | logz: -565.763 +/- 0.458 | dlogz: 227.033 > 0.109
iter: 1719 | bound: 18 | nc: 38 | ncall: 54879 | eff(%): 3.132 | loglstar: -inf < -543.222 < inf | logz: -564.743 +/- 0.455 | dlogz: 225.572 > 0.109
iter: 1720 | bound: 18 | nc: 38 | ncall: 54917 | eff(%): 3.132 | loglstar: -inf < -542.472 < inf | logz: -563.921 +/- 0.453 | dlogz: 224.543 > 0.109
iter: 1721 | bound: 18 | nc: 38 | ncall: 54955 | eff(%): 3.132 | loglstar: -inf < -541.172 < inf | logz: -562.905 +/- 0.454 | dlogz: 223.710 > 0.109
iter: 1722 | bound: 18 | nc: 38 | ncall: 54993 | eff(%): 3.131 | loglstar: -inf < -540.621 < inf | logz: -562.048 +/- 0.453 | dlogz: 222.684 > 0.109
iter: 1723 | bound: 18 | nc: 38 | ncall: 55031 | eff(%): 3.131 | loglstar: -inf < -539.922 < inf | logz: -561.311 +/- 0.452 | dlogz: 221.817 > 0.109
iter: 1724 | bound: 18 | nc: 38 | ncall: 55069 | eff(%): 3.131 | loglstar: -inf < -539.506 < inf | logz: -560.686 +/- 0.450 | dlogz: 221.070 > 0.109
iter: 1725 | bound: 18 | nc: 38 | ncall: 55107 | eff(%): 3.130 | loglstar: -inf < -539.243 < inf | logz: -560.193 +/- 0.449 | dlogz: 220.436 > 0.109
iter: 1726 | bound: 18 | nc: 38 | ncall: 55145 | eff(%): 3.130 | loglstar: -inf < -538.416 < inf | logz: -559.653 +/- 0.448 | dlogz: 219.933 > 0.109
iter: 1727 | bound: 18 | nc: 38 | ncall: 55183 | eff(%): 3.130 | loglstar: -inf < -536.941 < inf | logz: -558.719 +/- 0.453 | dlogz: 219.383 > 0.109
iter: 1728 | bound: 18 | nc: 38 | ncall: 55221 | eff(%): 3.129 | loglstar: -inf < -536.537 < inf | logz: -557.921 +/- 0.452 | dlogz: 218.439 > 0.109
iter: 1729 | bound: 18 | nc: 38 | ncall: 55259 | eff(%): 3.129 | loglstar: -inf < -536.531 < inf | logz: -557.417 +/- 0.450 | dlogz: 217.631 > 0.109
iter: 1730 | bound: 18 | nc: 38 | ncall: 55297 | eff(%): 3.129 | loglstar: -inf < -536.417 < inf | logz: -557.069 +/- 0.448 | dlogz: 217.117 > 0.109
iter: 1731 | bound: 18 | nc: 38 | ncall: 55335 | eff(%): 3.128 | loglstar: -inf < -536.310 < inf | logz: -556.787 +/- 0.446 | dlogz: 216.759 > 0.109
iter: 1732 | bound: 18 | nc: 38 | ncall: 55373 | eff(%): 3.128 | loglstar: -inf < -535.811 < inf | logz: -556.496 +/- 0.445 | dlogz: 216.467 > 0.109
iter: 1733 | bound: 18 | nc: 38 | ncall: 55411 | eff(%): 3.128 | loglstar: -inf < -535.508 < inf | logz: -556.183 +/- 0.444 | dlogz: 216.165 > 0.109
iter: 1734 | bound: 18 | nc: 38 | ncall: 55449 | eff(%): 3.127 | loglstar: -inf < -535.373 < inf | logz: -555.899 +/- 0.443 | dlogz: 215.843 > 0.109
iter: 1735 | bound: 18 | nc: 38 | ncall: 55487 | eff(%): 3.127 | loglstar: -inf < -535.255 < inf | logz: -555.655 +/- 0.442 | dlogz: 215.549 > 0.109
iter: 1736 | bound: 18 | nc: 38 | ncall: 55525 | eff(%): 3.127 | loglstar: -inf < -534.738 < inf | logz: -555.389 +/- 0.442 | dlogz: 215.295 > 0.109
iter: 1737 | bound: 18 | nc: 38 | ncall: 55563 | eff(%): 3.126 | loglstar: -inf < -533.183 < inf | logz: -554.784 +/- 0.447 | dlogz: 215.019 > 0.109
iter: 1738 | bound: 18 | nc: 38 | ncall: 55601 | eff(%): 3.126 | loglstar: -inf < -531.433 < inf | logz: -553.530 +/- 0.456 | dlogz: 214.404 > 0.109
iter: 1739 | bound: 18 | nc: 38 | ncall: 55639 | eff(%): 3.126 | loglstar: -inf < -530.030 < inf | logz: -552.130 +/- 0.459 | dlogz: 213.140 > 0.109
iter: 1740 | bound: 18 | nc: 38 | ncall: 55677 | eff(%): 3.125 | loglstar: -inf < -529.011 < inf | logz: -550.949 +/- 0.458 | dlogz: 211.730 > 0.109
iter: 1741 | bound: 18 | nc: 38 | ncall: 55715 | eff(%): 3.125 | loglstar: -inf < -528.412 < inf | logz: -550.064 +/- 0.456 | dlogz: 210.539 > 0.109
iter: 1742 | bound: 18 | nc: 38 | ncall: 55753 | eff(%): 3.124 | loglstar: -inf < -526.532 < inf | logz: -548.720 +/- 0.460 | dlogz: 209.645 > 0.109
iter: 1743 | bound: 18 | nc: 38 | ncall: 55791 | eff(%): 3.124 | loglstar: -inf < -525.973 < inf | logz: -547.711 +/- 0.457 | dlogz: 208.291 > 0.109
iter: 1744 | bound: 18 | nc: 38 | ncall: 55829 | eff(%): 3.124 | loglstar: -inf < -525.664 < inf | logz: -547.045 +/- 0.454 | dlogz: 207.271 > 0.109
iter: 1745 | bound: 18 | nc: 38 | ncall: 55867 | eff(%): 3.123 | loglstar: -inf < -525.523 < inf | logz: -546.577 +/- 0.452 | dlogz: 206.595 > 0.109
iter: 1746 | bound: 18 | nc: 38 | ncall: 55905 | eff(%): 3.123 | loglstar: -inf < -524.544 < inf | logz: -546.031 +/- 0.451 | dlogz: 206.117 > 0.109
iter: 1747 | bound: 18 | nc: 38 | ncall: 55943 | eff(%): 3.123 | loglstar: -inf < -522.280 < inf | logz: -544.593 +/- 0.461 | dlogz: 205.562 > 0.109
iter: 1748 | bound: 18 | nc: 38 | ncall: 55981 | eff(%): 3.122 | loglstar: -inf < -522.180 < inf | logz: -543.701 +/- 0.457 | dlogz: 204.113 > 0.109
iter: 1749 | bound: 18 | nc: 38 | ncall: 56019 | eff(%): 3.122 | loglstar: -inf < -520.784 < inf | logz: -542.766 +/- 0.457 | dlogz: 203.211 > 0.109
iter: 1750 | bound: 18 | nc: 38 | ncall: 56057 | eff(%): 3.122 | loglstar: -inf < -520.715 < inf | logz: -542.074 +/- 0.455 | dlogz: 202.267 > 0.109
iter: 1751 | bound: 18 | nc: 38 | ncall: 56095 | eff(%): 3.121 | loglstar: -inf < -520.528 < inf | logz: -541.626 +/- 0.452 | dlogz: 201.564 > 0.109
iter: 1752 | bound: 18 | nc: 38 | ncall: 56133 | eff(%): 3.121 | loglstar: -inf < -519.950 < inf | logz: -541.193 +/- 0.451 | dlogz: 201.107 > 0.109
iter: 1753 | bound: 18 | nc: 38 | ncall: 56171 | eff(%): 3.121 | loglstar: -inf < -518.495 < inf | logz: -540.413 +/- 0.454 | dlogz: 200.663 > 0.109
iter: 1754 | bound: 18 | nc: 38 | ncall: 56209 | eff(%): 3.120 | loglstar: -inf < -517.570 < inf | logz: -539.485 +/- 0.456 | dlogz: 199.874 > 0.109
iter: 1755 | bound: 18 | nc: 38 | ncall: 56247 | eff(%): 3.120 | loglstar: -inf < -515.350 < inf | logz: -537.803 +/- 0.464 | dlogz: 198.936 > 0.109
iter: 1756 | bound: 18 | nc: 38 | ncall: 56285 | eff(%): 3.120 | loglstar: -inf < -514.672 < inf | logz: -536.653 +/- 0.460 | dlogz: 197.244 > 0.109
iter: 1757 | bound: 18 | nc: 38 | ncall: 56323 | eff(%): 3.120 | loglstar: -inf < -514.532 < inf | logz: -535.977 +/- 0.457 | dlogz: 196.084 > 0.109
iter: 1758 | bound: 18 | nc: 38 | ncall: 56361 | eff(%): 3.119 | loglstar: -inf < -513.396 < inf | logz: -535.250 +/- 0.456 | dlogz: 195.398 > 0.109
iter: 1759 | bound: 18 | nc: 38 | ncall: 56399 | eff(%): 3.119 | loglstar: -inf < -512.887 < inf | logz: -534.541 +/- 0.455 | dlogz: 194.661 > 0.109
iter: 1760 | bound: 18 | nc: 38 | ncall: 56437 | eff(%): 3.119 | loglstar: -inf < -512.803 < inf | logz: -534.037 +/- 0.453 | dlogz: 193.942 > 0.109
iter: 1761 | bound: 18 | nc: 38 | ncall: 56475 | eff(%): 3.118 | loglstar: -inf < -512.769 < inf | logz: -533.689 +/- 0.451 | dlogz: 193.428 > 0.109
iter: 1762 | bound: 18 | nc: 38 | ncall: 56513 | eff(%): 3.118 | loglstar: -inf < -512.424 < inf | logz: -533.384 +/- 0.449 | dlogz: 193.070 > 0.109
iter: 1763 | bound: 18 | nc: 38 | ncall: 56551 | eff(%): 3.118 | loglstar: -inf < -512.094 < inf | logz: -533.074 +/- 0.448 | dlogz: 192.756 > 0.109
iter: 1764 | bound: 18 | nc: 38 | ncall: 56589 | eff(%): 3.117 | loglstar: -inf < -509.414 < inf | logz: -531.851 +/- 0.460 | dlogz: 192.435 > 0.109
iter: 1765 | bound: 18 | nc: 38 | ncall: 56627 | eff(%): 3.117 | loglstar: -inf < -506.572 < inf | logz: -529.296 +/- 0.470 | dlogz: 191.202 > 0.109
iter: 1766 | bound: 18 | nc: 38 | ncall: 56665 | eff(%): 3.117 | loglstar: -inf < -505.731 < inf | logz: -527.945 +/- 0.464 | dlogz: 188.638 > 0.109
iter: 1767 | bound: 18 | nc: 38 | ncall: 56703 | eff(%): 3.116 | loglstar: -inf < -505.483 < inf | logz: -527.170 +/- 0.459 | dlogz: 187.276 > 0.109
iter: 1768 | bound: 18 | nc: 38 | ncall: 56741 | eff(%): 3.116 | loglstar: -inf < -505.353 < inf | logz: -526.675 +/- 0.456 | dlogz: 186.492 > 0.109
iter: 1769 | bound: 18 | nc: 38 | ncall: 56779 | eff(%): 3.116 | loglstar: -inf < -504.918 < inf | logz: -526.253 +/- 0.454 | dlogz: 185.986 > 0.109
iter: 1770 | bound: 18 | nc: 38 | ncall: 56817 | eff(%): 3.115 | loglstar: -inf < -504.912 < inf | logz: -525.906 +/- 0.452 | dlogz: 185.555 > 0.109
iter: 1771 | bound: 18 | nc: 38 | ncall: 56855 | eff(%): 3.115 | loglstar: -inf < -504.479 < inf | logz: -525.591 +/- 0.450 | dlogz: 185.198 > 0.109
iter: 1772 | bound: 18 | nc: 38 | ncall: 56893 | eff(%): 3.115 | loglstar: -inf < -504.466 < inf | logz: -525.309 +/- 0.449 | dlogz: 184.873 > 0.109
iter: 1773 | bound: 18 | nc: 38 | ncall: 56931 | eff(%): 3.114 | loglstar: -inf < -504.409 < inf | logz: -525.084 +/- 0.448 | dlogz: 184.581 > 0.109
iter: 1774 | bound: 18 | nc: 38 | ncall: 56969 | eff(%): 3.114 | loglstar: -inf < -503.885 < inf | logz: -524.840 +/- 0.447 | dlogz: 184.346 > 0.109
iter: 1775 | bound: 18 | nc: 38 | ncall: 57007 | eff(%): 3.114 | loglstar: -inf < -503.450 < inf | logz: -524.546 +/- 0.447 | dlogz: 184.092 > 0.109
iter: 1776 | bound: 18 | nc: 38 | ncall: 57045 | eff(%): 3.113 | loglstar: -inf < -503.108 < inf | logz: -524.232 +/- 0.447 | dlogz: 183.788 > 0.109
iter: 1777 | bound: 18 | nc: 38 | ncall: 57083 | eff(%): 3.113 | loglstar: -inf < -501.254 < inf | logz: -523.465 +/- 0.454 | dlogz: 183.464 > 0.109
iter: 1778 | bound: 18 | nc: 38 | ncall: 57121 | eff(%): 3.113 | loglstar: -inf < -500.268 < inf | logz: -522.477 +/- 0.458 | dlogz: 182.687 > 0.109
iter: 1779 | bound: 18 | nc: 38 | ncall: 57159 | eff(%): 3.112 | loglstar: -inf < -499.924 < inf | logz: -521.739 +/- 0.457 | dlogz: 181.689 > 0.109
iter: 1780 | bound: 18 | nc: 38 | ncall: 57197 | eff(%): 3.112 | loglstar: -inf < -499.413 < inf | logz: -521.147 +/- 0.456 | dlogz: 180.941 > 0.109
iter: 1781 | bound: 18 | nc: 38 | ncall: 57235 | eff(%): 3.112 | loglstar: -inf < -498.945 < inf | logz: -520.607 +/- 0.455 | dlogz: 180.340 > 0.109
iter: 1782 | bound: 18 | nc: 38 | ncall: 57273 | eff(%): 3.111 | loglstar: -inf < -498.155 < inf | logz: -520.011 +/- 0.455 | dlogz: 179.789 > 0.109
iter: 1783 | bound: 18 | nc: 38 | ncall: 57311 | eff(%): 3.111 | loglstar: -inf < -497.992 < inf | logz: -519.501 +/- 0.454 | dlogz: 179.183 > 0.109
iter: 1784 | bound: 18 | nc: 38 | ncall: 57349 | eff(%): 3.111 | loglstar: -inf < -497.157 < inf | logz: -518.966 +/- 0.454 | dlogz: 178.663 > 0.109
iter: 1785 | bound: 18 | nc: 38 | ncall: 57387 | eff(%): 3.110 | loglstar: -inf < -495.727 < inf | logz: -518.057 +/- 0.458 | dlogz: 178.118 > 0.109
iter: 1786 | bound: 18 | nc: 38 | ncall: 57425 | eff(%): 3.110 | loglstar: -inf < -495.630 < inf | logz: -517.363 +/- 0.457 | dlogz: 177.200 > 0.109
iter: 1787 | bound: 18 | nc: 38 | ncall: 57463 | eff(%): 3.110 | loglstar: -inf < -492.572 < inf | logz: -515.447 +/- 0.469 | dlogz: 176.495 > 0.109
iter: 1788 | bound: 18 | nc: 38 | ncall: 57501 | eff(%): 3.110 | loglstar: -inf < -491.513 < inf | logz: -514.029 +/- 0.466 | dlogz: 174.570 > 0.109
iter: 1789 | bound: 18 | nc: 38 | ncall: 57539 | eff(%): 3.109 | loglstar: -inf < -491.356 < inf | logz: -513.236 +/- 0.462 | dlogz: 173.141 > 0.109
iter: 1790 | bound: 18 | nc: 38 | ncall: 57577 | eff(%): 3.109 | loglstar: -inf < -491.167 < inf | logz: -512.738 +/- 0.458 | dlogz: 172.339 > 0.109
iter: 1791 | bound: 18 | nc: 38 | ncall: 57615 | eff(%): 3.109 | loglstar: -inf < -490.948 < inf | logz: -512.348 +/- 0.456 | dlogz: 171.831 > 0.109
iter: 1792 | bound: 18 | nc: 38 | ncall: 57653 | eff(%): 3.108 | loglstar: -inf < -488.444 < inf | logz: -511.141 +/- 0.464 | dlogz: 171.431 > 0.109
iter: 1793 | bound: 18 | nc: 38 | ncall: 57691 | eff(%): 3.108 | loglstar: -inf < -488.225 < inf | logz: -510.249 +/- 0.461 | dlogz: 170.214 > 0.109
iter: 1794 | bound: 18 | nc: 38 | ncall: 57729 | eff(%): 3.108 | loglstar: -inf < -488.215 < inf | logz: -509.747 +/- 0.458 | dlogz: 169.311 > 0.109
iter: 1795 | bound: 18 | nc: 38 | ncall: 57767 | eff(%): 3.107 | loglstar: -inf < -488.192 < inf | logz: -509.412 +/- 0.456 | dlogz: 168.800 > 0.109
iter: 1796 | bound: 18 | nc: 38 | ncall: 57805 | eff(%): 3.107 | loglstar: -inf < -488.160 < inf | logz: -509.158 +/- 0.454 | dlogz: 168.455 > 0.109
iter: 1797 | bound: 19 | nc: 38 | ncall: 57843 | eff(%): 3.107 | loglstar: -inf < -487.162 < inf | logz: -508.808 +/- 0.453 | dlogz: 168.191 > 0.109
iter: 1798 | bound: 19 | nc: 38 | ncall: 57881 | eff(%): 3.106 | loglstar: -inf < -487.116 < inf | logz: -508.446 +/- 0.452 | dlogz: 167.831 > 0.109
iter: 1799 | bound: 19 | nc: 38 | ncall: 57919 | eff(%): 3.106 | loglstar: -inf < -486.424 < inf | logz: -508.066 +/- 0.452 | dlogz: 167.459 > 0.109
iter: 1800 | bound: 19 | nc: 38 | ncall: 57957 | eff(%): 3.106 | loglstar: -inf < -486.054 < inf | logz: -507.654 +/- 0.452 | dlogz: 167.069 > 0.109
iter: 1801 | bound: 19 | nc: 38 | ncall: 57995 | eff(%): 3.105 | loglstar: -inf < -485.908 < inf | logz: -507.298 +/- 0.452 | dlogz: 166.647 > 0.109
iter: 1802 | bound: 19 | nc: 38 | ncall: 58033 | eff(%): 3.105 | loglstar: -inf < -484.998 < inf | logz: -506.858 +/- 0.453 | dlogz: 166.281 > 0.109
iter: 1803 | bound: 19 | nc: 38 | ncall: 58071 | eff(%): 3.105 | loglstar: -inf < -484.273 < inf | logz: -506.286 +/- 0.454 | dlogz: 165.831 > 0.109
iter: 1804 | bound: 19 | nc: 38 | ncall: 58109 | eff(%): 3.105 | loglstar: -inf < -484.118 < inf | logz: -505.798 +/- 0.454 | dlogz: 165.250 > 0.109
iter: 1805 | bound: 19 | nc: 38 | ncall: 58147 | eff(%): 3.104 | loglstar: -inf < -483.926 < inf | logz: -505.422 +/- 0.454 | dlogz: 164.751 > 0.109
iter: 1806 | bound: 19 | nc: 38 | ncall: 58185 | eff(%): 3.104 | loglstar: -inf < -483.503 < inf | logz: -505.066 +/- 0.453 | dlogz: 164.366 > 0.109
iter: 1807 | bound: 19 | nc: 38 | ncall: 58223 | eff(%): 3.104 | loglstar: -inf < -483.161 < inf | logz: -504.706 +/- 0.453 | dlogz: 163.999 > 0.109
iter: 1808 | bound: 19 | nc: 38 | ncall: 58261 | eff(%): 3.103 | loglstar: -inf < -482.937 < inf | logz: -504.374 +/- 0.452 | dlogz: 163.630 > 0.109
iter: 1809 | bound: 19 | nc: 38 | ncall: 58299 | eff(%): 3.103 | loglstar: -inf < -482.630 < inf | logz: -504.062 +/- 0.452 | dlogz: 163.288 > 0.109
iter: 1810 | bound: 19 | nc: 38 | ncall: 58337 | eff(%): 3.103 | loglstar: -inf < -480.716 < inf | logz: -503.278 +/- 0.458 | dlogz: 162.966 > 0.109
iter: 1811 | bound: 19 | nc: 38 | ncall: 58375 | eff(%): 3.102 | loglstar: -inf < -480.602 < inf | logz: -502.587 +/- 0.459 | dlogz: 162.172 > 0.109
iter: 1812 | bound: 19 | nc: 38 | ncall: 58413 | eff(%): 3.102 | loglstar: -inf < -480.339 < inf | logz: -502.117 +/- 0.457 | dlogz: 161.471 > 0.109
iter: 1813 | bound: 19 | nc: 38 | ncall: 58451 | eff(%): 3.102 | loglstar: -inf < -480.238 < inf | logz: -501.751 +/- 0.456 | dlogz: 160.991 > 0.109
iter: 1814 | bound: 19 | nc: 38 | ncall: 58489 | eff(%): 3.101 | loglstar: -inf < -478.662 < inf | logz: -501.093 +/- 0.458 | dlogz: 160.615 > 0.109
iter: 1815 | bound: 19 | nc: 38 | ncall: 58527 | eff(%): 3.101 | loglstar: -inf < -478.590 < inf | logz: -500.494 +/- 0.458 | dlogz: 159.947 > 0.109
iter: 1816 | bound: 19 | nc: 38 | ncall: 58565 | eff(%): 3.101 | loglstar: -inf < -478.090 < inf | logz: -500.017 +/- 0.457 | dlogz: 159.338 > 0.109
iter: 1817 | bound: 19 | nc: 38 | ncall: 58603 | eff(%): 3.101 | loglstar: -inf < -477.843 < inf | logz: -499.589 +/- 0.456 | dlogz: 158.851 > 0.109
iter: 1818 | bound: 19 | nc: 38 | ncall: 58641 | eff(%): 3.100 | loglstar: -inf < -477.794 < inf | logz: -499.255 +/- 0.455 | dlogz: 158.413 > 0.109
iter: 1819 | bound: 19 | nc: 38 | ncall: 58679 | eff(%): 3.100 | loglstar: -inf < -476.912 < inf | logz: -498.855 +/- 0.455 | dlogz: 158.069 > 0.109
iter: 1820 | bound: 19 | nc: 38 | ncall: 58717 | eff(%): 3.100 | loglstar: -inf < -476.645 < inf | logz: -498.428 +/- 0.455 | dlogz: 157.659 > 0.109
iter: 1821 | bound: 19 | nc: 38 | ncall: 58755 | eff(%): 3.099 | loglstar: -inf < -476.477 < inf | logz: -498.074 +/- 0.454 | dlogz: 157.223 > 0.109
iter: 1822 | bound: 19 | nc: 38 | ncall: 58793 | eff(%): 3.099 | loglstar: -inf < -476.113 < inf | logz: -497.744 +/- 0.454 | dlogz: 156.858 > 0.109
iter: 1823 | bound: 19 | nc: 38 | ncall: 58831 | eff(%): 3.099 | loglstar: -inf < -475.820 < inf | logz: -497.419 +/- 0.453 | dlogz: 156.519 > 0.109
iter: 1824 | bound: 19 | nc: 38 | ncall: 58869 | eff(%): 3.098 | loglstar: -inf < -474.856 < inf | logz: -496.968 +/- 0.455 | dlogz: 156.184 > 0.109
iter: 1825 | bound: 19 | nc: 38 | ncall: 58907 | eff(%): 3.098 | loglstar: -inf < -473.980 < inf | logz: -496.334 +/- 0.457 | dlogz: 155.723 > 0.109
iter: 1826 | bound: 19 | nc: 38 | ncall: 58945 | eff(%): 3.098 | loglstar: -inf < -473.972 < inf | logz: -495.828 +/- 0.457 | dlogz: 155.079 > 0.109
iter: 1827 | bound: 19 | nc: 38 | ncall: 58983 | eff(%): 3.098 | loglstar: -inf < -473.569 < inf | logz: -495.427 +/- 0.457 | dlogz: 154.563 > 0.109
iter: 1828 | bound: 19 | nc: 38 | ncall: 59021 | eff(%): 3.097 | loglstar: -inf < -473.247 < inf | logz: -495.045 +/- 0.456 | dlogz: 154.152 > 0.109
iter: 1829 | bound: 19 | nc: 38 | ncall: 59059 | eff(%): 3.097 | loglstar: -inf < -472.758 < inf | logz: -494.653 +/- 0.456 | dlogz: 153.759 > 0.109
iter: 1830 | bound: 19 | nc: 38 | ncall: 59097 | eff(%): 3.097 | loglstar: -inf < -472.749 < inf | logz: -494.316 +/- 0.455 | dlogz: 153.357 > 0.109
iter: 1831 | bound: 19 | nc: 38 | ncall: 59135 | eff(%): 3.096 | loglstar: -inf < -472.377 < inf | logz: -494.017 +/- 0.454 | dlogz: 153.011 > 0.109
iter: 1832 | bound: 19 | nc: 38 | ncall: 59173 | eff(%): 3.096 | loglstar: -inf < -471.365 < inf | logz: -493.568 +/- 0.456 | dlogz: 152.702 > 0.109
iter: 1833 | bound: 19 | nc: 38 | ncall: 59211 | eff(%): 3.096 | loglstar: -inf < -471.133 < inf | logz: -493.101 +/- 0.456 | dlogz: 152.242 > 0.109
iter: 1834 | bound: 19 | nc: 38 | ncall: 59249 | eff(%): 3.095 | loglstar: -inf < -471.002 < inf | logz: -492.736 +/- 0.456 | dlogz: 151.766 > 0.109
iter: 1835 | bound: 19 | nc: 38 | ncall: 59287 | eff(%): 3.095 | loglstar: -inf < -470.130 < inf | logz: -492.300 +/- 0.456 | dlogz: 151.391 > 0.109
iter: 1836 | bound: 19 | nc: 38 | ncall: 59325 | eff(%): 3.095 | loglstar: -inf < -469.360 < inf | logz: -491.723 +/- 0.458 | dlogz: 150.945 > 0.109
iter: 1837 | bound: 19 | nc: 38 | ncall: 59363 | eff(%): 3.095 | loglstar: -inf < -469.078 < inf | logz: -491.198 +/- 0.459 | dlogz: 150.358 > 0.109
iter: 1838 | bound: 19 | nc: 38 | ncall: 59401 | eff(%): 3.094 | loglstar: -inf < -468.459 < inf | logz: -490.692 +/- 0.459 | dlogz: 149.823 > 0.109
iter: 1839 | bound: 19 | nc: 38 | ncall: 59439 | eff(%): 3.094 | loglstar: -inf < -468.452 < inf | logz: -490.278 +/- 0.458 | dlogz: 149.307 > 0.109
iter: 1840 | bound: 19 | nc: 38 | ncall: 59477 | eff(%): 3.094 | loglstar: -inf < -468.174 < inf | logz: -489.948 +/- 0.457 | dlogz: 148.883 > 0.109
iter: 1841 | bound: 19 | nc: 38 | ncall: 59515 | eff(%): 3.093 | loglstar: -inf < -467.713 < inf | logz: -489.605 +/- 0.456 | dlogz: 148.544 > 0.109
iter: 1842 | bound: 19 | nc: 38 | ncall: 59553 | eff(%): 3.093 | loglstar: -inf < -467.605 < inf | logz: -489.289 +/- 0.456 | dlogz: 148.191 > 0.109
iter: 1843 | bound: 19 | nc: 38 | ncall: 59591 | eff(%): 3.093 | loglstar: -inf < -467.159 < inf | logz: -488.979 +/- 0.455 | dlogz: 147.864 > 0.109
iter: 1844 | bound: 19 | nc: 38 | ncall: 59629 | eff(%): 3.092 | loglstar: -inf < -465.954 < inf | logz: -488.450 +/- 0.458 | dlogz: 147.544 > 0.109
iter: 1845 | bound: 19 | nc: 38 | ncall: 59667 | eff(%): 3.092 | loglstar: -inf < -465.555 < inf | logz: -487.874 +/- 0.459 | dlogz: 147.005 > 0.109
iter: 1846 | bound: 19 | nc: 38 | ncall: 59705 | eff(%): 3.092 | loglstar: -inf < -465.244 < inf | logz: -487.395 +/- 0.459 | dlogz: 146.419 > 0.109
iter: 1847 | bound: 19 | nc: 38 | ncall: 59743 | eff(%): 3.092 | loglstar: -inf < -465.236 < inf | logz: -487.033 +/- 0.458 | dlogz: 145.931 > 0.109
iter: 1848 | bound: 19 | nc: 38 | ncall: 59781 | eff(%): 3.091 | loglstar: -inf < -464.505 < inf | logz: -486.651 +/- 0.458 | dlogz: 145.559 > 0.109
iter: 1849 | bound: 19 | nc: 38 | ncall: 59819 | eff(%): 3.091 | loglstar: -inf < -463.955 < inf | logz: -486.194 +/- 0.458 | dlogz: 145.167 > 0.109
iter: 1850 | bound: 19 | nc: 38 | ncall: 59857 | eff(%): 3.091 | loglstar: -inf < -463.653 < inf | logz: -485.761 +/- 0.458 | dlogz: 144.700 > 0.109
iter: 1851 | bound: 19 | nc: 38 | ncall: 59895 | eff(%): 3.090 | loglstar: -inf < -462.870 < inf | logz: -485.268 +/- 0.459 | dlogz: 144.257 > 0.109
iter: 1852 | bound: 19 | nc: 38 | ncall: 59933 | eff(%): 3.090 | loglstar: -inf < -461.578 < inf | logz: -484.467 +/- 0.463 | dlogz: 143.754 > 0.109
iter: 1853 | bound: 19 | nc: 38 | ncall: 59971 | eff(%): 3.090 | loglstar: -inf < -461.399 < inf | logz: -483.804 +/- 0.463 | dlogz: 142.943 > 0.109
iter: 1854 | bound: 19 | nc: 38 | ncall: 60009 | eff(%): 3.090 | loglstar: -inf < -460.728 < inf | logz: -483.232 +/- 0.463 | dlogz: 142.270 > 0.109
iter: 1855 | bound: 19 | nc: 38 | ncall: 60047 | eff(%): 3.089 | loglstar: -inf < -460.222 < inf | logz: -482.667 +/- 0.462 | dlogz: 141.688 > 0.109
iter: 1856 | bound: 19 | nc: 38 | ncall: 60085 | eff(%): 3.089 | loglstar: -inf < -460.047 < inf | logz: -482.207 +/- 0.461 | dlogz: 141.113 > 0.109
iter: 1857 | bound: 19 | nc: 38 | ncall: 60123 | eff(%): 3.089 | loglstar: -inf < -459.611 < inf | logz: -481.798 +/- 0.460 | dlogz: 140.643 > 0.109
iter: 1858 | bound: 19 | nc: 38 | ncall: 60161 | eff(%): 3.088 | loglstar: -inf < -459.422 < inf | logz: -481.429 +/- 0.460 | dlogz: 140.224 > 0.109
iter: 1859 | bound: 19 | nc: 38 | ncall: 60199 | eff(%): 3.088 | loglstar: -inf < -458.909 < inf | logz: -481.061 +/- 0.459 | dlogz: 139.845 > 0.109
iter: 1860 | bound: 19 | nc: 38 | ncall: 60237 | eff(%): 3.088 | loglstar: -inf < -458.883 < inf | logz: -480.733 +/- 0.458 | dlogz: 139.467 > 0.109
iter: 1861 | bound: 19 | nc: 38 | ncall: 60275 | eff(%): 3.088 | loglstar: -inf < -458.117 < inf | logz: -480.368 +/- 0.458 | dlogz: 139.130 > 0.109
iter: 1862 | bound: 19 | nc: 38 | ncall: 60313 | eff(%): 3.087 | loglstar: -inf < -457.799 < inf | logz: -479.969 +/- 0.458 | dlogz: 138.754 > 0.109
iter: 1863 | bound: 19 | nc: 38 | ncall: 60351 | eff(%): 3.087 | loglstar: -inf < -457.563 < inf | logz: -479.613 +/- 0.458 | dlogz: 138.345 > 0.109
iter: 1864 | bound: 19 | nc: 38 | ncall: 60389 | eff(%): 3.087 | loglstar: -inf < -457.416 < inf | logz: -479.307 +/- 0.458 | dlogz: 137.979 > 0.109
iter: 1865 | bound: 19 | nc: 38 | ncall: 60427 | eff(%): 3.086 | loglstar: -inf < -457.210 < inf | logz: -479.035 +/- 0.457 | dlogz: 137.663 > 0.109
iter: 1866 | bound: 19 | nc: 38 | ncall: 60465 | eff(%): 3.086 | loglstar: -inf < -456.748 < inf | logz: -478.745 +/- 0.457 | dlogz: 137.382 > 0.109
iter: 1867 | bound: 19 | nc: 38 | ncall: 60503 | eff(%): 3.086 | loglstar: -inf < -456.737 < inf | logz: -478.478 +/- 0.456 | dlogz: 137.082 > 0.109
iter: 1868 | bound: 19 | nc: 38 | ncall: 60541 | eff(%): 3.086 | loglstar: -inf < -456.510 < inf | logz: -478.243 +/- 0.456 | dlogz: 136.804 > 0.109
iter: 1869 | bound: 19 | nc: 38 | ncall: 60579 | eff(%): 3.085 | loglstar: -inf < -456.302 < inf | logz: -478.015 +/- 0.455 | dlogz: 136.560 > 0.109
iter: 1870 | bound: 19 | nc: 38 | ncall: 60617 | eff(%): 3.085 | loglstar: -inf < -455.717 < inf | logz: -477.744 +/- 0.455 | dlogz: 136.322 > 0.109
iter: 1871 | bound: 19 | nc: 38 | ncall: 60655 | eff(%): 3.085 | loglstar: -inf < -455.366 < inf | logz: -477.432 +/- 0.456 | dlogz: 136.040 > 0.109
iter: 1872 | bound: 19 | nc: 38 | ncall: 60693 | eff(%): 3.084 | loglstar: -inf < -455.314 < inf | logz: -477.155 +/- 0.456 | dlogz: 135.719 > 0.109
iter: 1873 | bound: 19 | nc: 38 | ncall: 60731 | eff(%): 3.084 | loglstar: -inf < -455.208 < inf | logz: -476.924 +/- 0.455 | dlogz: 135.431 > 0.109
iter: 1874 | bound: 19 | nc: 38 | ncall: 60769 | eff(%): 3.084 | loglstar: -inf < -454.946 < inf | logz: -476.703 +/- 0.455 | dlogz: 135.190 > 0.109
iter: 1875 | bound: 19 | nc: 38 | ncall: 60807 | eff(%): 3.084 | loglstar: -inf < -454.524 < inf | logz: -476.456 +/- 0.455 | dlogz: 134.960 > 0.109
iter: 1876 | bound: 19 | nc: 38 | ncall: 60845 | eff(%): 3.083 | loglstar: -inf < -454.421 < inf | logz: -476.212 +/- 0.455 | dlogz: 134.703 > 0.109
iter: 1877 | bound: 19 | nc: 38 | ncall: 60883 | eff(%): 3.083 | loglstar: -inf < -454.358 < inf | logz: -476.004 +/- 0.455 | dlogz: 134.449 > 0.109
iter: 1878 | bound: 19 | nc: 38 | ncall: 60921 | eff(%): 3.083 | loglstar: -inf < -454.094 < inf | logz: -475.803 +/- 0.454 | dlogz: 134.231 > 0.109
iter: 1879 | bound: 19 | nc: 38 | ncall: 60959 | eff(%): 3.082 | loglstar: -inf < -453.366 < inf | logz: -475.532 +/- 0.455 | dlogz: 134.020 > 0.109
iter: 1880 | bound: 19 | nc: 38 | ncall: 60997 | eff(%): 3.082 | loglstar: -inf < -452.503 < inf | logz: -475.103 +/- 0.458 | dlogz: 133.739 > 0.109
iter: 1881 | bound: 19 | nc: 38 | ncall: 61035 | eff(%): 3.082 | loglstar: -inf < -452.295 < inf | logz: -474.670 +/- 0.459 | dlogz: 184.136 > 0.109
iter: 1882 | bound: 19 | nc: 38 | ncall: 61073 | eff(%): 3.082 | loglstar: -inf < -452.090 < inf | logz: -474.314 +/- 0.459 | dlogz: 183.693 > 0.109
iter: 1883 | bound: 19 | nc: 38 | ncall: 61111 | eff(%): 3.081 | loglstar: -inf < -452.087 < inf | logz: -474.031 +/- 0.459 | dlogz: 183.327 > 0.109
iter: 1884 | bound: 19 | nc: 38 | ncall: 61149 | eff(%): 3.081 | loglstar: -inf < -452.045 < inf | logz: -473.808 +/- 0.458 | dlogz: 183.034 > 0.109
iter: 1885 | bound: 19 | nc: 38 | ncall: 61187 | eff(%): 3.081 | loglstar: -inf < -451.531 < inf | logz: -473.569 +/- 0.457 | dlogz: 182.801 > 0.109
iter: 1886 | bound: 19 | nc: 38 | ncall: 61225 | eff(%): 3.080 | loglstar: -inf < -450.461 < inf | logz: -473.153 +/- 0.459 | dlogz: 182.552 > 0.109
iter: 1887 | bound: 19 | nc: 38 | ncall: 61263 | eff(%): 3.080 | loglstar: -inf < -449.905 < inf | logz: -472.630 +/- 0.462 | dlogz: 182.127 > 0.109
iter: 1888 | bound: 19 | nc: 38 | ncall: 61301 | eff(%): 3.080 | loglstar: -inf < -449.579 < inf | logz: -472.153 +/- 0.462 | dlogz: 181.593 > 0.109
iter: 1889 | bound: 19 | nc: 38 | ncall: 61339 | eff(%): 3.080 | loglstar: -inf < -449.424 < inf | logz: -471.765 +/- 0.462 | dlogz: 181.106 > 0.109
iter: 1890 | bound: 19 | nc: 38 | ncall: 61377 | eff(%): 3.079 | loglstar: -inf < -448.946 < inf | logz: -471.395 +/- 0.462 | dlogz: 180.708 > 0.109
iter: 1891 | bound: 19 | nc: 38 | ncall: 61415 | eff(%): 3.079 | loglstar: -inf < -447.701 < inf | logz: -470.783 +/- 0.465 | dlogz: 180.328 > 0.109
iter: 1892 | bound: 19 | nc: 38 | ncall: 61453 | eff(%): 3.079 | loglstar: -inf < -446.731 < inf | logz: -469.958 +/- 0.468 | dlogz: 179.706 > 0.109
iter: 1893 | bound: 19 | nc: 38 | ncall: 61491 | eff(%): 3.078 | loglstar: -inf < -445.849 < inf | logz: -469.092 +/- 0.470 | dlogz: 178.871 > 0.109
iter: 1894 | bound: 19 | nc: 38 | ncall: 61529 | eff(%): 3.078 | loglstar: -inf < -445.625 < inf | logz: -468.443 +/- 0.469 | dlogz: 177.995 > 0.109
iter: 1895 | bound: 19 | nc: 38 | ncall: 61567 | eff(%): 3.078 | loglstar: -inf < -445.369 < inf | logz: -467.972 +/- 0.467 | dlogz: 177.337 > 0.109
iter: 1896 | bound: 19 | nc: 38 | ncall: 61605 | eff(%): 3.078 | loglstar: -inf < -444.093 < inf | logz: -467.298 +/- 0.468 | dlogz: 176.856 > 0.109
iter: 1897 | bound: 20 | nc: 38 | ncall: 61643 | eff(%): 3.077 | loglstar: -inf < -443.789 < inf | logz: -466.660 +/- 0.468 | dlogz: 176.172 > 0.109
iter: 1898 | bound: 20 | nc: 38 | ncall: 61681 | eff(%): 3.077 | loglstar: -inf < -443.643 < inf | logz: -466.203 +/- 0.466 | dlogz: 175.524 > 0.109
iter: 1899 | bound: 20 | nc: 38 | ncall: 61719 | eff(%): 3.077 | loglstar: -inf < -442.992 < inf | logz: -465.753 +/- 0.466 | dlogz: 175.057 > 0.109
iter: 1900 | bound: 20 | nc: 38 | ncall: 61757 | eff(%): 3.077 | loglstar: -inf < -442.595 < inf | logz: -465.291 +/- 0.465 | dlogz: 174.597 > 0.109
iter: 1901 | bound: 20 | nc: 38 | ncall: 61795 | eff(%): 3.076 | loglstar: -inf < -442.317 < inf | logz: -464.880 +/- 0.465 | dlogz: 174.125 > 0.109
iter: 1902 | bound: 20 | nc: 38 | ncall: 61833 | eff(%): 3.076 | loglstar: -inf < -441.674 < inf | logz: -464.441 +/- 0.465 | dlogz: 173.704 > 0.109
iter: 1903 | bound: 20 | nc: 38 | ncall: 61871 | eff(%): 3.076 | loglstar: -inf < -441.126 < inf | logz: -463.953 +/- 0.465 | dlogz: 173.255 > 0.109
iter: 1904 | bound: 20 | nc: 38 | ncall: 61909 | eff(%): 3.075 | loglstar: -inf < -440.848 < inf | logz: -463.507 +/- 0.465 | dlogz: 172.757 > 0.109
iter: 1905 | bound: 20 | nc: 38 | ncall: 61947 | eff(%): 3.075 | loglstar: -inf < -440.669 < inf | logz: -463.139 +/- 0.464 | dlogz: 172.301 > 0.109
iter: 1906 | bound: 20 | nc: 38 | ncall: 61985 | eff(%): 3.075 | loglstar: -inf < -440.546 < inf | logz: -462.836 +/- 0.463 | dlogz: 171.923 > 0.109
iter: 1907 | bound: 20 | nc: 38 | ncall: 62023 | eff(%): 3.075 | loglstar: -inf < -440.001 < inf | logz: -462.518 +/- 0.463 | dlogz: 171.610 > 0.109
iter: 1908 | bound: 20 | nc: 38 | ncall: 62061 | eff(%): 3.074 | loglstar: -inf < -438.992 < inf | logz: -462.024 +/- 0.464 | dlogz: 171.282 > 0.109
iter: 1909 | bound: 20 | nc: 38 | ncall: 62099 | eff(%): 3.074 | loglstar: -inf < -438.664 < inf | logz: -461.508 +/- 0.465 | dlogz: 170.778 > 0.109
iter: 1910 | bound: 20 | nc: 38 | ncall: 62137 | eff(%): 3.074 | loglstar: -inf < -438.619 < inf | logz: -461.119 +/- 0.465 | dlogz: 170.252 > 0.109
iter: 1911 | bound: 20 | nc: 38 | ncall: 62175 | eff(%): 3.074 | loglstar: -inf < -438.121 < inf | logz: -460.761 +/- 0.464 | dlogz: 169.854 > 0.109
iter: 1912 | bound: 20 | nc: 38 | ncall: 62213 | eff(%): 3.073 | loglstar: -inf < -438.018 < inf | logz: -460.431 +/- 0.464 | dlogz: 169.485 > 0.109
iter: 1913 | bound: 20 | nc: 38 | ncall: 62251 | eff(%): 3.073 | loglstar: -inf < -437.927 < inf | logz: -460.163 +/- 0.463 | dlogz: 169.145 > 0.109
iter: 1914 | bound: 20 | nc: 38 | ncall: 62289 | eff(%): 3.073 | loglstar: -inf < -437.710 < inf | logz: -459.922 +/- 0.462 | dlogz: 168.868 > 0.109
iter: 1915 | bound: 20 | nc: 38 | ncall: 62327 | eff(%): 3.073 | loglstar: -inf < -437.155 < inf | logz: -459.643 +/- 0.462 | dlogz: 168.617 > 0.109
iter: 1916 | bound: 20 | nc: 38 | ncall: 62365 | eff(%): 3.072 | loglstar: -inf < -437.056 < inf | logz: -459.364 +/- 0.461 | dlogz: 168.328 > 0.109
iter: 1917 | bound: 20 | nc: 38 | ncall: 62403 | eff(%): 3.072 | loglstar: -inf < -437.001 < inf | logz: -459.132 +/- 0.461 | dlogz: 168.038 > 0.109
iter: 1918 | bound: 20 | nc: 38 | ncall: 62441 | eff(%): 3.072 | loglstar: -inf < -436.932 < inf | logz: -458.935 +/- 0.460 | dlogz: 167.797 > 0.109
iter: 1919 | bound: 20 | nc: 38 | ncall: 62479 | eff(%): 3.071 | loglstar: -inf < -436.541 < inf | logz: -458.731 +/- 0.460 | dlogz: 167.590 > 0.109
iter: 1920 | bound: 20 | nc: 38 | ncall: 62517 | eff(%): 3.071 | loglstar: -inf < -436.028 < inf | logz: -458.475 +/- 0.460 | dlogz: 167.376 > 0.109
iter: 1921 | bound: 20 | nc: 38 | ncall: 62555 | eff(%): 3.071 | loglstar: -inf < -436.024 < inf | logz: -458.228 +/- 0.460 | dlogz: 167.110 > 0.109
iter: 1922 | bound: 20 | nc: 38 | ncall: 62593 | eff(%): 3.071 | loglstar: -inf < -435.812 < inf | logz: -458.010 +/- 0.460 | dlogz: 166.852 > 0.109
iter: 1923 | bound: 20 | nc: 38 | ncall: 62631 | eff(%): 3.070 | loglstar: -inf < -435.144 < inf | logz: -457.736 +/- 0.460 | dlogz: 166.625 > 0.109
iter: 1924 | bound: 20 | nc: 38 | ncall: 62669 | eff(%): 3.070 | loglstar: -inf < -434.894 < inf | logz: -457.430 +/- 0.461 | dlogz: 170.308 > 0.109
iter: 1925 | bound: 20 | nc: 38 | ncall: 62707 | eff(%): 3.070 | loglstar: -inf < -434.592 < inf | logz: -457.133 +/- 0.461 | dlogz: 169.991 > 0.109
iter: 1926 | bound: 20 | nc: 38 | ncall: 62745 | eff(%): 3.070 | loglstar: -inf < -434.322 < inf | logz: -456.842 +/- 0.461 | dlogz: 169.685 > 0.109
iter: 1927 | bound: 20 | nc: 38 | ncall: 62783 | eff(%): 3.069 | loglstar: -inf < -434.023 < inf | logz: -456.554 +/- 0.462 | dlogz: 169.384 > 0.109
iter: 1928 | bound: 20 | nc: 38 | ncall: 62821 | eff(%): 3.069 | loglstar: -inf < -433.957 < inf | logz: -456.297 +/- 0.462 | dlogz: 169.086 > 0.109
iter: 1929 | bound: 20 | nc: 38 | ncall: 62859 | eff(%): 3.069 | loglstar: -inf < -433.437 < inf | logz: -456.026 +/- 0.462 | dlogz: 168.819 > 0.109
iter: 1930 | bound: 20 | nc: 38 | ncall: 62897 | eff(%): 3.069 | loglstar: -inf < -433.383 < inf | logz: -455.761 +/- 0.462 | dlogz: 168.538 > 0.109
iter: 1931 | bound: 20 | nc: 38 | ncall: 62935 | eff(%): 3.068 | loglstar: -inf < -431.843 < inf | logz: -455.249 +/- 0.465 | dlogz: 168.263 > 0.109
iter: 1932 | bound: 20 | nc: 38 | ncall: 62973 | eff(%): 3.068 | loglstar: -inf < -431.267 < inf | logz: -454.602 +/- 0.468 | dlogz: 167.741 > 0.109
iter: 1933 | bound: 20 | nc: 38 | ncall: 63011 | eff(%): 3.068 | loglstar: -inf < -428.957 < inf | logz: -453.134 +/- 0.480 | dlogz: 167.085 > 0.109
iter: 1934 | bound: 20 | nc: 38 | ncall: 63049 | eff(%): 3.067 | loglstar: -inf < -428.922 < inf | logz: -452.253 +/- 0.477 | dlogz: 165.606 > 0.109
iter: 1935 | bound: 20 | nc: 38 | ncall: 63087 | eff(%): 3.067 | loglstar: -inf < -428.299 < inf | logz: -451.641 +/- 0.474 | dlogz: 164.716 > 0.109
iter: 1936 | bound: 20 | nc: 38 | ncall: 63125 | eff(%): 3.067 | loglstar: -inf < -428.284 < inf | logz: -451.175 +/- 0.472 | dlogz: 164.094 > 0.109
iter: 1937 | bound: 20 | nc: 38 | ncall: 63163 | eff(%): 3.067 | loglstar: -inf < -428.177 < inf | logz: -450.844 +/- 0.470 | dlogz: 163.617 > 0.109
iter: 1938 | bound: 20 | nc: 38 | ncall: 63201 | eff(%): 3.066 | loglstar: -inf < -428.102 < inf | logz: -450.577 +/- 0.468 | dlogz: 163.276 > 0.109
iter: 1939 | bound: 20 | nc: 38 | ncall: 63239 | eff(%): 3.066 | loglstar: -inf < -427.969 < inf | logz: -450.348 +/- 0.467 | dlogz: 162.999 > 0.109
iter: 1940 | bound: 20 | nc: 38 | ncall: 63277 | eff(%): 3.066 | loglstar: -inf < -427.703 < inf | logz: -450.125 +/- 0.466 | dlogz: 162.760 > 0.109
iter: 1941 | bound: 20 | nc: 38 | ncall: 63315 | eff(%): 3.066 | loglstar: -inf < -427.619 < inf | logz: -449.915 +/- 0.465 | dlogz: 162.528 > 0.109
iter: 1942 | bound: 20 | nc: 38 | ncall: 63353 | eff(%): 3.065 | loglstar: -inf < -427.602 < inf | logz: -449.736 +/- 0.464 | dlogz: 162.308 > 0.109
iter: 1943 | bound: 20 | nc: 38 | ncall: 63391 | eff(%): 3.065 | loglstar: -inf < -427.544 < inf | logz: -449.579 +/- 0.463 | dlogz: 162.118 > 0.109
iter: 1944 | bound: 20 | nc: 38 | ncall: 63429 | eff(%): 3.065 | loglstar: -inf < -426.568 < inf | logz: -449.341 +/- 0.463 | dlogz: 161.952 > 0.109
iter: 1945 | bound: 20 | nc: 38 | ncall: 63467 | eff(%): 3.065 | loglstar: -inf < -426.557 < inf | logz: -449.073 +/- 0.463 | dlogz: 161.704 > 0.109
iter: 1946 | bound: 20 | nc: 38 | ncall: 63505 | eff(%): 3.064 | loglstar: -inf < -425.835 < inf | logz: -448.768 +/- 0.464 | dlogz: 161.426 > 0.109
iter: 1947 | bound: 20 | nc: 38 | ncall: 63543 | eff(%): 3.064 | loglstar: -inf < -425.212 < inf | logz: -448.360 +/- 0.465 | dlogz: 161.111 > 0.109
iter: 1948 | bound: 20 | nc: 38 | ncall: 63581 | eff(%): 3.064 | loglstar: -inf < -425.207 < inf | logz: -448.001 +/- 0.466 | dlogz: 160.693 > 0.109
iter: 1949 | bound: 20 | nc: 38 | ncall: 63619 | eff(%): 3.064 | loglstar: -inf < -425.178 < inf | logz: -447.736 +/- 0.465 | dlogz: 160.324 > 0.109
iter: 1950 | bound: 20 | nc: 38 | ncall: 63657 | eff(%): 3.063 | loglstar: -inf < -424.908 < inf | logz: -447.496 +/- 0.465 | dlogz: 160.049 > 0.109
iter: 1951 | bound: 20 | nc: 38 | ncall: 63695 | eff(%): 3.063 | loglstar: -inf < -424.852 < inf | logz: -447.276 +/- 0.464 | dlogz: 159.799 > 0.109
iter: 1952 | bound: 20 | nc: 38 | ncall: 63733 | eff(%): 3.063 | loglstar: -inf < -424.762 < inf | logz: -447.085 +/- 0.463 | dlogz: 159.570 > 0.109
iter: 1953 | bound: 20 | nc: 38 | ncall: 63771 | eff(%): 3.063 | loglstar: -inf < -424.361 < inf | logz: -446.883 +/- 0.463 | dlogz: 159.369 > 0.109
iter: 1954 | bound: 20 | nc: 38 | ncall: 63809 | eff(%): 3.062 | loglstar: -inf < -423.898 < inf | logz: -446.635 +/- 0.463 | dlogz: 159.156 > 0.109
iter: 1955 | bound: 20 | nc: 38 | ncall: 63847 | eff(%): 3.062 | loglstar: -inf < -423.281 < inf | logz: -446.313 +/- 0.464 | dlogz: 158.899 > 0.109
iter: 1956 | bound: 20 | nc: 38 | ncall: 63885 | eff(%): 3.062 | loglstar: -inf < -423.157 < inf | logz: -445.993 +/- 0.465 | dlogz: 158.566 > 0.109
iter: 1957 | bound: 20 | nc: 38 | ncall: 63923 | eff(%): 3.061 | loglstar: -inf < -423.099 < inf | logz: -445.733 +/- 0.465 | dlogz: 158.236 > 0.109
iter: 1958 | bound: 20 | nc: 38 | ncall: 63961 | eff(%): 3.061 | loglstar: -inf < -423.026 < inf | logz: -445.516 +/- 0.464 | dlogz: 157.966 > 0.109
iter: 1959 | bound: 20 | nc: 38 | ncall: 63999 | eff(%): 3.061 | loglstar: -inf < -422.897 < inf | logz: -445.322 +/- 0.464 | dlogz: 157.739 > 0.109
iter: 1960 | bound: 20 | nc: 38 | ncall: 64037 | eff(%): 3.061 | loglstar: -inf < -421.743 < inf | logz: -444.994 +/- 0.465 | dlogz: 157.535 > 0.109
iter: 1961 | bound: 20 | nc: 38 | ncall: 64075 | eff(%): 3.060 | loglstar: -inf < -421.701 < inf | logz: -444.637 +/- 0.466 | dlogz: 157.198 > 0.109
iter: 1962 | bound: 20 | nc: 38 | ncall: 64113 | eff(%): 3.060 | loglstar: -inf < -420.394 < inf | logz: -444.099 +/- 0.469 | dlogz: 156.831 > 0.109
iter: 1963 | bound: 20 | nc: 38 | ncall: 64151 | eff(%): 3.060 | loglstar: -inf < -419.715 < inf | logz: -443.425 +/- 0.472 | dlogz: 156.283 > 0.109
iter: 1964 | bound: 20 | nc: 38 | ncall: 64189 | eff(%): 3.060 | loglstar: -inf < -419.501 < inf | logz: -442.881 +/- 0.473 | dlogz: 155.598 > 0.109
iter: 1965 | bound: 20 | nc: 38 | ncall: 64227 | eff(%): 3.059 | loglstar: -inf < -418.478 < inf | logz: -442.256 +/- 0.474 | dlogz: 155.045 > 0.109
iter: 1966 | bound: 20 | nc: 38 | ncall: 64265 | eff(%): 3.059 | loglstar: -inf < -417.222 < inf | logz: -441.329 +/- 0.478 | dlogz: 154.410 > 0.109
iter: 1967 | bound: 20 | nc: 38 | ncall: 64303 | eff(%): 3.059 | loglstar: -inf < -416.911 < inf | logz: -440.586 +/- 0.477 | dlogz: 153.473 > 0.109
iter: 1968 | bound: 20 | nc: 38 | ncall: 64341 | eff(%): 3.059 | loglstar: -inf < -416.521 < inf | logz: -440.032 +/- 0.475 | dlogz: 152.720 > 0.109
iter: 1969 | bound: 20 | nc: 38 | ncall: 64379 | eff(%): 3.058 | loglstar: -inf < -416.049 < inf | logz: -439.528 +/- 0.474 | dlogz: 152.156 > 0.109
iter: 1970 | bound: 20 | nc: 38 | ncall: 64417 | eff(%): 3.058 | loglstar: -inf < -416.018 < inf | logz: -439.129 +/- 0.473 | dlogz: 151.642 > 0.109
iter: 1971 | bound: 20 | nc: 38 | ncall: 64455 | eff(%): 3.058 | loglstar: -inf < -415.572 < inf | logz: -438.776 +/- 0.472 | dlogz: 151.234 > 0.109
iter: 1972 | bound: 20 | nc: 38 | ncall: 64493 | eff(%): 3.058 | loglstar: -inf < -415.467 < inf | logz: -438.455 +/- 0.471 | dlogz: 150.870 > 0.109
iter: 1973 | bound: 20 | nc: 38 | ncall: 64531 | eff(%): 3.057 | loglstar: -inf < -415.166 < inf | logz: -438.165 +/- 0.470 | dlogz: 150.539 > 0.109
iter: 1974 | bound: 20 | nc: 38 | ncall: 64569 | eff(%): 3.057 | loglstar: -inf < -415.041 < inf | logz: -437.898 +/- 0.469 | dlogz: 150.239 > 0.109
iter: 1975 | bound: 20 | nc: 38 | ncall: 64607 | eff(%): 3.057 | loglstar: -inf < -414.947 < inf | logz: -437.668 +/- 0.468 | dlogz: 149.962 > 0.109
iter: 1976 | bound: 20 | nc: 38 | ncall: 64645 | eff(%): 3.057 | loglstar: -inf < -414.868 < inf | logz: -437.468 +/- 0.467 | dlogz: 149.722 > 0.109
iter: 1977 | bound: 20 | nc: 38 | ncall: 64683 | eff(%): 3.056 | loglstar: -inf < -414.554 < inf | logz: -437.268 +/- 0.467 | dlogz: 149.512 > 0.109
iter: 1978 | bound: 20 | nc: 38 | ncall: 64721 | eff(%): 3.056 | loglstar: -inf < -414.363 < inf | logz: -437.062 +/- 0.466 | dlogz: 149.302 > 0.109
iter: 1979 | bound: 20 | nc: 38 | ncall: 64759 | eff(%): 3.056 | loglstar: -inf < -414.017 < inf | logz: -436.843 +/- 0.466 | dlogz: 149.086 > 0.109
iter: 1980 | bound: 20 | nc: 38 | ncall: 64797 | eff(%): 3.056 | loglstar: -inf < -413.747 < inf | logz: -436.610 +/- 0.466 | dlogz: 148.858 > 0.109
iter: 1981 | bound: 20 | nc: 38 | ncall: 64835 | eff(%): 3.055 | loglstar: -inf < -413.523 < inf | logz: -436.377 +/- 0.466 | dlogz: 148.615 > 0.109
iter: 1982 | bound: 20 | nc: 38 | ncall: 64873 | eff(%): 3.055 | loglstar: -inf < -412.843 < inf | logz: -436.084 +/- 0.467 | dlogz: 148.372 > 0.109
iter: 1983 | bound: 20 | nc: 38 | ncall: 64911 | eff(%): 3.055 | loglstar: -inf < -411.937 < inf | logz: -435.626 +/- 0.469 | dlogz: 148.068 > 0.109
iter: 1984 | bound: 20 | nc: 38 | ncall: 64949 | eff(%): 3.055 | loglstar: -inf < -411.234 < inf | logz: -435.049 +/- 0.472 | dlogz: 147.601 > 0.109
iter: 1985 | bound: 20 | nc: 38 | ncall: 64987 | eff(%): 3.054 | loglstar: -inf < -410.846 < inf | logz: -434.507 +/- 0.473 | dlogz: 147.014 > 0.109
iter: 1986 | bound: 20 | nc: 38 | ncall: 65025 | eff(%): 3.054 | loglstar: -inf < -410.089 < inf | logz: -433.935 +/- 0.475 | dlogz: 146.462 > 0.109
iter: 1987 | bound: 20 | nc: 38 | ncall: 65063 | eff(%): 3.054 | loglstar: -inf < -409.874 < inf | logz: -433.429 +/- 0.475 | dlogz: 145.880 > 0.109
iter: 1988 | bound: 20 | nc: 38 | ncall: 65101 | eff(%): 3.054 | loglstar: -inf < -409.472 < inf | logz: -432.996 +/- 0.474 | dlogz: 145.364 > 0.109
iter: 1989 | bound: 20 | nc: 38 | ncall: 65139 | eff(%): 3.053 | loglstar: -inf < -409.459 < inf | logz: -432.645 +/- 0.473 | dlogz: 144.921 > 0.109
iter: 1990 | bound: 20 | nc: 38 | ncall: 65177 | eff(%): 3.053 | loglstar: -inf < -409.101 < inf | logz: -432.339 +/- 0.472 | dlogz: 144.560 > 0.109
iter: 1991 | bound: 20 | nc: 38 | ncall: 65215 | eff(%): 3.053 | loglstar: -inf < -408.509 < inf | logz: -431.980 +/- 0.472 | dlogz: 144.244 > 0.109
iter: 1992 | bound: 20 | nc: 38 | ncall: 65253 | eff(%): 3.053 | loglstar: -inf < -407.228 < inf | logz: -431.347 +/- 0.475 | dlogz: 143.875 > 0.109
iter: 1993 | bound: 20 | nc: 38 | ncall: 65291 | eff(%): 3.052 | loglstar: -inf < -406.597 < inf | logz: -430.630 +/- 0.477 | dlogz: 143.232 > 0.109
iter: 1994 | bound: 20 | nc: 38 | ncall: 65329 | eff(%): 3.052 | loglstar: -inf < -405.974 < inf | logz: -429.964 +/- 0.478 | dlogz: 142.506 > 0.109
iter: 1995 | bound: 20 | nc: 38 | ncall: 65367 | eff(%): 3.052 | loglstar: -inf < -405.952 < inf | logz: -429.473 +/- 0.477 | dlogz: 141.829 > 0.109
iter: 1996 | bound: 20 | nc: 38 | ncall: 65405 | eff(%): 3.052 | loglstar: -inf < -405.868 < inf | logz: -429.133 +/- 0.475 | dlogz: 141.329 > 0.109
iter: 1997 | bound: 21 | nc: 38 | ncall: 65443 | eff(%): 3.052 | loglstar: -inf < -405.490 < inf | logz: -428.821 +/- 0.474 | dlogz: 140.979 > 0.109
iter: 1998 | bound: 21 | nc: 38 | ncall: 65481 | eff(%): 3.051 | loglstar: -inf < -404.673 < inf | logz: -428.407 +/- 0.474 | dlogz: 140.657 > 0.109
iter: 1999 | bound: 21 | nc: 38 | ncall: 65519 | eff(%): 3.051 | loglstar: -inf < -404.500 < inf | logz: -427.994 +/- 0.474 | dlogz: 140.232 > 0.109
iter: 2000 | bound: 21 | nc: 38 | ncall: 65557 | eff(%): 3.051 | loglstar: -inf < -404.102 < inf | logz: -427.621 +/- 0.474 | dlogz: 139.810 > 0.109
iter: 2001 | bound: 21 | nc: 38 | ncall: 65595 | eff(%): 3.051 | loglstar: -inf < -402.644 < inf | logz: -426.940 +/- 0.477 | dlogz: 139.427 > 0.109
iter: 2002 | bound: 21 | nc: 38 | ncall: 65633 | eff(%): 3.050 | loglstar: -inf < -402.436 < inf | logz: -426.306 +/- 0.478 | dlogz: 138.735 > 0.109
iter: 2003 | bound: 21 | nc: 38 | ncall: 65671 | eff(%): 3.050 | loglstar: -inf < -402.219 < inf | logz: -425.851 +/- 0.477 | dlogz: 138.091 > 0.109
iter: 2004 | bound: 21 | nc: 38 | ncall: 65709 | eff(%): 3.050 | loglstar: -inf < -402.206 < inf | logz: -425.512 +/- 0.475 | dlogz: 137.627 > 0.109
iter: 2005 | bound: 21 | nc: 38 | ncall: 65747 | eff(%): 3.050 | loglstar: -inf < -402.176 < inf | logz: -425.257 +/- 0.474 | dlogz: 137.278 > 0.109
iter: 2006 | bound: 21 | nc: 38 | ncall: 65785 | eff(%): 3.049 | loglstar: -inf < -401.938 < inf | logz: -425.028 +/- 0.473 | dlogz: 137.013 > 0.109
iter: 2007 | bound: 21 | nc: 38 | ncall: 65823 | eff(%): 3.049 | loglstar: -inf < -401.911 < inf | logz: -424.822 +/- 0.472 | dlogz: 136.774 > 0.109
iter: 2008 | bound: 21 | nc: 38 | ncall: 65861 | eff(%): 3.049 | loglstar: -inf < -400.993 < inf | logz: -424.538 +/- 0.472 | dlogz: 136.558 > 0.109
iter: 2009 | bound: 21 | nc: 38 | ncall: 65899 | eff(%): 3.049 | loglstar: -inf < -400.360 < inf | logz: -424.130 +/- 0.473 | dlogz: 136.264 > 0.109
iter: 2010 | bound: 21 | nc: 38 | ncall: 65937 | eff(%): 3.048 | loglstar: -inf < -400.263 < inf | logz: -423.755 +/- 0.473 | dlogz: 135.846 > 0.109
iter: 2011 | bound: 21 | nc: 38 | ncall: 65975 | eff(%): 3.048 | loglstar: -inf < -398.891 < inf | logz: -423.165 +/- 0.476 | dlogz: 135.461 > 0.109
iter: 2012 | bound: 21 | nc: 38 | ncall: 66013 | eff(%): 3.048 | loglstar: -inf < -396.529 < inf | logz: -421.539 +/- 0.489 | dlogz: 134.862 > 0.109
iter: 2013 | bound: 21 | nc: 38 | ncall: 66051 | eff(%): 3.048 | loglstar: -inf < -396.410 < inf | logz: -420.605 +/- 0.486 | dlogz: 133.226 > 0.109
iter: 2014 | bound: 21 | nc: 38 | ncall: 66089 | eff(%): 3.047 | loglstar: -inf < -396.221 < inf | logz: -420.072 +/- 0.482 | dlogz: 132.281 > 0.109
iter: 2015 | bound: 21 | nc: 38 | ncall: 66127 | eff(%): 3.047 | loglstar: -inf < -395.750 < inf | logz: -419.614 +/- 0.480 | dlogz: 131.739 > 0.109
iter: 2016 | bound: 21 | nc: 38 | ncall: 66165 | eff(%): 3.047 | loglstar: -inf < -395.146 < inf | logz: -419.123 +/- 0.479 | dlogz: 131.270 > 0.109
iter: 2017 | bound: 21 | nc: 38 | ncall: 66203 | eff(%): 3.047 | loglstar: -inf < -395.119 < inf | logz: -418.715 +/- 0.478 | dlogz: 130.769 > 0.109
iter: 2018 | bound: 21 | nc: 38 | ncall: 66241 | eff(%): 3.046 | loglstar: -inf < -395.071 < inf | logz: -418.419 +/- 0.476 | dlogz: 130.351 > 0.109
iter: 2019 | bound: 21 | nc: 38 | ncall: 66279 | eff(%): 3.046 | loglstar: -inf < -394.387 < inf | logz: -418.092 +/- 0.476 | dlogz: 151.169 > 0.109
iter: 2020 | bound: 21 | nc: 38 | ncall: 66317 | eff(%): 3.046 | loglstar: -inf < -393.857 < inf | logz: -417.689 +/- 0.476 | dlogz: 150.831 > 0.109
iter: 2021 | bound: 21 | nc: 38 | ncall: 66355 | eff(%): 3.046 | loglstar: -inf < -393.709 < inf | logz: -417.320 +/- 0.475 | dlogz: 150.419 > 0.109
iter: 2022 | bound: 21 | nc: 38 | ncall: 66393 | eff(%): 3.046 | loglstar: -inf < -393.676 < inf | logz: -417.032 +/- 0.475 | dlogz: 150.040 > 0.109
iter: 2023 | bound: 21 | nc: 38 | ncall: 66431 | eff(%): 3.045 | loglstar: -inf < -393.618 < inf | logz: -416.802 +/- 0.474 | dlogz: 149.742 > 0.109
iter: 2024 | bound: 21 | nc: 38 | ncall: 66469 | eff(%): 3.045 | loglstar: -inf < -392.280 < inf | logz: -416.393 +/- 0.475 | dlogz: 149.502 > 0.109
iter: 2025 | bound: 21 | nc: 38 | ncall: 66507 | eff(%): 3.045 | loglstar: -inf < -391.939 < inf | logz: -415.903 +/- 0.476 | dlogz: 149.083 > 0.109
iter: 2026 | bound: 21 | nc: 38 | ncall: 66545 | eff(%): 3.045 | loglstar: -inf < -391.705 < inf | logz: -415.492 +/- 0.476 | dlogz: 148.583 > 0.109
iter: 2027 | bound: 21 | nc: 38 | ncall: 66583 | eff(%): 3.044 | loglstar: -inf < -391.673 < inf | logz: -415.171 +/- 0.476 | dlogz: 148.162 > 0.109
iter: 2028 | bound: 21 | nc: 38 | ncall: 66621 | eff(%): 3.044 | loglstar: -inf < -391.645 < inf | logz: -414.925 +/- 0.475 | dlogz: 166.640 > 0.109
iter: 2029 | bound: 21 | nc: 38 | ncall: 66659 | eff(%): 3.044 | loglstar: -inf < -391.413 < inf | logz: -414.703 +/- 0.474 | dlogz: 166.384 > 0.109
iter: 2030 | bound: 21 | nc: 38 | ncall: 66697 | eff(%): 3.044 | loglstar: -inf < -391.058 < inf | logz: -414.466 +/- 0.473 | dlogz: 166.152 > 0.109
iter: 2031 | bound: 21 | nc: 38 | ncall: 66735 | eff(%): 3.043 | loglstar: -inf < -389.588 < inf | logz: -413.963 +/- 0.476 | dlogz: 165.906 > 0.109
iter: 2032 | bound: 21 | nc: 38 | ncall: 66773 | eff(%): 3.043 | loglstar: -inf < -389.552 < inf | logz: -413.462 +/- 0.477 | dlogz: 165.392 > 0.109
iter: 2033 | bound: 21 | nc: 38 | ncall: 66811 | eff(%): 3.043 | loglstar: -inf < -389.521 < inf | logz: -413.124 +/- 0.477 | dlogz: 164.882 > 0.109
iter: 2034 | bound: 21 | nc: 38 | ncall: 66849 | eff(%): 3.043 | loglstar: -inf < -388.129 < inf | logz: -412.578 +/- 0.479 | dlogz: 164.533 > 0.109
iter: 2035 | bound: 21 | nc: 38 | ncall: 66887 | eff(%): 3.042 | loglstar: -inf < -386.803 < inf | logz: -411.627 +/- 0.484 | dlogz: 163.978 > 0.109
iter: 2036 | bound: 21 | nc: 38 | ncall: 66925 | eff(%): 3.042 | loglstar: -inf < -385.521 < inf | logz: -410.461 +/- 0.488 | dlogz: 163.017 > 0.109
iter: 2037 | bound: 21 | nc: 38 | ncall: 66963 | eff(%): 3.042 | loglstar: -inf < -385.467 < inf | logz: -409.721 +/- 0.485 | dlogz: 161.841 > 0.109
iter: 2038 | bound: 21 | nc: 38 | ncall: 67001 | eff(%): 3.042 | loglstar: -inf < -384.540 < inf | logz: -409.059 +/- 0.484 | dlogz: 161.090 > 0.109
iter: 2039 | bound: 21 | nc: 38 | ncall: 67039 | eff(%): 3.042 | loglstar: -inf < -383.757 < inf | logz: -408.320 +/- 0.484 | dlogz: 160.418 > 0.109
iter: 2040 | bound: 21 | nc: 38 | ncall: 67077 | eff(%): 3.041 | loglstar: -inf < -383.414 < inf | logz: -407.702 +/- 0.483 | dlogz: 159.669 > 0.109
iter: 2041 | bound: 21 | nc: 38 | ncall: 67115 | eff(%): 3.041 | loglstar: -inf < -382.596 < inf | logz: -407.075 +/- 0.483 | dlogz: 159.041 > 0.109
iter: 2042 | bound: 21 | nc: 38 | ncall: 67153 | eff(%): 3.041 | loglstar: -inf < -382.574 < inf | logz: -406.576 +/- 0.482 | dlogz: 158.404 > 0.109
iter: 2043 | bound: 21 | nc: 38 | ncall: 67191 | eff(%): 3.041 | loglstar: -inf < -382.345 < inf | logz: -406.208 +/- 0.480 | dlogz: 157.895 > 0.109
iter: 2044 | bound: 21 | nc: 38 | ncall: 67229 | eff(%): 3.040 | loglstar: -inf < -382.082 < inf | logz: -405.879 +/- 0.479 | dlogz: 157.518 > 0.109
iter: 2045 | bound: 21 | nc: 38 | ncall: 67267 | eff(%): 3.040 | loglstar: -inf < -381.810 < inf | logz: -405.569 +/- 0.478 | dlogz: 157.179 > 0.109
iter: 2046 | bound: 21 | nc: 38 | ncall: 67305 | eff(%): 3.040 | loglstar: -inf < -381.453 < inf | logz: -405.259 +/- 0.478 | dlogz: 156.859 > 0.109
iter: 2047 | bound: 21 | nc: 38 | ncall: 67343 | eff(%): 3.040 | loglstar: -inf < -378.988 < inf | logz: -404.166 +/- 0.487 | dlogz: 156.539 > 0.109
iter: 2048 | bound: 21 | nc: 38 | ncall: 67381 | eff(%): 3.039 | loglstar: -inf < -378.887 < inf | logz: -403.342 +/- 0.486 | dlogz: 155.435 > 0.109
iter: 2049 | bound: 21 | nc: 38 | ncall: 67419 | eff(%): 3.039 | loglstar: -inf < -377.583 < inf | logz: -402.481 +/- 0.487 | dlogz: 154.602 > 0.109
iter: 2050 | bound: 21 | nc: 38 | ncall: 67457 | eff(%): 3.039 | loglstar: -inf < -377.443 < inf | logz: -401.804 +/- 0.486 | dlogz: 153.731 > 0.109
iter: 2051 | bound: 21 | nc: 38 | ncall: 67495 | eff(%): 3.039 | loglstar: -inf < -377.304 < inf | logz: -401.360 +/- 0.483 | dlogz: 153.045 > 0.109
iter: 2052 | bound: 21 | nc: 38 | ncall: 67533 | eff(%): 3.039 | loglstar: -inf < -376.932 < inf | logz: -400.978 +/- 0.482 | dlogz: 152.590 > 0.109
iter: 2053 | bound: 21 | nc: 38 | ncall: 67571 | eff(%): 3.038 | loglstar: -inf < -376.572 < inf | logz: -400.604 +/- 0.481 | dlogz: 152.198 > 0.109
iter: 2054 | bound: 21 | nc: 38 | ncall: 67609 | eff(%): 3.038 | loglstar: -inf < -376.476 < inf | logz: -400.281 +/- 0.480 | dlogz: 151.815 > 0.109
iter: 2055 | bound: 21 | nc: 38 | ncall: 67647 | eff(%): 3.038 | loglstar: -inf < -375.999 < inf | logz: -399.963 +/- 0.479 | dlogz: 151.481 > 0.109
iter: 2056 | bound: 21 | nc: 38 | ncall: 67685 | eff(%): 3.038 | loglstar: -inf < -375.292 < inf | logz: -399.555 +/- 0.479 | dlogz: 151.153 > 0.109
iter: 2057 | bound: 21 | nc: 38 | ncall: 67723 | eff(%): 3.037 | loglstar: -inf < -375.097 < inf | logz: -399.155 +/- 0.479 | dlogz: 150.735 > 0.109
iter: 2058 | bound: 21 | nc: 38 | ncall: 67761 | eff(%): 3.037 | loglstar: -inf < -374.504 < inf | logz: -398.747 +/- 0.480 | dlogz: 150.325 > 0.109
iter: 2059 | bound: 21 | nc: 38 | ncall: 67799 | eff(%): 3.037 | loglstar: -inf < -374.422 < inf | logz: -398.379 +/- 0.479 | dlogz: 149.907 > 0.109
iter: 2060 | bound: 21 | nc: 38 | ncall: 67837 | eff(%): 3.037 | loglstar: -inf < -374.382 < inf | logz: -398.098 +/- 0.478 | dlogz: 149.529 > 0.109
iter: 2061 | bound: 21 | nc: 38 | ncall: 67875 | eff(%): 3.036 | loglstar: -inf < -374.371 < inf | logz: -397.876 +/- 0.477 | dlogz: 149.239 > 0.109
iter: 2062 | bound: 21 | nc: 38 | ncall: 67913 | eff(%): 3.036 | loglstar: -inf < -372.644 < inf | logz: -397.372 +/- 0.480 | dlogz: 149.007 > 0.109
iter: 2063 | bound: 21 | nc: 38 | ncall: 67951 | eff(%): 3.036 | loglstar: -inf < -372.531 < inf | logz: -396.837 +/- 0.481 | dlogz: 148.492 > 0.109
iter: 2064 | bound: 21 | nc: 38 | ncall: 67989 | eff(%): 3.036 | loglstar: -inf < -372.486 < inf | logz: -396.471 +/- 0.481 | dlogz: 147.948 > 0.109
iter: 2065 | bound: 21 | nc: 38 | ncall: 68027 | eff(%): 3.036 | loglstar: -inf < -372.472 < inf | logz: -396.198 +/- 0.480 | dlogz: 147.572 > 0.109
iter: 2066 | bound: 21 | nc: 38 | ncall: 68065 | eff(%): 3.035 | loglstar: -inf < -372.151 < inf | logz: -395.950 +/- 0.479 | dlogz: 147.289 > 0.109
iter: 2067 | bound: 21 | nc: 38 | ncall: 68103 | eff(%): 3.035 | loglstar: -inf < -371.989 < inf | logz: -395.707 +/- 0.478 | dlogz: 147.030 > 0.109
iter: 2068 | bound: 21 | nc: 38 | ncall: 68141 | eff(%): 3.035 | loglstar: -inf < -371.874 < inf | logz: -395.487 +/- 0.477 | dlogz: 146.777 > 0.109
iter: 2069 | bound: 21 | nc: 38 | ncall: 68179 | eff(%): 3.035 | loglstar: -inf < -371.805 < inf | logz: -395.294 +/- 0.476 | dlogz: 146.548 > 0.109
iter: 2070 | bound: 21 | nc: 38 | ncall: 68217 | eff(%): 3.034 | loglstar: -inf < -371.475 < inf | logz: -395.099 +/- 0.476 | dlogz: 146.345 > 0.109
iter: 2071 | bound: 21 | nc: 38 | ncall: 68255 | eff(%): 3.034 | loglstar: -inf < -371.222 < inf | logz: -394.889 +/- 0.476 | dlogz: 146.140 > 0.109
iter: 2072 | bound: 21 | nc: 38 | ncall: 68293 | eff(%): 3.034 | loglstar: -inf < -369.701 < inf | logz: -394.427 +/- 0.479 | dlogz: 145.920 > 0.109
iter: 2073 | bound: 21 | nc: 38 | ncall: 68331 | eff(%): 3.034 | loglstar: -inf < -369.569 < inf | logz: -393.929 +/- 0.481 | dlogz: 145.448 > 0.109
iter: 2074 | bound: 21 | nc: 38 | ncall: 68369 | eff(%): 3.034 | loglstar: -inf < -368.944 < inf | logz: -393.464 +/- 0.481 | dlogz: 144.941 > 0.109
iter: 2075 | bound: 21 | nc: 38 | ncall: 68407 | eff(%): 3.033 | loglstar: -inf < -368.641 < inf | logz: -393.016 +/- 0.482 | dlogz: 144.465 > 0.109
iter: 2076 | bound: 21 | nc: 38 | ncall: 68445 | eff(%): 3.033 | loglstar: -inf < -367.863 < inf | logz: -392.513 +/- 0.483 | dlogz: 144.007 > 0.109
iter: 2077 | bound: 21 | nc: 38 | ncall: 68483 | eff(%): 3.033 | loglstar: -inf < -367.292 < inf | logz: -391.957 +/- 0.484 | dlogz: 163.061 > 0.109
iter: 2078 | bound: 21 | nc: 38 | ncall: 68521 | eff(%): 3.033 | loglstar: -inf < -367.203 < inf | logz: -391.510 +/- 0.483 | dlogz: 162.496 > 0.109
iter: 2079 | bound: 21 | nc: 38 | ncall: 68559 | eff(%): 3.032 | loglstar: -inf < -366.736 < inf | logz: -391.115 +/- 0.483 | dlogz: 162.039 > 0.109
iter: 2080 | bound: 21 | nc: 38 | ncall: 68597 | eff(%): 3.032 | loglstar: -inf < -366.518 < inf | logz: -390.747 +/- 0.482 | dlogz: 161.634 > 0.109
iter: 2081 | bound: 21 | nc: 38 | ncall: 68635 | eff(%): 3.032 | loglstar: -inf < -366.487 < inf | logz: -390.451 +/- 0.481 | dlogz: 161.256 > 0.109
iter: 2082 | bound: 21 | nc: 38 | ncall: 68673 | eff(%): 3.032 | loglstar: -inf < -365.917 < inf | logz: -390.147 +/- 0.481 | dlogz: 160.950 > 0.109
iter: 2083 | bound: 21 | nc: 38 | ncall: 68711 | eff(%): 3.032 | loglstar: -inf < -365.536 < inf | logz: -389.804 +/- 0.481 | dlogz: 160.636 > 0.109
iter: 2084 | bound: 21 | nc: 38 | ncall: 68749 | eff(%): 3.031 | loglstar: -inf < -365.037 < inf | logz: -389.431 +/- 0.481 | dlogz: 160.283 > 0.109
iter: 2085 | bound: 21 | nc: 38 | ncall: 68787 | eff(%): 3.031 | loglstar: -inf < -364.816 < inf | logz: -389.073 +/- 0.481 | dlogz: 159.900 > 0.109
iter: 2086 | bound: 21 | nc: 38 | ncall: 68825 | eff(%): 3.031 | loglstar: -inf < -364.651 < inf | logz: -388.765 +/- 0.481 | dlogz: 159.532 > 0.109
iter: 2087 | bound: 21 | nc: 38 | ncall: 68863 | eff(%): 3.031 | loglstar: -inf < -363.824 < inf | logz: -388.382 +/- 0.481 | dlogz: 159.214 > 0.109
iter: 2088 | bound: 21 | nc: 38 | ncall: 68901 | eff(%): 3.030 | loglstar: -inf < -363.341 < inf | logz: -387.928 +/- 0.482 | dlogz: 158.821 > 0.109
iter: 2089 | bound: 21 | nc: 38 | ncall: 68939 | eff(%): 3.030 | loglstar: -inf < -362.502 < inf | logz: -387.373 +/- 0.484 | dlogz: 158.357 > 0.109
iter: 2090 | bound: 21 | nc: 38 | ncall: 68977 | eff(%): 3.030 | loglstar: -inf < -361.957 < inf | logz: -386.785 +/- 0.485 | dlogz: 157.793 > 0.109
iter: 2091 | bound: 21 | nc: 38 | ncall: 69015 | eff(%): 3.030 | loglstar: -inf < -361.834 < inf | logz: -386.319 +/- 0.485 | dlogz: 157.194 > 0.109
iter: 2092 | bound: 21 | nc: 38 | ncall: 69053 | eff(%): 3.030 | loglstar: -inf < -361.608 < inf | logz: -385.953 +/- 0.484 | dlogz: 156.718 > 0.109
iter: 2093 | bound: 21 | nc: 38 | ncall: 69091 | eff(%): 3.029 | loglstar: -inf < -361.434 < inf | logz: -385.639 +/- 0.483 | dlogz: 156.343 > 0.109
iter: 2094 | bound: 21 | nc: 38 | ncall: 69129 | eff(%): 3.029 | loglstar: -inf < -360.850 < inf | logz: -385.299 +/- 0.483 | dlogz: 156.018 > 0.109
iter: 2095 | bound: 21 | nc: 38 | ncall: 69167 | eff(%): 3.029 | loglstar: -inf < -360.169 < inf | logz: -384.863 +/- 0.483 | dlogz: 155.668 > 0.109
iter: 2096 | bound: 21 | nc: 38 | ncall: 69205 | eff(%): 3.029 | loglstar: -inf < -360.070 < inf | logz: -384.466 +/- 0.483 | dlogz: 155.223 > 0.109
iter: 2097 | bound: 22 | nc: 38 | ncall: 69243 | eff(%): 3.028 | loglstar: -inf < -359.881 < inf | logz: -384.146 +/- 0.483 | dlogz: 154.815 > 0.109
iter: 2098 | bound: 22 | nc: 38 | ncall: 69281 | eff(%): 3.028 | loglstar: -inf < -359.356 < inf | logz: -383.811 +/- 0.483 | dlogz: 154.486 > 0.109
iter: 2099 | bound: 22 | nc: 38 | ncall: 69319 | eff(%): 3.028 | loglstar: -inf < -359.046 < inf | logz: -383.461 +/- 0.482 | dlogz: 154.141 > 0.109
iter: 2100 | bound: 22 | nc: 38 | ncall: 69357 | eff(%): 3.028 | loglstar: -inf < -358.994 < inf | logz: -383.164 +/- 0.482 | dlogz: 153.781 > 0.109
iter: 2101 | bound: 22 | nc: 38 | ncall: 69395 | eff(%): 3.028 | loglstar: -inf < -358.384 < inf | logz: -382.848 +/- 0.482 | dlogz: 153.473 > 0.109
iter: 2102 | bound: 22 | nc: 38 | ncall: 69433 | eff(%): 3.027 | loglstar: -inf < -358.052 < inf | logz: -382.501 +/- 0.482 | dlogz: 153.148 > 0.109
iter: 2103 | bound: 22 | nc: 38 | ncall: 69471 | eff(%): 3.027 | loglstar: -inf < -357.149 < inf | logz: -382.039 +/- 0.484 | dlogz: 152.790 > 0.109
iter: 2104 | bound: 22 | nc: 38 | ncall: 69509 | eff(%): 3.027 | loglstar: -inf < -357.140 < inf | logz: -381.618 +/- 0.484 | dlogz: 152.319 > 0.109
iter: 2105 | bound: 22 | nc: 38 | ncall: 69547 | eff(%): 3.027 | loglstar: -inf < -357.016 < inf | logz: -381.307 +/- 0.483 | dlogz: 151.888 > 0.109
iter: 2106 | bound: 22 | nc: 38 | ncall: 69585 | eff(%): 3.027 | loglstar: -inf < -356.188 < inf | logz: -380.928 +/- 0.484 | dlogz: 151.567 > 0.109
iter: 2107 | bound: 22 | nc: 38 | ncall: 69623 | eff(%): 3.026 | loglstar: -inf < -355.776 < inf | logz: -380.492 +/- 0.484 | dlogz: 151.178 > 0.109
iter: 2108 | bound: 22 | nc: 38 | ncall: 69661 | eff(%): 3.026 | loglstar: -inf < -355.697 < inf | logz: -380.128 +/- 0.484 | dlogz: 150.732 > 0.109
iter: 2109 | bound: 22 | nc: 38 | ncall: 69699 | eff(%): 3.026 | loglstar: -inf < -355.084 < inf | logz: -379.760 +/- 0.484 | dlogz: 150.359 > 0.109
iter: 2110 | bound: 22 | nc: 38 | ncall: 69737 | eff(%): 3.026 | loglstar: -inf < -354.600 < inf | logz: -379.341 +/- 0.485 | dlogz: 149.980 > 0.109
iter: 2111 | bound: 22 | nc: 38 | ncall: 69775 | eff(%): 3.025 | loglstar: -inf < -354.545 < inf | logz: -378.983 +/- 0.484 | dlogz: 149.552 > 0.109
iter: 2112 | bound: 22 | nc: 38 | ncall: 69813 | eff(%): 3.025 | loglstar: -inf < -354.243 < inf | logz: -378.675 +/- 0.484 | dlogz: 149.183 > 0.109
iter: 2113 | bound: 22 | nc: 38 | ncall: 69851 | eff(%): 3.025 | loglstar: -inf < -354.192 < inf | logz: -378.406 +/- 0.483 | dlogz: 148.866 > 0.109
iter: 2114 | bound: 22 | nc: 38 | ncall: 69889 | eff(%): 3.025 | loglstar: -inf < -354.059 < inf | logz: -378.177 +/- 0.482 | dlogz: 148.586 > 0.109
iter: 2115 | bound: 22 | nc: 38 | ncall: 69927 | eff(%): 3.025 | loglstar: -inf < -353.781 < inf | logz: -377.953 +/- 0.482 | dlogz: 148.347 > 0.109
iter: 2116 | bound: 22 | nc: 38 | ncall: 69965 | eff(%): 3.024 | loglstar: -inf < -353.662 < inf | logz: -377.738 +/- 0.481 | dlogz: 148.114 > 0.109
iter: 2117 | bound: 22 | nc: 38 | ncall: 70003 | eff(%): 3.024 | loglstar: -inf < -353.078 < inf | logz: -377.489 +/- 0.481 | dlogz: 147.889 > 0.109
iter: 2118 | bound: 22 | nc: 38 | ncall: 70041 | eff(%): 3.024 | loglstar: -inf < -352.847 < inf | logz: -377.213 +/- 0.481 | dlogz: 147.629 > 0.109
iter: 2119 | bound: 22 | nc: 38 | ncall: 70079 | eff(%): 3.024 | loglstar: -inf < -352.790 < inf | logz: -376.971 +/- 0.481 | dlogz: 147.344 > 0.109
iter: 2120 | bound: 22 | nc: 38 | ncall: 70117 | eff(%): 3.024 | loglstar: -inf < -352.748 < inf | logz: -376.769 +/- 0.481 | dlogz: 147.092 > 0.109
iter: 2121 | bound: 22 | nc: 38 | ncall: 70155 | eff(%): 3.023 | loglstar: -inf < -352.335 < inf | logz: -376.561 +/- 0.480 | dlogz: 146.880 > 0.109
iter: 2122 | bound: 22 | nc: 38 | ncall: 70193 | eff(%): 3.023 | loglstar: -inf < -352.188 < inf | logz: -376.344 +/- 0.480 | dlogz: 146.662 > 0.109
iter: 2123 | bound: 22 | nc: 38 | ncall: 70231 | eff(%): 3.023 | loglstar: -inf < -351.934 < inf | logz: -376.132 +/- 0.480 | dlogz: 146.435 > 0.109
iter: 2124 | bound: 22 | nc: 38 | ncall: 70269 | eff(%): 3.023 | loglstar: -inf < -351.864 < inf | logz: -375.932 +/- 0.480 | dlogz: 146.212 > 0.109
iter: 2125 | bound: 22 | nc: 38 | ncall: 70307 | eff(%): 3.022 | loglstar: -inf < -351.830 < inf | logz: -375.758 +/- 0.480 | dlogz: 146.002 > 0.109
iter: 2126 | bound: 22 | nc: 38 | ncall: 70345 | eff(%): 3.022 | loglstar: -inf < -351.232 < inf | logz: -375.555 +/- 0.480 | dlogz: 145.819 > 0.109
iter: 2127 | bound: 22 | nc: 38 | ncall: 70383 | eff(%): 3.022 | loglstar: -inf < -350.716 < inf | logz: -375.282 +/- 0.480 | dlogz: 145.606 > 0.109
iter: 2128 | bound: 22 | nc: 38 | ncall: 70421 | eff(%): 3.022 | loglstar: -inf < -350.696 < inf | logz: -375.019 +/- 0.481 | dlogz: 145.323 > 0.109
iter: 2129 | bound: 22 | nc: 38 | ncall: 70459 | eff(%): 3.022 | loglstar: -inf < -350.412 < inf | logz: -374.782 +/- 0.481 | dlogz: 145.051 > 0.109
iter: 2130 | bound: 22 | nc: 38 | ncall: 70497 | eff(%): 3.021 | loglstar: -inf < -350.317 < inf | logz: -374.558 +/- 0.481 | dlogz: 144.803 > 0.109
iter: 2131 | bound: 22 | nc: 38 | ncall: 70535 | eff(%): 3.021 | loglstar: -inf < -348.886 < inf | logz: -374.126 +/- 0.484 | dlogz: 144.569 > 0.109
iter: 2132 | bound: 22 | nc: 38 | ncall: 70573 | eff(%): 3.021 | loglstar: -inf < -348.584 < inf | logz: -373.620 +/- 0.486 | dlogz: 144.128 > 0.109
iter: 2133 | bound: 22 | nc: 38 | ncall: 70611 | eff(%): 3.021 | loglstar: -inf < -348.560 < inf | logz: -373.243 +/- 0.486 | dlogz: 143.612 > 0.109
iter: 2134 | bound: 22 | nc: 38 | ncall: 70649 | eff(%): 3.021 | loglstar: -inf < -348.058 < inf | logz: -372.895 +/- 0.486 | dlogz: 143.225 > 0.109
iter: 2135 | bound: 22 | nc: 38 | ncall: 70687 | eff(%): 3.020 | loglstar: -inf < -347.467 < inf | logz: -372.483 +/- 0.487 | dlogz: 142.866 > 0.109
iter: 2136 | bound: 22 | nc: 38 | ncall: 70725 | eff(%): 3.020 | loglstar: -inf < -347.170 < inf | logz: -372.075 +/- 0.487 | dlogz: 142.445 > 0.109
iter: 2137 | bound: 22 | nc: 38 | ncall: 70763 | eff(%): 3.020 | loglstar: -inf < -346.359 < inf | logz: -371.593 +/- 0.488 | dlogz: 142.026 > 0.109
iter: 2138 | bound: 22 | nc: 38 | ncall: 70801 | eff(%): 3.020 | loglstar: -inf < -345.924 < inf | logz: -371.082 +/- 0.489 | dlogz: 141.535 > 0.109
iter: 2139 | bound: 22 | nc: 38 | ncall: 70839 | eff(%): 3.020 | loglstar: -inf < -345.787 < inf | logz: -370.666 +/- 0.489 | dlogz: 141.014 > 0.109
iter: 2140 | bound: 22 | nc: 38 | ncall: 70877 | eff(%): 3.019 | loglstar: -inf < -345.676 < inf | logz: -370.343 +/- 0.488 | dlogz: 140.587 > 0.109
iter: 2141 | bound: 22 | nc: 38 | ncall: 70915 | eff(%): 3.019 | loglstar: -inf < -345.268 < inf | logz: -370.034 +/- 0.487 | dlogz: 140.254 > 0.109
iter: 2142 | bound: 22 | nc: 38 | ncall: 70953 | eff(%): 3.019 | loglstar: -inf < -343.779 < inf | logz: -369.415 +/- 0.491 | dlogz: 139.936 > 0.109
iter: 2143 | bound: 22 | nc: 38 | ncall: 70991 | eff(%): 3.019 | loglstar: -inf < -343.491 < inf | logz: -368.789 +/- 0.492 | dlogz: 139.307 > 0.109
iter: 2144 | bound: 22 | nc: 38 | ncall: 71029 | eff(%): 3.018 | loglstar: -inf < -342.740 < inf | logz: -368.190 +/- 0.492 | dlogz: 138.671 > 0.109
iter: 2145 | bound: 22 | nc: 38 | ncall: 71067 | eff(%): 3.018 | loglstar: -inf < -342.586 < inf | logz: -367.684 +/- 0.492 | dlogz: 138.062 > 0.109
iter: 2146 | bound: 22 | nc: 38 | ncall: 71105 | eff(%): 3.018 | loglstar: -inf < -342.248 < inf | logz: -367.274 +/- 0.491 | dlogz: 137.546 > 0.109
iter: 2147 | bound: 22 | nc: 38 | ncall: 71143 | eff(%): 3.018 | loglstar: -inf < -341.810 < inf | logz: -366.871 +/- 0.490 | dlogz: 137.126 > 0.109
iter: 2148 | bound: 22 | nc: 38 | ncall: 71181 | eff(%): 3.018 | loglstar: -inf < -341.756 < inf | logz: -366.527 +/- 0.489 | dlogz: 136.713 > 0.109
iter: 2149 | bound: 22 | nc: 38 | ncall: 71219 | eff(%): 3.017 | loglstar: -inf < -341.647 < inf | logz: -366.255 +/- 0.488 | dlogz: 136.360 > 0.109
iter: 2150 | bound: 22 | nc: 38 | ncall: 71257 | eff(%): 3.017 | loglstar: -inf < -341.092 < inf | logz: -365.962 +/- 0.488 | dlogz: 136.077 > 0.109
iter: 2151 | bound: 22 | nc: 38 | ncall: 71295 | eff(%): 3.017 | loglstar: -inf < -340.507 < inf | logz: -365.592 +/- 0.488 | dlogz: 135.774 > 0.109
iter: 2152 | bound: 22 | nc: 38 | ncall: 71333 | eff(%): 3.017 | loglstar: -inf < -340.281 < inf | logz: -365.226 +/- 0.488 | dlogz: 135.394 > 0.109
iter: 2153 | bound: 22 | nc: 38 | ncall: 71371 | eff(%): 3.017 | loglstar: -inf < -339.907 < inf | logz: -364.879 +/- 0.488 | dlogz: 135.018 > 0.109
iter: 2154 | bound: 22 | nc: 38 | ncall: 71409 | eff(%): 3.016 | loglstar: -inf < -339.167 < inf | logz: -364.452 +/- 0.489 | dlogz: 134.661 > 0.109
iter: 2155 | bound: 22 | nc: 38 | ncall: 71447 | eff(%): 3.016 | loglstar: -inf < -339.154 < inf | logz: -364.067 +/- 0.489 | dlogz: 134.224 > 0.109
iter: 2156 | bound: 22 | nc: 38 | ncall: 71485 | eff(%): 3.016 | loglstar: -inf < -338.962 < inf | logz: -363.766 +/- 0.488 | dlogz: 133.830 > 0.109
iter: 2157 | bound: 22 | nc: 38 | ncall: 71523 | eff(%): 3.016 | loglstar: -inf < -337.867 < inf | logz: -363.319 +/- 0.490 | dlogz: 133.518 > 0.109
iter: 2158 | bound: 22 | nc: 38 | ncall: 71561 | eff(%): 3.016 | loglstar: -inf < -337.809 < inf | logz: -362.881 +/- 0.490 | dlogz: 133.062 > 0.109
iter: 2159 | bound: 22 | nc: 38 | ncall: 71599 | eff(%): 3.015 | loglstar: -inf < -337.476 < inf | logz: -362.521 +/- 0.490 | dlogz: 132.613 > 0.109
iter: 2160 | bound: 22 | nc: 38 | ncall: 71637 | eff(%): 3.015 | loglstar: -inf < -337.198 < inf | logz: -362.181 +/- 0.489 | dlogz: 132.244 > 0.109
iter: 2161 | bound: 22 | nc: 38 | ncall: 71675 | eff(%): 3.015 | loglstar: -inf < -336.502 < inf | logz: -361.784 +/- 0.490 | dlogz: 131.894 > 0.109
iter: 2162 | bound: 22 | nc: 38 | ncall: 71713 | eff(%): 3.015 | loglstar: -inf < -336.138 < inf | logz: -361.360 +/- 0.490 | dlogz: 131.487 > 0.109
iter: 2163 | bound: 22 | nc: 38 | ncall: 71751 | eff(%): 3.015 | loglstar: -inf < -335.946 < inf | logz: -360.991 +/- 0.490 | dlogz: 131.053 > 0.109
iter: 2164 | bound: 22 | nc: 38 | ncall: 71789 | eff(%): 3.014 | loglstar: -inf < -335.648 < inf | logz: -360.659 +/- 0.489 | dlogz: 130.674 > 0.109
iter: 2165 | bound: 22 | nc: 38 | ncall: 71827 | eff(%): 3.014 | loglstar: -inf < -335.578 < inf | logz: -360.372 +/- 0.489 | dlogz: 130.332 > 0.109
iter: 2166 | bound: 22 | nc: 38 | ncall: 71865 | eff(%): 3.014 | loglstar: -inf < -335.530 < inf | logz: -360.140 +/- 0.488 | dlogz: 130.035 > 0.109
iter: 2167 | bound: 22 | nc: 38 | ncall: 71903 | eff(%): 3.014 | loglstar: -inf < -335.413 < inf | logz: -359.938 +/- 0.487 | dlogz: 129.793 > 0.109
iter: 2168 | bound: 22 | nc: 38 | ncall: 71941 | eff(%): 3.014 | loglstar: -inf < -335.349 < inf | logz: -359.758 +/- 0.486 | dlogz: 129.581 > 0.109
iter: 2169 | bound: 22 | nc: 38 | ncall: 71979 | eff(%): 3.013 | loglstar: -inf < -334.946 < inf | logz: -359.567 +/- 0.486 | dlogz: 129.391 > 0.109
iter: 2170 | bound: 22 | nc: 38 | ncall: 72017 | eff(%): 3.013 | loglstar: -inf < -334.946 < inf | logz: -359.379 +/- 0.485 | dlogz: 129.190 > 0.109
iter: 2171 | bound: 22 | nc: 38 | ncall: 72055 | eff(%): 3.013 | loglstar: -inf < -334.647 < inf | logz: -359.198 +/- 0.485 | dlogz: 128.992 > 0.109
iter: 2172 | bound: 22 | nc: 38 | ncall: 72093 | eff(%): 3.013 | loglstar: -inf < -333.710 < inf | logz: -358.909 +/- 0.486 | dlogz: 128.801 > 0.109
iter: 2173 | bound: 22 | nc: 38 | ncall: 72131 | eff(%): 3.013 | loglstar: -inf < -333.502 < inf | logz: -358.573 +/- 0.487 | dlogz: 128.502 > 0.109
iter: 2174 | bound: 22 | nc: 38 | ncall: 72169 | eff(%): 3.012 | loglstar: -inf < -333.273 < inf | logz: -358.272 +/- 0.487 | dlogz: 128.157 > 0.109
iter: 2175 | bound: 22 | nc: 38 | ncall: 72207 | eff(%): 3.012 | loglstar: -inf < -332.969 < inf | logz: -357.981 +/- 0.488 | dlogz: 127.846 > 0.109
iter: 2176 | bound: 22 | nc: 38 | ncall: 72245 | eff(%): 3.012 | loglstar: -inf < -332.949 < inf | logz: -357.726 +/- 0.487 | dlogz: 127.545 > 0.109
iter: 2177 | bound: 22 | nc: 38 | ncall: 72283 | eff(%): 3.012 | loglstar: -inf < -332.545 < inf | logz: -357.478 +/- 0.487 | dlogz: 127.280 > 0.109
iter: 2178 | bound: 22 | nc: 38 | ncall: 72321 | eff(%): 3.012 | loglstar: -inf < -332.093 < inf | logz: -357.189 +/- 0.488 | dlogz: 127.022 > 0.109
iter: 2179 | bound: 22 | nc: 38 | ncall: 72359 | eff(%): 3.011 | loglstar: -inf < -331.803 < inf | logz: -356.886 +/- 0.488 | dlogz: 126.723 > 0.109
iter: 2180 | bound: 22 | nc: 38 | ncall: 72397 | eff(%): 3.011 | loglstar: -inf < -331.641 < inf | logz: -356.606 +/- 0.488 | dlogz: 126.409 > 0.109
iter: 2181 | bound: 22 | nc: 38 | ncall: 72435 | eff(%): 3.011 | loglstar: -inf < -331.129 < inf | logz: -356.307 +/- 0.488 | dlogz: 126.120 > 0.109
iter: 2182 | bound: 22 | nc: 38 | ncall: 72473 | eff(%): 3.011 | loglstar: -inf < -330.851 < inf | logz: -355.991 +/- 0.489 | dlogz: 125.811 > 0.109
iter: 2183 | bound: 22 | nc: 38 | ncall: 72511 | eff(%): 3.011 | loglstar: -inf < -330.218 < inf | logz: -355.627 +/- 0.490 | dlogz: 125.485 > 0.109
iter: 2184 | bound: 22 | nc: 38 | ncall: 72549 | eff(%): 3.010 | loglstar: -inf < -329.853 < inf | logz: -355.233 +/- 0.490 | dlogz: 125.111 > 0.109
iter: 2185 | bound: 22 | nc: 38 | ncall: 72587 | eff(%): 3.010 | loglstar: -inf < -329.767 < inf | logz: -354.899 +/- 0.490 | dlogz: 124.707 > 0.109
iter: 2186 | bound: 22 | nc: 38 | ncall: 72625 | eff(%): 3.010 | loglstar: -inf < -329.318 < inf | logz: -354.579 +/- 0.490 | dlogz: 124.363 > 0.109
iter: 2187 | bound: 22 | nc: 38 | ncall: 72663 | eff(%): 3.010 | loglstar: -inf < -329.098 < inf | logz: -354.263 +/- 0.490 | dlogz: 124.033 > 0.109
iter: 2188 | bound: 22 | nc: 38 | ncall: 72701 | eff(%): 3.010 | loglstar: -inf < -328.808 < inf | logz: -353.965 +/- 0.490 | dlogz: 123.707 > 0.109
iter: 2189 | bound: 22 | nc: 38 | ncall: 72739 | eff(%): 3.009 | loglstar: -inf < -328.450 < inf | logz: -353.661 +/- 0.490 | dlogz: 123.399 > 0.109
iter: 2190 | bound: 22 | nc: 38 | ncall: 72777 | eff(%): 3.009 | loglstar: -inf < -327.630 < inf | logz: -353.256 +/- 0.491 | dlogz: 123.085 > 0.109
iter: 2191 | bound: 22 | nc: 38 | ncall: 72815 | eff(%): 3.009 | loglstar: -inf < -327.394 < inf | logz: -352.838 +/- 0.492 | dlogz: 122.670 > 0.109
iter: 2192 | bound: 22 | nc: 38 | ncall: 72853 | eff(%): 3.009 | loglstar: -inf < -327.212 < inf | logz: -352.490 +/- 0.492 | dlogz: 122.242 > 0.109
iter: 2193 | bound: 22 | nc: 38 | ncall: 72891 | eff(%): 3.009 | loglstar: -inf < -327.026 < inf | logz: -352.191 +/- 0.492 | dlogz: 121.885 > 0.109
iter: 2194 | bound: 22 | nc: 38 | ncall: 72929 | eff(%): 3.008 | loglstar: -inf < -326.719 < inf | logz: -351.905 +/- 0.491 | dlogz: 121.575 > 0.109
iter: 2195 | bound: 22 | nc: 38 | ncall: 72967 | eff(%): 3.008 | loglstar: -inf < -326.369 < inf | logz: -351.610 +/- 0.491 | dlogz: 121.279 > 0.109
iter: 2196 | bound: 22 | nc: 38 | ncall: 73005 | eff(%): 3.008 | loglstar: -inf < -326.198 < inf | logz: -351.330 +/- 0.491 | dlogz: 120.975 > 0.109
iter: 2197 | bound: 23 | nc: 38 | ncall: 73043 | eff(%): 3.008 | loglstar: -inf < -325.493 < inf | logz: -350.995 +/- 0.491 | dlogz: 120.684 > 0.109
iter: 2198 | bound: 23 | nc: 38 | ncall: 73081 | eff(%): 3.008 | loglstar: -inf < -325.397 < inf | logz: -350.661 +/- 0.491 | dlogz: 120.339 > 0.109
iter: 2199 | bound: 23 | nc: 38 | ncall: 73119 | eff(%): 3.007 | loglstar: -inf < -324.937 < inf | logz: -350.339 +/- 0.491 | dlogz: 119.996 > 0.109
iter: 2200 | bound: 23 | nc: 38 | ncall: 73157 | eff(%): 3.007 | loglstar: -inf < -324.312 < inf | logz: -349.947 +/- 0.492 | dlogz: 119.663 > 0.109
iter: 2201 | bound: 23 | nc: 38 | ncall: 73195 | eff(%): 3.007 | loglstar: -inf < -323.980 < inf | logz: -349.541 +/- 0.493 | dlogz: 119.262 > 0.109
iter: 2202 | bound: 23 | nc: 38 | ncall: 73233 | eff(%): 3.007 | loglstar: -inf < -323.834 < inf | logz: -349.194 +/- 0.493 | dlogz: 118.846 > 0.109
iter: 2203 | bound: 23 | nc: 38 | ncall: 73271 | eff(%): 3.007 | loglstar: -inf < -323.725 < inf | logz: -348.909 +/- 0.492 | dlogz: 118.489 > 0.109
iter: 2204 | bound: 23 | nc: 38 | ncall: 73309 | eff(%): 3.006 | loglstar: -inf < -323.095 < inf | logz: -348.593 +/- 0.492 | dlogz: 118.194 > 0.109
iter: 2205 | bound: 23 | nc: 38 | ncall: 73347 | eff(%): 3.006 | loglstar: -inf < -322.518 < inf | logz: -348.196 +/- 0.493 | dlogz: 117.868 > 0.109
iter: 2206 | bound: 23 | nc: 38 | ncall: 73385 | eff(%): 3.006 | loglstar: -inf < -322.309 < inf | logz: -347.815 +/- 0.493 | dlogz: 117.461 > 0.109
iter: 2207 | bound: 23 | nc: 38 | ncall: 73423 | eff(%): 3.006 | loglstar: -inf < -321.535 < inf | logz: -347.378 +/- 0.494 | dlogz: 117.070 > 0.109
iter: 2208 | bound: 23 | nc: 38 | ncall: 73461 | eff(%): 3.006 | loglstar: -inf < -321.080 < inf | logz: -346.897 +/- 0.495 | dlogz: 116.623 > 0.109
iter: 2209 | bound: 23 | nc: 38 | ncall: 73499 | eff(%): 3.005 | loglstar: -inf < -320.965 < inf | logz: -346.497 +/- 0.495 | dlogz: 116.132 > 0.109
iter: 2210 | bound: 23 | nc: 38 | ncall: 73537 | eff(%): 3.005 | loglstar: -inf < -320.428 < inf | logz: -346.114 +/- 0.495 | dlogz: 115.722 > 0.109
iter: 2211 | bound: 23 | nc: 38 | ncall: 73575 | eff(%): 3.005 | loglstar: -inf < -320.260 < inf | logz: -345.753 +/- 0.495 | dlogz: 115.329 > 0.109
iter: 2212 | bound: 23 | nc: 38 | ncall: 73613 | eff(%): 3.005 | loglstar: -inf < -320.170 < inf | logz: -345.460 +/- 0.494 | dlogz: 114.958 > 0.109
iter: 2213 | bound: 23 | nc: 38 | ncall: 73651 | eff(%): 3.005 | loglstar: -inf < -320.094 < inf | logz: -345.218 +/- 0.493 | dlogz: 114.655 > 0.109
iter: 2214 | bound: 23 | nc: 38 | ncall: 73689 | eff(%): 3.005 | loglstar: -inf < -319.993 < inf | logz: -345.009 +/- 0.492 | dlogz: 114.404 > 0.109
iter: 2215 | bound: 23 | nc: 38 | ncall: 73727 | eff(%): 3.004 | loglstar: -inf < -319.939 < inf | logz: -344.826 +/- 0.491 | dlogz: 114.185 > 0.109
iter: 2216 | bound: 23 | nc: 38 | ncall: 73765 | eff(%): 3.004 | loglstar: -inf < -319.797 < inf | logz: -344.657 +/- 0.491 | dlogz: 113.991 > 0.109
iter: 2217 | bound: 23 | nc: 38 | ncall: 73803 | eff(%): 3.004 | loglstar: -inf < -319.620 < inf | logz: -344.492 +/- 0.490 | dlogz: 200.209 > 0.109
iter: 2218 | bound: 23 | nc: 38 | ncall: 73841 | eff(%): 3.004 | loglstar: -inf < -319.607 < inf | logz: -344.338 +/- 0.490 | dlogz: 200.033 > 0.109
iter: 2219 | bound: 23 | nc: 38 | ncall: 73879 | eff(%): 3.004 | loglstar: -inf < -319.515 < inf | logz: -344.200 +/- 0.489 | dlogz: 199.870 > 0.109
iter: 2220 | bound: 23 | nc: 38 | ncall: 73917 | eff(%): 3.003 | loglstar: -inf < -318.550 < inf | logz: -343.983 +/- 0.489 | dlogz: 199.721 > 0.109
iter: 2221 | bound: 23 | nc: 38 | ncall: 73955 | eff(%): 3.003 | loglstar: -inf < -318.523 < inf | logz: -343.733 +/- 0.490 | dlogz: 199.494 > 0.109
iter: 2222 | bound: 23 | nc: 38 | ncall: 73993 | eff(%): 3.003 | loglstar: -inf < -316.742 < inf | logz: -343.163 +/- 0.495 | dlogz: 199.235 > 0.109
iter: 2223 | bound: 23 | nc: 38 | ncall: 74031 | eff(%): 3.003 | loglstar: -inf < -316.391 < inf | logz: -342.525 +/- 0.498 | dlogz: 198.654 > 0.109
iter: 2224 | bound: 23 | nc: 38 | ncall: 74069 | eff(%): 3.003 | loglstar: -inf < -315.876 < inf | logz: -341.975 +/- 0.499 | dlogz: 198.007 > 0.109
iter: 2225 | bound: 23 | nc: 38 | ncall: 74107 | eff(%): 3.002 | loglstar: -inf < -315.187 < inf | logz: -341.397 +/- 0.499 | dlogz: 197.447 > 0.109
iter: 2226 | bound: 23 | nc: 38 | ncall: 74145 | eff(%): 3.002 | loglstar: -inf < -314.347 < inf | logz: -340.723 +/- 0.501 | dlogz: 196.858 > 0.109
iter: 2227 | bound: 23 | nc: 38 | ncall: 74183 | eff(%): 3.002 | loglstar: -inf < -313.560 < inf | logz: -339.989 +/- 0.502 | dlogz: 196.175 > 0.109
iter: 2228 | bound: 23 | nc: 38 | ncall: 74221 | eff(%): 3.002 | loglstar: -inf < -313.546 < inf | logz: -339.451 +/- 0.501 | dlogz: 195.431 > 0.109
iter: 2229 | bound: 23 | nc: 38 | ncall: 74259 | eff(%): 3.002 | loglstar: -inf < -313.542 < inf | logz: -339.104 +/- 0.499 | dlogz: 194.883 > 0.109
iter: 2230 | bound: 23 | nc: 38 | ncall: 74297 | eff(%): 3.001 | loglstar: -inf < -313.282 < inf | logz: -338.815 +/- 0.498 | dlogz: 194.526 > 0.109
iter: 2231 | bound: 23 | nc: 38 | ncall: 74335 | eff(%): 3.001 | loglstar: -inf < -313.207 < inf | logz: -338.560 +/- 0.497 | dlogz: 194.227 > 0.109
iter: 2232 | bound: 23 | nc: 38 | ncall: 74373 | eff(%): 3.001 | loglstar: -inf < -313.121 < inf | logz: -338.343 +/- 0.496 | dlogz: 193.962 > 0.109
iter: 2233 | bound: 23 | nc: 38 | ncall: 74411 | eff(%): 3.001 | loglstar: -inf < -312.951 < inf | logz: -338.144 +/- 0.495 | dlogz: 193.735 > 0.109
iter: 2234 | bound: 23 | nc: 38 | ncall: 74449 | eff(%): 3.001 | loglstar: -inf < -312.556 < inf | logz: -337.929 +/- 0.494 | dlogz: 193.526 > 0.109
iter: 2235 | bound: 23 | nc: 38 | ncall: 74487 | eff(%): 3.001 | loglstar: -inf < -312.092 < inf | logz: -337.669 +/- 0.494 | dlogz: 193.301 > 0.109
iter: 2236 | bound: 23 | nc: 38 | ncall: 74525 | eff(%): 3.000 | loglstar: -inf < -311.856 < inf | logz: -337.394 +/- 0.494 | dlogz: 193.031 > 0.109
iter: 2237 | bound: 23 | nc: 38 | ncall: 74563 | eff(%): 3.000 | loglstar: -inf < -311.731 < inf | logz: -337.145 +/- 0.494 | dlogz: 192.747 > 0.109
iter: 2238 | bound: 23 | nc: 38 | ncall: 74601 | eff(%): 3.000 | loglstar: -inf < -310.746 < inf | logz: -336.790 +/- 0.495 | dlogz: 192.487 > 0.109
iter: 2239 | bound: 23 | nc: 38 | ncall: 74639 | eff(%): 3.000 | loglstar: -inf < -310.497 < inf | logz: -336.390 +/- 0.496 | dlogz: 192.122 > 0.109
iter: 2240 | bound: 23 | nc: 38 | ncall: 74677 | eff(%): 3.000 | loglstar: -inf < -310.187 < inf | logz: -336.029 +/- 0.496 | dlogz: 191.712 > 0.109
iter: 2241 | bound: 23 | nc: 38 | ncall: 74715 | eff(%): 2.999 | loglstar: -inf < -309.887 < inf | logz: -335.689 +/- 0.496 | dlogz: 191.342 > 0.109
iter: 2242 | bound: 23 | nc: 38 | ncall: 74753 | eff(%): 2.999 | loglstar: -inf < -309.058 < inf | logz: -335.257 +/- 0.497 | dlogz: 190.991 > 0.109
iter: 2243 | bound: 23 | nc: 38 | ncall: 74791 | eff(%): 2.999 | loglstar: -inf < -308.268 < inf | logz: -334.683 +/- 0.500 | dlogz: 190.549 > 0.109
iter: 2244 | bound: 24 | nc: 38 | ncall: 74829 | eff(%): 2.999 | loglstar: -inf < -307.733 < inf | logz: -334.092 +/- 0.501 | dlogz: 189.965 > 0.109
iter: 2245 | bound: 24 | nc: 38 | ncall: 74867 | eff(%): 2.999 | loglstar: -inf < -307.021 < inf | logz: -333.479 +/- 0.502 | dlogz: 189.365 > 0.109
iter: 2246 | bound: 24 | nc: 38 | ncall: 74905 | eff(%): 2.998 | loglstar: -inf < -306.880 < inf | logz: -332.975 +/- 0.501 | dlogz: 188.742 > 0.109
iter: 2247 | bound: 24 | nc: 38 | ncall: 74943 | eff(%): 2.998 | loglstar: -inf < -306.196 < inf | logz: -332.490 +/- 0.501 | dlogz: 188.228 > 0.109
iter: 2248 | bound: 24 | nc: 38 | ncall: 74981 | eff(%): 2.998 | loglstar: -inf < -306.153 < inf | logz: -332.073 +/- 0.500 | dlogz: 187.733 > 0.109
iter: 2249 | bound: 24 | nc: 38 | ncall: 75019 | eff(%): 2.998 | loglstar: -inf < -305.657 < inf | logz: -331.697 +/- 0.500 | dlogz: 187.305 > 0.109
iter: 2250 | bound: 24 | nc: 38 | ncall: 75057 | eff(%): 2.998 | loglstar: -inf < -305.623 < inf | logz: -331.367 +/- 0.499 | dlogz: 186.920 > 0.109
iter: 2251 | bound: 24 | nc: 38 | ncall: 75095 | eff(%): 2.998 | loglstar: -inf < -305.599 < inf | logz: -331.115 +/- 0.498 | dlogz: 186.580 > 0.109
iter: 2252 | bound: 24 | nc: 38 | ncall: 75133 | eff(%): 2.997 | loglstar: -inf < -305.531 < inf | logz: -330.906 +/- 0.497 | dlogz: 186.318 > 0.109
iter: 2253 | bound: 24 | nc: 38 | ncall: 75171 | eff(%): 2.997 | loglstar: -inf < -305.531 < inf | logz: -330.731 +/- 0.496 | dlogz: 186.100 > 0.109
iter: 2254 | bound: 24 | nc: 38 | ncall: 75209 | eff(%): 2.997 | loglstar: -inf < -305.116 < inf | logz: -330.548 +/- 0.495 | dlogz: 185.914 > 0.109
iter: 2255 | bound: 24 | nc: 38 | ncall: 75247 | eff(%): 2.997 | loglstar: -inf < -304.674 < inf | logz: -330.321 +/- 0.495 | dlogz: 185.721 > 0.109
iter: 2256 | bound: 24 | nc: 38 | ncall: 75285 | eff(%): 2.997 | loglstar: -inf < -304.077 < inf | logz: -330.025 +/- 0.495 | dlogz: 185.484 > 0.109
iter: 2257 | bound: 24 | nc: 38 | ncall: 75323 | eff(%): 2.996 | loglstar: -inf < -303.551 < inf | logz: -329.659 +/- 0.497 | dlogz: 185.178 > 0.109
iter: 2258 | bound: 24 | nc: 38 | ncall: 75361 | eff(%): 2.996 | loglstar: -inf < -302.930 < inf | logz: -329.225 +/- 0.498 | dlogz: 184.803 > 0.109
iter: 2259 | bound: 24 | nc: 38 | ncall: 75399 | eff(%): 2.996 | loglstar: -inf < -302.687 < inf | logz: -328.808 +/- 0.499 | dlogz: 184.358 > 0.109
iter: 2260 | bound: 24 | nc: 38 | ncall: 75437 | eff(%): 2.996 | loglstar: -inf < -300.501 < inf | logz: -327.753 +/- 0.508 | dlogz: 183.932 > 0.109
iter: 2261 | bound: 24 | nc: 38 | ncall: 75475 | eff(%): 2.996 | loglstar: -inf < -300.350 < inf | logz: -326.940 +/- 0.507 | dlogz: 182.867 > 0.109
iter: 2262 | bound: 24 | nc: 38 | ncall: 75513 | eff(%): 2.996 | loglstar: -inf < -300.205 < inf | logz: -326.446 +/- 0.505 | dlogz: 182.044 > 0.109
iter: 2263 | bound: 24 | nc: 38 | ncall: 75551 | eff(%): 2.995 | loglstar: -inf < -299.823 < inf | logz: -326.034 +/- 0.504 | dlogz: 181.540 > 0.109
iter: 2264 | bound: 24 | nc: 38 | ncall: 75589 | eff(%): 2.995 | loglstar: -inf < -298.900 < inf | logz: -325.504 +/- 0.504 | dlogz: 181.118 > 0.109
iter: 2265 | bound: 24 | nc: 38 | ncall: 75627 | eff(%): 2.995 | loglstar: -inf < -298.344 < inf | logz: -324.917 +/- 0.504 | dlogz: 180.578 > 0.109
iter: 2266 | bound: 24 | nc: 38 | ncall: 75665 | eff(%): 2.995 | loglstar: -inf < -297.703 < inf | logz: -324.323 +/- 0.504 | dlogz: 179.980 > 0.109
iter: 2267 | bound: 24 | nc: 38 | ncall: 75703 | eff(%): 2.995 | loglstar: -inf < -297.494 < inf | logz: -323.823 +/- 0.504 | dlogz: 179.377 > 0.109
iter: 2268 | bound: 24 | nc: 38 | ncall: 75741 | eff(%): 2.994 | loglstar: -inf < -297.463 < inf | logz: -323.461 +/- 0.502 | dlogz: 178.867 > 0.109
iter: 2269 | bound: 24 | nc: 38 | ncall: 75779 | eff(%): 2.994 | loglstar: -inf < -297.192 < inf | logz: -323.158 +/- 0.501 | dlogz: 178.495 > 0.109
iter: 2270 | bound: 24 | nc: 38 | ncall: 75817 | eff(%): 2.994 | loglstar: -inf < -297.029 < inf | logz: -322.881 +/- 0.500 | dlogz: 178.182 > 0.109
iter: 2271 | bound: 24 | nc: 38 | ncall: 75855 | eff(%): 2.994 | loglstar: -inf < -296.615 < inf | logz: -322.600 +/- 0.500 | dlogz: 177.895 > 0.109
iter: 2272 | bound: 24 | nc: 38 | ncall: 75893 | eff(%): 2.994 | loglstar: -inf < -296.160 < inf | logz: -322.280 +/- 0.499 | dlogz: 177.604 > 0.109
iter: 2273 | bound: 24 | nc: 38 | ncall: 75931 | eff(%): 2.994 | loglstar: -inf < -295.831 < inf | logz: -321.946 +/- 0.499 | dlogz: 177.274 > 0.109
iter: 2274 | bound: 24 | nc: 38 | ncall: 75969 | eff(%): 2.993 | loglstar: -inf < -295.784 < inf | logz: -321.657 +/- 0.499 | dlogz: 176.930 > 0.109
iter: 2275 | bound: 24 | nc: 38 | ncall: 76007 | eff(%): 2.993 | loglstar: -inf < -295.473 < inf | logz: -321.394 +/- 0.499 | dlogz: 176.631 > 0.109
iter: 2276 | bound: 24 | nc: 38 | ncall: 76045 | eff(%): 2.993 | loglstar: -inf < -295.401 < inf | logz: -321.152 +/- 0.498 | dlogz: 176.359 > 0.109
iter: 2277 | bound: 24 | nc: 38 | ncall: 76083 | eff(%): 2.993 | loglstar: -inf < -295.281 < inf | logz: -320.941 +/- 0.498 | dlogz: 176.106 > 0.109
iter: 2278 | bound: 24 | nc: 38 | ncall: 76121 | eff(%): 2.993 | loglstar: -inf < -295.097 < inf | logz: -320.743 +/- 0.497 | dlogz: 175.886 > 0.109
iter: 2279 | bound: 24 | nc: 38 | ncall: 76159 | eff(%): 2.992 | loglstar: -inf < -294.025 < inf | logz: -320.420 +/- 0.498 | dlogz: 175.677 > 0.109
iter: 2280 | bound: 24 | nc: 38 | ncall: 76197 | eff(%): 2.992 | loglstar: -inf < -293.869 < inf | logz: -320.054 +/- 0.499 | dlogz: 175.344 > 0.109
iter: 2281 | bound: 24 | nc: 38 | ncall: 76235 | eff(%): 2.992 | loglstar: -inf < -292.658 < inf | logz: -319.516 +/- 0.502 | dlogz: 174.968 > 0.109
iter: 2282 | bound: 24 | nc: 38 | ncall: 76273 | eff(%): 2.992 | loglstar: -inf < -292.553 < inf | logz: -319.004 +/- 0.503 | dlogz: 174.421 > 0.109
iter: 2283 | bound: 24 | nc: 38 | ncall: 76311 | eff(%): 2.992 | loglstar: -inf < -292.521 < inf | logz: -318.650 +/- 0.502 | dlogz: 173.898 > 0.109
iter: 2284 | bound: 24 | nc: 38 | ncall: 76349 | eff(%): 2.992 | loglstar: -inf < -291.959 < inf | logz: -318.304 +/- 0.502 | dlogz: 173.534 > 0.109
iter: 2285 | bound: 24 | nc: 38 | ncall: 76387 | eff(%): 2.991 | loglstar: -inf < -291.918 < inf | logz: -317.984 +/- 0.501 | dlogz: 173.178 > 0.109
iter: 2286 | bound: 24 | nc: 38 | ncall: 76425 | eff(%): 2.991 | loglstar: -inf < -291.705 < inf | logz: -317.715 +/- 0.501 | dlogz: 172.849 > 0.109
iter: 2287 | bound: 24 | nc: 38 | ncall: 76463 | eff(%): 2.991 | loglstar: -inf < -291.493 < inf | logz: -317.461 +/- 0.500 | dlogz: 172.570 > 0.109
iter: 2288 | bound: 24 | nc: 38 | ncall: 76501 | eff(%): 2.991 | loglstar: -inf < -291.465 < inf | logz: -317.239 +/- 0.499 | dlogz: 172.306 > 0.109
iter: 2289 | bound: 25 | nc: 38 | ncall: 76539 | eff(%): 2.991 | loglstar: -inf < -291.226 < inf | logz: -317.034 +/- 0.499 | dlogz: 172.074 > 0.109
iter: 2290 | bound: 25 | nc: 38 | ncall: 76577 | eff(%): 2.990 | loglstar: -inf < -291.226 < inf | logz: -316.847 +/- 0.498 | dlogz: 171.859 > 0.109
iter: 2291 | bound: 25 | nc: 38 | ncall: 76615 | eff(%): 2.990 | loglstar: -inf < -290.876 < inf | logz: -316.662 +/- 0.498 | dlogz: 171.662 > 0.109
iter: 2292 | bound: 25 | nc: 38 | ncall: 76653 | eff(%): 2.990 | loglstar: -inf < -290.582 < inf | logz: -316.455 +/- 0.498 | dlogz: 171.467 > 0.109
iter: 2293 | bound: 25 | nc: 38 | ncall: 76691 | eff(%): 2.990 | loglstar: -inf < -290.290 < inf | logz: -316.233 +/- 0.497 | dlogz: 171.250 > 0.109
iter: 2294 | bound: 25 | nc: 38 | ncall: 76729 | eff(%): 2.990 | loglstar: -inf < -290.145 < inf | logz: -316.015 +/- 0.497 | dlogz: 171.018 > 0.109
iter: 2295 | bound: 25 | nc: 38 | ncall: 76767 | eff(%): 2.990 | loglstar: -inf < -289.900 < inf | logz: -315.803 +/- 0.497 | dlogz: 170.791 > 0.109
iter: 2296 | bound: 25 | nc: 38 | ncall: 76805 | eff(%): 2.989 | loglstar: -inf < -289.248 < inf | logz: -315.533 +/- 0.498 | dlogz: 170.568 > 0.109
iter: 2297 | bound: 25 | nc: 38 | ncall: 76843 | eff(%): 2.989 | loglstar: -inf < -289.207 < inf | logz: -315.260 +/- 0.498 | dlogz: 170.288 > 0.109
iter: 2298 | bound: 25 | nc: 38 | ncall: 76881 | eff(%): 2.989 | loglstar: -inf < -288.384 < inf | logz: -314.926 +/- 0.500 | dlogz: 170.005 > 0.109
iter: 2299 | bound: 25 | nc: 38 | ncall: 76919 | eff(%): 2.989 | loglstar: -inf < -286.623 < inf | logz: -314.079 +/- 0.508 | dlogz: 169.661 > 0.109
iter: 2300 | bound: 25 | nc: 38 | ncall: 76957 | eff(%): 2.989 | loglstar: -inf < -285.951 < inf | logz: -313.193 +/- 0.510 | dlogz: 168.805 > 0.109
iter: 2301 | bound: 25 | nc: 38 | ncall: 76995 | eff(%): 2.989 | loglstar: -inf < -285.698 < inf | logz: -312.561 +/- 0.509 | dlogz: 167.908 > 0.109
iter: 2302 | bound: 25 | nc: 38 | ncall: 77033 | eff(%): 2.988 | loglstar: -inf < -284.702 < inf | logz: -311.883 +/- 0.510 | dlogz: 167.266 > 0.109
iter: 2303 | bound: 25 | nc: 38 | ncall: 77071 | eff(%): 2.988 | loglstar: -inf < -284.417 < inf | logz: -311.280 +/- 0.509 | dlogz: 166.579 > 0.109
iter: 2304 | bound: 25 | nc: 38 | ncall: 77109 | eff(%): 2.988 | loglstar: -inf < -284.255 < inf | logz: -310.837 +/- 0.508 | dlogz: 165.965 > 0.109
iter: 2305 | bound: 25 | nc: 38 | ncall: 77147 | eff(%): 2.988 | loglstar: -inf < -284.105 < inf | logz: -310.490 +/- 0.506 | dlogz: 165.512 > 0.109
iter: 2306 | bound: 26 | nc: 38 | ncall: 77185 | eff(%): 2.988 | loglstar: -inf < -283.946 < inf | logz: -310.199 +/- 0.505 | dlogz: 165.156 > 0.109
iter: 2307 | bound: 26 | nc: 38 | ncall: 77223 | eff(%): 2.987 | loglstar: -inf < -283.707 < inf | logz: -309.932 +/- 0.504 | dlogz: 164.855 > 0.109
iter: 2308 | bound: 26 | nc: 38 | ncall: 77261 | eff(%): 2.987 | loglstar: -inf < -283.334 < inf | logz: -309.655 +/- 0.503 | dlogz: 164.577 > 0.109
iter: 2309 | bound: 26 | nc: 38 | ncall: 77299 | eff(%): 2.987 | loglstar: -inf < -283.150 < inf | logz: -309.383 +/- 0.503 | dlogz: 164.291 > 0.109
iter: 2310 | bound: 26 | nc: 38 | ncall: 77337 | eff(%): 2.987 | loglstar: -inf < -282.676 < inf | logz: -309.094 +/- 0.502 | dlogz: 164.009 > 0.109
iter: 2311 | bound: 26 | nc: 38 | ncall: 77375 | eff(%): 2.987 | loglstar: -inf < -282.173 < inf | logz: -308.753 +/- 0.503 | dlogz: 163.710 > 0.109
iter: 2312 | bound: 26 | nc: 38 | ncall: 77413 | eff(%): 2.987 | loglstar: -inf < -281.889 < inf | logz: -308.406 +/- 0.503 | dlogz: 163.359 > 0.109
iter: 2313 | bound: 26 | nc: 38 | ncall: 77451 | eff(%): 2.986 | loglstar: -inf < -281.879 < inf | logz: -308.118 +/- 0.503 | dlogz: 163.002 > 0.109
iter: 2314 | bound: 26 | nc: 38 | ncall: 77489 | eff(%): 2.986 | loglstar: -inf < -281.628 < inf | logz: -307.868 +/- 0.502 | dlogz: 162.704 > 0.109
iter: 2315 | bound: 26 | nc: 38 | ncall: 77527 | eff(%): 2.986 | loglstar: -inf < -281.346 < inf | logz: -307.616 +/- 0.502 | dlogz: 162.444 > 0.109
iter: 2316 | bound: 26 | nc: 38 | ncall: 77565 | eff(%): 2.986 | loglstar: -inf < -279.587 < inf | logz: -306.998 +/- 0.507 | dlogz: 162.183 > 0.109
iter: 2317 | bound: 26 | nc: 38 | ncall: 77603 | eff(%): 2.986 | loglstar: -inf < -279.037 < inf | logz: -306.273 +/- 0.509 | dlogz: 161.554 > 0.109
iter: 2318 | bound: 26 | nc: 38 | ncall: 77641 | eff(%): 2.986 | loglstar: -inf < -278.624 < inf | logz: -305.678 +/- 0.509 | dlogz: 160.820 > 0.109
iter: 2319 | bound: 26 | nc: 38 | ncall: 77679 | eff(%): 2.985 | loglstar: -inf < -277.784 < inf | logz: -305.044 +/- 0.510 | dlogz: 160.215 > 0.109
iter: 2320 | bound: 26 | nc: 38 | ncall: 77717 | eff(%): 2.985 | loglstar: -inf < -277.670 < inf | logz: -304.520 +/- 0.509 | dlogz: 159.570 > 0.109
iter: 2321 | bound: 26 | nc: 38 | ncall: 77755 | eff(%): 2.985 | loglstar: -inf < -277.608 < inf | logz: -304.155 +/- 0.508 | dlogz: 159.036 > 0.109
iter: 2322 | bound: 26 | nc: 38 | ncall: 77793 | eff(%): 2.985 | loglstar: -inf < -277.270 < inf | logz: -303.836 +/- 0.507 | dlogz: 158.661 > 0.109
iter: 2323 | bound: 26 | nc: 38 | ncall: 77831 | eff(%): 2.985 | loglstar: -inf < -277.224 < inf | logz: -303.557 +/- 0.506 | dlogz: 158.333 > 0.109
iter: 2324 | bound: 26 | nc: 38 | ncall: 77869 | eff(%): 2.984 | loglstar: -inf < -277.047 < inf | logz: -303.317 +/- 0.505 | dlogz: 158.043 > 0.109
iter: 2325 | bound: 26 | nc: 38 | ncall: 77907 | eff(%): 2.984 | loglstar: -inf < -276.639 < inf | logz: -303.064 +/- 0.504 | dlogz: 157.793 > 0.109
iter: 2326 | bound: 26 | nc: 38 | ncall: 77945 | eff(%): 2.984 | loglstar: -inf < -276.613 < inf | logz: -302.826 +/- 0.504 | dlogz: 157.531 > 0.109
iter: 2327 | bound: 26 | nc: 38 | ncall: 77983 | eff(%): 2.984 | loglstar: -inf < -275.550 < inf | logz: -302.479 +/- 0.504 | dlogz: 157.282 > 0.109
iter: 2328 | bound: 26 | nc: 38 | ncall: 78021 | eff(%): 2.984 | loglstar: -inf < -275.369 < inf | logz: -302.091 +/- 0.505 | dlogz: 156.926 > 0.109
iter: 2329 | bound: 26 | nc: 38 | ncall: 78059 | eff(%): 2.984 | loglstar: -inf < -275.038 < inf | logz: -301.744 +/- 0.505 | dlogz: 156.528 > 0.109
iter: 2330 | bound: 26 | nc: 38 | ncall: 78097 | eff(%): 2.983 | loglstar: -inf < -274.142 < inf | logz: -301.285 +/- 0.506 | dlogz: 156.171 > 0.109
iter: 2331 | bound: 26 | nc: 38 | ncall: 78135 | eff(%): 2.983 | loglstar: -inf < -273.957 < inf | logz: -300.833 +/- 0.507 | dlogz: 155.702 > 0.109
iter: 2332 | bound: 26 | nc: 38 | ncall: 78173 | eff(%): 2.983 | loglstar: -inf < -273.898 < inf | logz: -300.493 +/- 0.507 | dlogz: 155.240 > 0.109
iter: 2333 | bound: 26 | nc: 38 | ncall: 78211 | eff(%): 2.983 | loglstar: -inf < -273.654 < inf | logz: -300.205 +/- 0.506 | dlogz: 154.890 > 0.109
iter: 2334 | bound: 26 | nc: 38 | ncall: 78249 | eff(%): 2.983 | loglstar: -inf < -273.098 < inf | logz: -299.882 +/- 0.506 | dlogz: 154.592 > 0.109
iter: 2335 | bound: 26 | nc: 38 | ncall: 78287 | eff(%): 2.983 | loglstar: -inf < -272.758 < inf | logz: -299.532 +/- 0.506 | dlogz: 154.259 > 0.109
iter: 2336 | bound: 26 | nc: 38 | ncall: 78325 | eff(%): 2.982 | loglstar: -inf < -272.640 < inf | logz: -299.223 +/- 0.506 | dlogz: 153.900 > 0.109
iter: 2337 | bound: 26 | nc: 38 | ncall: 78363 | eff(%): 2.982 | loglstar: -inf < -272.623 < inf | logz: -298.975 +/- 0.505 | dlogz: 153.580 > 0.109
iter: 2338 | bound: 26 | nc: 38 | ncall: 78401 | eff(%): 2.982 | loglstar: -inf < -272.259 < inf | logz: -298.738 +/- 0.504 | dlogz: 153.323 > 0.109
iter: 2339 | bound: 26 | nc: 38 | ncall: 78439 | eff(%): 2.982 | loglstar: -inf < -272.175 < inf | logz: -298.510 +/- 0.504 | dlogz: 153.076 > 0.109
iter: 2340 | bound: 26 | nc: 38 | ncall: 78477 | eff(%): 2.982 | loglstar: -inf < -271.517 < inf | logz: -298.240 +/- 0.504 | dlogz: 152.837 > 0.109
iter: 2341 | bound: 26 | nc: 38 | ncall: 78515 | eff(%): 2.982 | loglstar: -inf < -271.419 < inf | logz: -297.959 +/- 0.504 | dlogz: 152.557 > 0.109
iter: 2342 | bound: 26 | nc: 38 | ncall: 78553 | eff(%): 2.981 | loglstar: -inf < -271.360 < inf | logz: -297.727 +/- 0.504 | dlogz: 152.267 > 0.109
iter: 2343 | bound: 26 | nc: 38 | ncall: 78591 | eff(%): 2.981 | loglstar: -inf < -271.197 < inf | logz: -297.519 +/- 0.503 | dlogz: 152.024 > 0.109
iter: 2344 | bound: 26 | nc: 38 | ncall: 78629 | eff(%): 2.981 | loglstar: -inf < -271.144 < inf | logz: -297.332 +/- 0.503 | dlogz: 151.807 > 0.109
iter: 2345 | bound: 26 | nc: 38 | ncall: 78667 | eff(%): 2.981 | loglstar: -inf < -271.120 < inf | logz: -297.170 +/- 0.502 | dlogz: 151.610 > 0.109
iter: 2346 | bound: 26 | nc: 38 | ncall: 78705 | eff(%): 2.981 | loglstar: -inf < -270.808 < inf | logz: -297.007 +/- 0.502 | dlogz: 151.438 > 0.109
iter: 2347 | bound: 26 | nc: 38 | ncall: 78743 | eff(%): 2.981 | loglstar: -inf < -270.494 < inf | logz: -296.822 +/- 0.502 | dlogz: 151.265 > 0.109
iter: 2348 | bound: 26 | nc: 38 | ncall: 78781 | eff(%): 2.980 | loglstar: -inf < -270.045 < inf | logz: -296.600 +/- 0.502 | dlogz: 151.070 > 0.109
iter: 2349 | bound: 26 | nc: 38 | ncall: 78819 | eff(%): 2.980 | loglstar: -inf < -269.713 < inf | logz: -296.347 +/- 0.502 | dlogz: 150.838 > 0.109
iter: 2350 | bound: 26 | nc: 38 | ncall: 78857 | eff(%): 2.980 | loglstar: -inf < -269.650 < inf | logz: -296.111 +/- 0.503 | dlogz: 150.575 > 0.109
iter: 2351 | bound: 26 | nc: 38 | ncall: 78895 | eff(%): 2.980 | loglstar: -inf < -269.133 < inf | logz: -295.858 +/- 0.503 | dlogz: 150.329 > 0.109
iter: 2352 | bound: 26 | nc: 38 | ncall: 78933 | eff(%): 2.980 | loglstar: -inf < -268.789 < inf | logz: -295.570 +/- 0.504 | dlogz: 150.066 > 0.109
iter: 2353 | bound: 26 | nc: 38 | ncall: 78971 | eff(%): 2.980 | loglstar: -inf < -268.472 < inf | logz: -295.274 +/- 0.504 | dlogz: 149.768 > 0.109
iter: 2354 | bound: 26 | nc: 38 | ncall: 79009 | eff(%): 2.979 | loglstar: -inf < -268.416 < inf | logz: -295.011 +/- 0.505 | dlogz: 149.463 > 0.109
iter: 2355 | bound: 26 | nc: 38 | ncall: 79047 | eff(%): 2.979 | loglstar: -inf < -268.355 < inf | logz: -294.793 +/- 0.504 | dlogz: 149.189 > 0.109
iter: 2356 | bound: 26 | nc: 38 | ncall: 79085 | eff(%): 2.979 | loglstar: -inf < -268.293 < inf | logz: -294.606 +/- 0.504 | dlogz: 148.961 > 0.109
iter: 2357 | bound: 26 | nc: 38 | ncall: 79123 | eff(%): 2.979 | loglstar: -inf < -268.238 < inf | logz: -294.441 +/- 0.503 | dlogz: 148.764 > 0.109
iter: 2358 | bound: 26 | nc: 38 | ncall: 79161 | eff(%): 2.979 | loglstar: -inf < -268.112 < inf | logz: -294.288 +/- 0.503 | dlogz: 148.589 > 0.109
iter: 2359 | bound: 26 | nc: 38 | ncall: 79199 | eff(%): 2.979 | loglstar: -inf < -268.031 < inf | logz: -294.143 +/- 0.502 | dlogz: 148.426 > 0.109
iter: 2360 | bound: 26 | nc: 38 | ncall: 79237 | eff(%): 2.978 | loglstar: -inf < -268.028 < inf | logz: -294.014 +/- 0.502 | dlogz: 148.272 > 0.109
iter: 2361 | bound: 26 | nc: 38 | ncall: 79275 | eff(%): 2.978 | loglstar: -inf < -267.899 < inf | logz: -293.892 +/- 0.502 | dlogz: 148.132 > 0.109
iter: 2362 | bound: 26 | nc: 38 | ncall: 79313 | eff(%): 2.978 | loglstar: -inf < -267.531 < inf | logz: -293.755 +/- 0.501 | dlogz: 148.001 > 0.109
iter: 2363 | bound: 26 | nc: 38 | ncall: 79351 | eff(%): 2.978 | loglstar: -inf < -267.112 < inf | logz: -293.581 +/- 0.501 | dlogz: 147.853 > 0.109
iter: 2364 | bound: 26 | nc: 38 | ncall: 79389 | eff(%): 2.978 | loglstar: -inf < -266.927 < inf | logz: -293.391 +/- 0.502 | dlogz: 147.670 > 0.109
iter: 2365 | bound: 26 | nc: 38 | ncall: 79427 | eff(%): 2.978 | loglstar: -inf < -266.645 < inf | logz: -293.194 +/- 0.502 | dlogz: 147.470 > 0.109
iter: 2366 | bound: 26 | nc: 38 | ncall: 79465 | eff(%): 2.977 | loglstar: -inf < -266.062 < inf | logz: -292.946 +/- 0.503 | dlogz: 147.263 > 0.109
iter: 2367 | bound: 26 | nc: 38 | ncall: 79503 | eff(%): 2.977 | loglstar: -inf < -265.672 < inf | logz: -292.648 +/- 0.504 | dlogz: 147.004 > 0.109
iter: 2368 | bound: 26 | nc: 38 | ncall: 79541 | eff(%): 2.977 | loglstar: -inf < -265.392 < inf | logz: -292.346 +/- 0.505 | dlogz: 146.697 > 0.109
iter: 2369 | bound: 26 | nc: 38 | ncall: 79579 | eff(%): 2.977 | loglstar: -inf < -265.081 < inf | logz: -292.048 +/- 0.506 | dlogz: 146.385 > 0.109
iter: 2370 | bound: 26 | nc: 38 | ncall: 79617 | eff(%): 2.977 | loglstar: -inf < -264.493 < inf | logz: -291.702 +/- 0.507 | dlogz: 146.077 > 0.109
iter: 2371 | bound: 26 | nc: 38 | ncall: 79655 | eff(%): 2.977 | loglstar: -inf < -264.327 < inf | logz: -291.362 +/- 0.508 | dlogz: 145.721 > 0.109
iter: 2372 | bound: 26 | nc: 38 | ncall: 79693 | eff(%): 2.976 | loglstar: -inf < -263.894 < inf | logz: -291.030 +/- 0.508 | dlogz: 145.371 > 0.109
iter: 2373 | bound: 26 | nc: 38 | ncall: 79731 | eff(%): 2.976 | loglstar: -inf < -263.558 < inf | logz: -290.689 +/- 0.508 | dlogz: 145.030 > 0.109
iter: 2374 | bound: 26 | nc: 38 | ncall: 79769 | eff(%): 2.976 | loglstar: -inf < -263.523 < inf | logz: -290.397 +/- 0.508 | dlogz: 144.678 > 0.109
iter: 2375 | bound: 26 | nc: 38 | ncall: 79807 | eff(%): 2.976 | loglstar: -inf < -263.379 < inf | logz: -290.153 +/- 0.508 | dlogz: 144.376 > 0.109
iter: 2376 | bound: 26 | nc: 38 | ncall: 79845 | eff(%): 2.976 | loglstar: -inf < -262.527 < inf | logz: -289.829 +/- 0.508 | dlogz: 144.123 > 0.109
iter: 2377 | bound: 26 | nc: 38 | ncall: 79883 | eff(%): 2.976 | loglstar: -inf < -261.667 < inf | logz: -289.330 +/- 0.511 | dlogz: 143.788 > 0.109
iter: 2378 | bound: 26 | nc: 38 | ncall: 79921 | eff(%): 2.975 | loglstar: -inf < -261.559 < inf | logz: -288.874 +/- 0.511 | dlogz: 143.280 > 0.109
iter: 2379 | bound: 26 | nc: 38 | ncall: 79959 | eff(%): 2.975 | loglstar: -inf < -261.479 < inf | logz: -288.540 +/- 0.511 | dlogz: 142.814 > 0.109
iter: 2380 | bound: 26 | nc: 38 | ncall: 79997 | eff(%): 2.975 | loglstar: -inf < -261.443 < inf | logz: -288.278 +/- 0.510 | dlogz: 142.469 > 0.109
iter: 2381 | bound: 26 | nc: 38 | ncall: 80035 | eff(%): 2.975 | loglstar: -inf < -261.319 < inf | logz: -288.058 +/- 0.509 | dlogz: 142.198 > 0.109
iter: 2382 | bound: 26 | nc: 38 | ncall: 80073 | eff(%): 2.975 | loglstar: -inf < -261.303 < inf | logz: -287.867 +/- 0.508 | dlogz: 141.967 > 0.109
iter: 2383 | bound: 26 | nc: 38 | ncall: 80111 | eff(%): 2.975 | loglstar: -inf < -259.700 < inf | logz: -287.451 +/- 0.511 | dlogz: 141.767 > 0.109
iter: 2384 | bound: 26 | nc: 38 | ncall: 80149 | eff(%): 2.974 | loglstar: -inf < -258.349 < inf | logz: -286.590 +/- 0.517 | dlogz: 141.340 > 0.109
iter: 2385 | bound: 27 | nc: 38 | ncall: 80187 | eff(%): 2.974 | loglstar: -inf < -258.237 < inf | logz: -285.916 +/- 0.517 | dlogz: 140.469 > 0.109
iter: 2386 | bound: 27 | nc: 38 | ncall: 80225 | eff(%): 2.974 | loglstar: -inf < -257.908 < inf | logz: -285.439 +/- 0.516 | dlogz: 139.786 > 0.109
iter: 2387 | bound: 27 | nc: 38 | ncall: 80263 | eff(%): 2.974 | loglstar: -inf < -256.950 < inf | logz: -284.857 +/- 0.516 | dlogz: 139.298 > 0.109
iter: 2388 | bound: 27 | nc: 38 | ncall: 80301 | eff(%): 2.974 | loglstar: -inf < -255.668 < inf | logz: -283.960 +/- 0.519 | dlogz: 138.707 > 0.109
iter: 2389 | bound: 27 | nc: 38 | ncall: 80339 | eff(%): 2.974 | loglstar: -inf < -254.950 < inf | logz: -283.084 +/- 0.520 | dlogz: 137.800 > 0.109
iter: 2390 | bound: 27 | nc: 38 | ncall: 80377 | eff(%): 2.973 | loglstar: -inf < -254.839 < inf | logz: -282.484 +/- 0.518 | dlogz: 136.914 > 0.109
iter: 2391 | bound: 27 | nc: 38 | ncall: 80415 | eff(%): 2.973 | loglstar: -inf < -254.794 < inf | logz: -282.091 +/- 0.516 | dlogz: 136.304 > 0.109
iter: 2392 | bound: 27 | nc: 38 | ncall: 80453 | eff(%): 2.973 | loglstar: -inf < -254.588 < inf | logz: -281.778 +/- 0.515 | dlogz: 135.901 > 0.109
iter: 2393 | bound: 27 | nc: 38 | ncall: 80491 | eff(%): 2.973 | loglstar: -inf < -254.225 < inf | logz: -281.473 +/- 0.514 | dlogz: 135.578 > 0.109
iter: 2394 | bound: 27 | nc: 38 | ncall: 80529 | eff(%): 2.973 | loglstar: -inf < -253.830 < inf | logz: -281.149 +/- 0.513 | dlogz: 135.263 > 0.109
iter: 2395 | bound: 27 | nc: 38 | ncall: 80567 | eff(%): 2.973 | loglstar: -inf < -253.752 < inf | logz: -280.856 +/- 0.512 | dlogz: 134.929 > 0.109
iter: 2396 | bound: 27 | nc: 38 | ncall: 80605 | eff(%): 2.973 | loglstar: -inf < -253.733 < inf | logz: -280.623 +/- 0.511 | dlogz: 134.627 > 0.109
iter: 2397 | bound: 27 | nc: 38 | ncall: 80643 | eff(%): 2.972 | loglstar: -inf < -253.384 < inf | logz: -280.398 +/- 0.511 | dlogz: 134.383 > 0.109
iter: 2398 | bound: 27 | nc: 38 | ncall: 80681 | eff(%): 2.972 | loglstar: -inf < -252.954 < inf | logz: -280.138 +/- 0.510 | dlogz: 134.148 > 0.109
iter: 2399 | bound: 27 | nc: 38 | ncall: 80719 | eff(%): 2.972 | loglstar: -inf < -252.678 < inf | logz: -279.862 +/- 0.510 | dlogz: 133.878 > 0.109
iter: 2400 | bound: 27 | nc: 38 | ncall: 80757 | eff(%): 2.972 | loglstar: -inf < -252.635 < inf | logz: -279.617 +/- 0.510 | dlogz: 133.592 > 0.109
iter: 2401 | bound: 27 | nc: 38 | ncall: 80795 | eff(%): 2.972 | loglstar: -inf < -252.568 < inf | logz: -279.412 +/- 0.509 | dlogz: 133.337 > 0.109
iter: 2402 | bound: 27 | nc: 38 | ncall: 80833 | eff(%): 2.972 | loglstar: -inf < -252.447 < inf | logz: -279.228 +/- 0.509 | dlogz: 133.122 > 0.109
iter: 2403 | bound: 27 | nc: 38 | ncall: 80871 | eff(%): 2.971 | loglstar: -inf < -252.034 < inf | logz: -279.028 +/- 0.509 | dlogz: 132.929 > 0.109
iter: 2404 | bound: 27 | nc: 38 | ncall: 80909 | eff(%): 2.971 | loglstar: -inf < -251.886 < inf | logz: -278.819 +/- 0.508 | dlogz: 132.719 > 0.109
iter: 2405 | bound: 27 | nc: 38 | ncall: 80947 | eff(%): 2.971 | loglstar: -inf < -251.506 < inf | logz: -278.597 +/- 0.508 | dlogz: 132.499 > 0.109
iter: 2406 | bound: 27 | nc: 38 | ncall: 80985 | eff(%): 2.971 | loglstar: -inf < -251.506 < inf | logz: -278.388 +/- 0.508 | dlogz: 132.268 > 0.109
iter: 2407 | bound: 27 | nc: 38 | ncall: 81023 | eff(%): 2.971 | loglstar: -inf < -251.156 < inf | logz: -278.183 +/- 0.508 | dlogz: 132.048 > 0.109
iter: 2408 | bound: 27 | nc: 38 | ncall: 81061 | eff(%): 2.971 | loglstar: -inf < -251.098 < inf | logz: -277.984 +/- 0.508 | dlogz: 131.834 > 0.109
iter: 2409 | bound: 27 | nc: 38 | ncall: 81099 | eff(%): 2.970 | loglstar: -inf < -251.000 < inf | logz: -277.807 +/- 0.508 | dlogz: 131.625 > 0.109
iter: 2410 | bound: 27 | nc: 38 | ncall: 81137 | eff(%): 2.970 | loglstar: -inf < -250.971 < inf | logz: -277.649 +/- 0.507 | dlogz: 131.437 > 0.109
iter: 2411 | bound: 27 | nc: 38 | ncall: 81175 | eff(%): 2.970 | loglstar: -inf < -250.613 < inf | logz: -277.484 +/- 0.507 | dlogz: 131.269 > 0.109
iter: 2412 | bound: 27 | nc: 38 | ncall: 81213 | eff(%): 2.970 | loglstar: -inf < -250.514 < inf | logz: -277.314 +/- 0.507 | dlogz: 131.095 > 0.109
iter: 2413 | bound: 27 | nc: 38 | ncall: 81251 | eff(%): 2.970 | loglstar: -inf < -250.242 < inf | logz: -277.142 +/- 0.507 | dlogz: 130.915 > 0.109
iter: 2414 | bound: 27 | nc: 38 | ncall: 81289 | eff(%): 2.970 | loglstar: -inf < -249.288 < inf | logz: -276.864 +/- 0.508 | dlogz: 130.733 > 0.109
iter: 2415 | bound: 27 | nc: 38 | ncall: 81327 | eff(%): 2.969 | loglstar: -inf < -249.247 < inf | logz: -276.561 +/- 0.509 | dlogz: 130.445 > 0.109
iter: 2416 | bound: 27 | nc: 38 | ncall: 81365 | eff(%): 2.969 | loglstar: -inf < -249.180 < inf | logz: -276.320 +/- 0.510 | dlogz: 130.132 > 0.109
iter: 2417 | bound: 27 | nc: 38 | ncall: 81403 | eff(%): 2.969 | loglstar: -inf < -249.103 < inf | logz: -276.114 +/- 0.509 | dlogz: 129.881 > 0.109
iter: 2418 | bound: 27 | nc: 38 | ncall: 81441 | eff(%): 2.969 | loglstar: -inf < -248.689 < inf | logz: -275.899 +/- 0.509 | dlogz: 129.665 > 0.109
iter: 2419 | bound: 27 | nc: 38 | ncall: 81479 | eff(%): 2.969 | loglstar: -inf < -248.601 < inf | logz: -275.683 +/- 0.509 | dlogz: 129.440 > 0.109
iter: 2420 | bound: 27 | nc: 38 | ncall: 81517 | eff(%): 2.969 | loglstar: -inf < -248.398 < inf | logz: -275.481 +/- 0.509 | dlogz: 129.214 > 0.109
iter: 2421 | bound: 27 | nc: 38 | ncall: 81555 | eff(%): 2.969 | loglstar: -inf < -247.990 < inf | logz: -275.258 +/- 0.509 | dlogz: 129.002 > 0.109
iter: 2422 | bound: 27 | nc: 38 | ncall: 81593 | eff(%): 2.968 | loglstar: -inf < -247.924 < inf | logz: -275.039 +/- 0.510 | dlogz: 128.770 > 0.109
iter: 2423 | bound: 27 | nc: 38 | ncall: 81631 | eff(%): 2.968 | loglstar: -inf < -247.565 < inf | logz: -274.819 +/- 0.510 | dlogz: 128.540 > 0.109
iter: 2424 | bound: 27 | nc: 38 | ncall: 81669 | eff(%): 2.968 | loglstar: -inf < -247.188 < inf | logz: -274.571 +/- 0.510 | dlogz: 128.311 > 0.109
iter: 2425 | bound: 27 | nc: 38 | ncall: 81707 | eff(%): 2.968 | loglstar: -inf < -247.170 < inf | logz: -274.339 +/- 0.510 | dlogz: 128.052 > 0.109
iter: 2426 | bound: 27 | nc: 38 | ncall: 81745 | eff(%): 2.968 | loglstar: -inf < -246.523 < inf | logz: -274.076 +/- 0.511 | dlogz: 127.811 > 0.109
iter: 2427 | bound: 27 | nc: 38 | ncall: 81783 | eff(%): 2.968 | loglstar: -inf < -246.020 < inf | logz: -273.741 +/- 0.512 | dlogz: 127.538 > 0.109
iter: 2428 | bound: 27 | nc: 38 | ncall: 81821 | eff(%): 2.967 | loglstar: -inf < -245.766 < inf | logz: -273.402 +/- 0.513 | dlogz: 127.192 > 0.109
iter: 2429 | bound: 27 | nc: 38 | ncall: 81859 | eff(%): 2.967 | loglstar: -inf < -245.038 < inf | logz: -273.003 +/- 0.514 | dlogz: 126.844 > 0.109
iter: 2430 | bound: 27 | nc: 38 | ncall: 81897 | eff(%): 2.967 | loglstar: -inf < -244.881 < inf | logz: -272.612 +/- 0.515 | dlogz: 126.435 > 0.109
iter: 2431 | bound: 27 | nc: 38 | ncall: 81935 | eff(%): 2.967 | loglstar: -inf < -244.807 < inf | logz: -272.306 +/- 0.514 | dlogz: 126.034 > 0.109
iter: 2432 | bound: 27 | nc: 38 | ncall: 81973 | eff(%): 2.967 | loglstar: -inf < -244.752 < inf | logz: -272.060 +/- 0.514 | dlogz: 125.718 > 0.109
iter: 2433 | bound: 27 | nc: 38 | ncall: 82011 | eff(%): 2.967 | loglstar: -inf < -244.708 < inf | logz: -271.856 +/- 0.513 | dlogz: 125.462 > 0.109
iter: 2434 | bound: 27 | nc: 38 | ncall: 82049 | eff(%): 2.967 | loglstar: -inf < -244.540 < inf | logz: -271.671 +/- 0.513 | dlogz: 125.248 > 0.109
iter: 2435 | bound: 27 | nc: 38 | ncall: 82087 | eff(%): 2.966 | loglstar: -inf < -244.317 < inf | logz: -271.484 +/- 0.512 | dlogz: 125.053 > 0.109
iter: 2436 | bound: 27 | nc: 38 | ncall: 82125 | eff(%): 2.966 | loglstar: -inf < -244.225 < inf | logz: -271.306 +/- 0.512 | dlogz: 124.857 > 0.109
iter: 2437 | bound: 27 | nc: 38 | ncall: 82163 | eff(%): 2.966 | loglstar: -inf < -244.147 < inf | logz: -271.143 +/- 0.511 | dlogz: 124.668 > 0.109
iter: 2438 | bound: 27 | nc: 38 | ncall: 82201 | eff(%): 2.966 | loglstar: -inf < -244.093 < inf | logz: -270.996 +/- 0.511 | dlogz: 124.495 > 0.109
iter: 2439 | bound: 27 | nc: 38 | ncall: 82239 | eff(%): 2.966 | loglstar: -inf < -243.950 < inf | logz: -270.856 +/- 0.510 | dlogz: 124.338 > 0.109
iter: 2440 | bound: 27 | nc: 38 | ncall: 82277 | eff(%): 2.966 | loglstar: -inf < -243.872 < inf | logz: -270.722 +/- 0.510 | dlogz: 124.189 > 0.109
iter: 2441 | bound: 27 | nc: 38 | ncall: 82315 | eff(%): 2.965 | loglstar: -inf < -243.815 < inf | logz: -270.597 +/- 0.509 | dlogz: 124.044 > 0.109
iter: 2442 | bound: 27 | nc: 38 | ncall: 82353 | eff(%): 2.965 | loglstar: -inf < -242.926 < inf | logz: -270.410 +/- 0.510 | dlogz: 123.909 > 0.109
iter: 2443 | bound: 27 | nc: 38 | ncall: 82391 | eff(%): 2.965 | loglstar: -inf < -242.677 < inf | logz: -270.169 +/- 0.510 | dlogz: 123.713 > 0.109
iter: 2444 | bound: 27 | nc: 38 | ncall: 82429 | eff(%): 2.965 | loglstar: -inf < -242.635 < inf | logz: -269.951 +/- 0.511 | dlogz: 123.461 > 0.109
iter: 2445 | bound: 27 | nc: 38 | ncall: 82467 | eff(%): 2.965 | loglstar: -inf < -242.438 < inf | logz: -269.752 +/- 0.511 | dlogz: 123.233 > 0.109
iter: 2446 | bound: 27 | nc: 38 | ncall: 82505 | eff(%): 2.965 | loglstar: -inf < -242.310 < inf | logz: -269.562 +/- 0.511 | dlogz: 123.025 > 0.109
iter: 2447 | bound: 27 | nc: 38 | ncall: 82543 | eff(%): 2.965 | loglstar: -inf < -241.955 < inf | logz: -269.363 +/- 0.511 | dlogz: 122.825 > 0.109
iter: 2448 | bound: 27 | nc: 38 | ncall: 82581 | eff(%): 2.964 | loglstar: -inf < -241.862 < inf | logz: -269.163 +/- 0.511 | dlogz: 122.615 > 0.109
iter: 2449 | bound: 27 | nc: 38 | ncall: 82619 | eff(%): 2.964 | loglstar: -inf < -241.596 < inf | logz: -268.967 +/- 0.511 | dlogz: 122.406 > 0.109
iter: 2450 | bound: 27 | nc: 38 | ncall: 82657 | eff(%): 2.964 | loglstar: -inf < -241.485 < inf | logz: -268.776 +/- 0.511 | dlogz: 122.200 > 0.109
iter: 2451 | bound: 27 | nc: 38 | ncall: 82695 | eff(%): 2.964 | loglstar: -inf < -241.334 < inf | logz: -268.596 +/- 0.511 | dlogz: 121.999 > 0.109
iter: 2452 | bound: 27 | nc: 38 | ncall: 82733 | eff(%): 2.964 | loglstar: -inf < -241.262 < inf | logz: -268.429 +/- 0.511 | dlogz: 121.809 > 0.109
iter: 2453 | bound: 27 | nc: 38 | ncall: 82771 | eff(%): 2.964 | loglstar: -inf < -241.199 < inf | logz: -268.278 +/- 0.511 | dlogz: 121.632 > 0.109
iter: 2454 | bound: 27 | nc: 38 | ncall: 82809 | eff(%): 2.963 | loglstar: -inf < -241.061 < inf | logz: -268.135 +/- 0.510 | dlogz: 121.471 > 0.109
iter: 2455 | bound: 27 | nc: 38 | ncall: 82847 | eff(%): 2.963 | loglstar: -inf < -240.645 < inf | logz: -267.972 +/- 0.510 | dlogz: 121.319 > 0.109
iter: 2456 | bound: 27 | nc: 38 | ncall: 82885 | eff(%): 2.963 | loglstar: -inf < -240.325 < inf | logz: -267.779 +/- 0.511 | dlogz: 121.145 > 0.109
iter: 2457 | bound: 27 | nc: 38 | ncall: 82923 | eff(%): 2.963 | loglstar: -inf < -240.113 < inf | logz: -267.575 +/- 0.511 | dlogz: 120.942 > 0.109
iter: 2458 | bound: 27 | nc: 38 | ncall: 82961 | eff(%): 2.963 | loglstar: -inf < -240.083 < inf | logz: -267.389 +/- 0.511 | dlogz: 120.729 > 0.109
iter: 2459 | bound: 27 | nc: 38 | ncall: 82999 | eff(%): 2.963 | loglstar: -inf < -239.930 < inf | logz: -267.220 +/- 0.511 | dlogz: 120.533 > 0.109
iter: 2460 | bound: 27 | nc: 38 | ncall: 83037 | eff(%): 2.963 | loglstar: -inf < -239.656 < inf | logz: -267.044 +/- 0.511 | dlogz: 120.353 > 0.109
iter: 2461 | bound: 27 | nc: 38 | ncall: 83075 | eff(%): 2.962 | loglstar: -inf < -239.064 < inf | logz: -266.817 +/- 0.512 | dlogz: 120.167 > 0.109
iter: 2462 | bound: 27 | nc: 38 | ncall: 83113 | eff(%): 2.962 | loglstar: -inf < -238.930 < inf | logz: -266.572 +/- 0.512 | dlogz: 119.930 > 0.109
iter: 2463 | bound: 27 | nc: 38 | ncall: 83151 | eff(%): 2.962 | loglstar: -inf < -238.644 < inf | logz: -266.335 +/- 0.513 | dlogz: 119.675 > 0.109
iter: 2464 | bound: 27 | nc: 38 | ncall: 83189 | eff(%): 2.962 | loglstar: -inf < -238.317 < inf | logz: -266.084 +/- 0.513 | dlogz: 119.428 > 0.109
iter: 2465 | bound: 27 | nc: 38 | ncall: 83227 | eff(%): 2.962 | loglstar: -inf < -238.090 < inf | logz: -265.832 +/- 0.514 | dlogz: 119.168 > 0.109
iter: 2466 | bound: 27 | nc: 38 | ncall: 83265 | eff(%): 2.962 | loglstar: -inf < -238.066 < inf | logz: -265.609 +/- 0.514 | dlogz: 118.905 > 0.109
iter: 2467 | bound: 27 | nc: 38 | ncall: 83303 | eff(%): 2.961 | loglstar: -inf < -236.914 < inf | logz: -265.261 +/- 0.516 | dlogz: 118.673 > 0.109
iter: 2468 | bound: 27 | nc: 38 | ncall: 83341 | eff(%): 2.961 | loglstar: -inf < -236.814 < inf | logz: -264.879 +/- 0.517 | dlogz: 118.315 > 0.109
iter: 2469 | bound: 27 | nc: 38 | ncall: 83379 | eff(%): 2.961 | loglstar: -inf < -236.762 < inf | logz: -264.587 +/- 0.517 | dlogz: 117.923 > 0.109
iter: 2470 | bound: 27 | nc: 38 | ncall: 83417 | eff(%): 2.961 | loglstar: -inf < -236.264 < inf | logz: -264.295 +/- 0.517 | dlogz: 117.621 > 0.109
iter: 2471 | bound: 27 | nc: 38 | ncall: 83455 | eff(%): 2.961 | loglstar: -inf < -236.005 < inf | logz: -263.988 +/- 0.517 | dlogz: 117.319 > 0.109
iter: 2472 | bound: 27 | nc: 38 | ncall: 83493 | eff(%): 2.961 | loglstar: -inf < -235.954 < inf | logz: -263.723 +/- 0.517 | dlogz: 117.002 > 0.109
iter: 2473 | bound: 27 | nc: 38 | ncall: 83531 | eff(%): 2.961 | loglstar: -inf < -235.701 < inf | logz: -263.484 +/- 0.517 | dlogz: 116.727 > 0.109
iter: 2474 | bound: 27 | nc: 38 | ncall: 83569 | eff(%): 2.960 | loglstar: -inf < -235.683 < inf | logz: -263.270 +/- 0.516 | dlogz: 116.478 > 0.109
iter: 2475 | bound: 27 | nc: 38 | ncall: 83607 | eff(%): 2.960 | loglstar: -inf < -234.619 < inf | logz: -262.951 +/- 0.517 | dlogz: 116.254 > 0.109
iter: 2476 | bound: 27 | nc: 38 | ncall: 83645 | eff(%): 2.960 | loglstar: -inf < -234.509 < inf | logz: -262.597 +/- 0.518 | dlogz: 115.925 > 0.109
iter: 2477 | bound: 27 | nc: 38 | ncall: 83683 | eff(%): 2.960 | loglstar: -inf < -233.793 < inf | logz: -262.208 +/- 0.519 | dlogz: 115.561 > 0.109
iter: 2478 | bound: 27 | nc: 38 | ncall: 83721 | eff(%): 2.960 | loglstar: -inf < -232.982 < inf | logz: -261.680 +/- 0.521 | dlogz: 115.162 > 0.109
iter: 2479 | bound: 27 | nc: 38 | ncall: 83759 | eff(%): 2.960 | loglstar: -inf < -231.507 < inf | logz: -260.759 +/- 0.527 | dlogz: 114.624 > 0.109
iter: 2480 | bound: 27 | nc: 38 | ncall: 83797 | eff(%): 2.960 | loglstar: -inf < -231.476 < inf | logz: -260.074 +/- 0.527 | dlogz: 113.694 > 0.109
iter: 2481 | bound: 27 | nc: 38 | ncall: 83835 | eff(%): 2.959 | loglstar: -inf < -231.227 < inf | logz: -259.623 +/- 0.525 | dlogz: 112.998 > 0.109
iter: 2482 | bound: 27 | nc: 38 | ncall: 83873 | eff(%): 2.959 | loglstar: -inf < -231.109 < inf | logz: -259.266 +/- 0.524 | dlogz: 112.537 > 0.109
iter: 2483 | bound: 27 | nc: 38 | ncall: 83911 | eff(%): 2.959 | loglstar: -inf < -230.799 < inf | logz: -258.950 +/- 0.522 | dlogz: 112.171 > 0.109
iter: 2484 | bound: 28 | nc: 38 | ncall: 83949 | eff(%): 2.959 | loglstar: -inf < -230.607 < inf | logz: -258.655 +/- 0.521 | dlogz: 111.844 > 0.109
iter: 2485 | bound: 28 | nc: 38 | ncall: 83987 | eff(%): 2.959 | loglstar: -inf < -230.337 < inf | logz: -258.378 +/- 0.521 | dlogz: 111.540 > 0.109
iter: 2486 | bound: 28 | nc: 38 | ncall: 84025 | eff(%): 2.959 | loglstar: -inf < -230.291 < inf | logz: -258.132 +/- 0.520 | dlogz: 111.252 > 0.109
iter: 2487 | bound: 28 | nc: 38 | ncall: 84063 | eff(%): 2.958 | loglstar: -inf < -230.254 < inf | logz: -257.929 +/- 0.519 | dlogz: 110.997 > 0.109
iter: 2488 | bound: 28 | nc: 38 | ncall: 84101 | eff(%): 2.958 | loglstar: -inf < -230.075 < inf | logz: -257.744 +/- 0.518 | dlogz: 110.784 > 0.109
iter: 2489 | bound: 28 | nc: 38 | ncall: 84139 | eff(%): 2.958 | loglstar: -inf < -230.075 < inf | logz: -257.577 +/- 0.518 | dlogz: 110.589 > 0.109
iter: 2490 | bound: 28 | nc: 38 | ncall: 84177 | eff(%): 2.958 | loglstar: -inf < -229.935 < inf | logz: -257.425 +/- 0.517 | dlogz: 110.412 > 0.109
iter: 2491 | bound: 28 | nc: 38 | ncall: 84215 | eff(%): 2.958 | loglstar: -inf < -229.541 < inf | logz: -257.255 +/- 0.516 | dlogz: 110.250 > 0.109
iter: 2492 | bound: 28 | nc: 38 | ncall: 84253 | eff(%): 2.958 | loglstar: -inf < -229.108 < inf | logz: -257.044 +/- 0.516 | dlogz: 110.070 > 0.109
iter: 2493 | bound: 28 | nc: 38 | ncall: 84291 | eff(%): 2.958 | loglstar: -inf < -228.997 < inf | logz: -256.828 +/- 0.516 | dlogz: 109.849 > 0.109
iter: 2494 | bound: 28 | nc: 38 | ncall: 84329 | eff(%): 2.957 | loglstar: -inf < -228.921 < inf | logz: -256.636 +/- 0.516 | dlogz: 109.623 > 0.109
iter: 2495 | bound: 28 | nc: 38 | ncall: 84367 | eff(%): 2.957 | loglstar: -inf < -228.859 < inf | logz: -256.466 +/- 0.516 | dlogz: 109.421 > 0.109
iter: 2496 | bound: 28 | nc: 38 | ncall: 84405 | eff(%): 2.957 | loglstar: -inf < -228.661 < inf | logz: -256.303 +/- 0.516 | dlogz: 109.241 > 0.109
iter: 2497 | bound: 28 | nc: 38 | ncall: 84443 | eff(%): 2.957 | loglstar: -inf < -228.449 < inf | logz: -256.135 +/- 0.516 | dlogz: 109.068 > 0.109
iter: 2498 | bound: 28 | nc: 38 | ncall: 84481 | eff(%): 2.957 | loglstar: -inf < -228.361 < inf | logz: -255.972 +/- 0.515 | dlogz: 108.890 > 0.109
iter: 2499 | bound: 28 | nc: 38 | ncall: 84519 | eff(%): 2.957 | loglstar: -inf < -228.301 < inf | logz: -255.823 +/- 0.515 | dlogz: 108.717 > 0.109
iter: 2500 | bound: 28 | nc: 38 | ncall: 84557 | eff(%): 2.957 | loglstar: -inf < -227.762 < inf | logz: -255.648 +/- 0.515 | dlogz: 108.558 > 0.109
iter: 2501 | bound: 28 | nc: 38 | ncall: 84595 | eff(%): 2.956 | loglstar: -inf < -227.589 < inf | logz: -255.450 +/- 0.515 | dlogz: 108.374 > 0.109
iter: 2502 | bound: 28 | nc: 38 | ncall: 84633 | eff(%): 2.956 | loglstar: -inf < -227.561 < inf | logz: -255.270 +/- 0.515 | dlogz: 126.748 > 0.109
iter: 2503 | bound: 28 | nc: 38 | ncall: 84671 | eff(%): 2.956 | loglstar: -inf < -227.545 < inf | logz: -255.116 +/- 0.515 | dlogz: 126.558 > 0.109
iter: 2504 | bound: 28 | nc: 38 | ncall: 84709 | eff(%): 2.956 | loglstar: -inf < -227.341 < inf | logz: -254.969 +/- 0.515 | dlogz: 126.395 > 0.109
iter: 2505 | bound: 28 | nc: 38 | ncall: 84747 | eff(%): 2.956 | loglstar: -inf < -226.740 < inf | logz: -254.778 +/- 0.515 | dlogz: 126.238 > 0.109
iter: 2506 | bound: 28 | nc: 38 | ncall: 84785 | eff(%): 2.956 | loglstar: -inf < -226.459 < inf | logz: -254.549 +/- 0.516 | dlogz: 126.037 > 0.109
iter: 2507 | bound: 28 | nc: 38 | ncall: 84823 | eff(%): 2.956 | loglstar: -inf < -226.340 < inf | logz: -254.328 +/- 0.516 | dlogz: 125.797 > 0.109
iter: 2508 | bound: 28 | nc: 38 | ncall: 84861 | eff(%): 2.955 | loglstar: -inf < -226.317 < inf | logz: -254.138 +/- 0.516 | dlogz: 125.567 > 0.109
iter: 2509 | bound: 28 | nc: 38 | ncall: 84899 | eff(%): 2.955 | loglstar: -inf < -225.938 < inf | logz: -253.944 +/- 0.517 | dlogz: 125.366 > 0.109
iter: 2510 | bound: 28 | nc: 38 | ncall: 84937 | eff(%): 2.955 | loglstar: -inf < -225.548 < inf | logz: -253.716 +/- 0.517 | dlogz: 125.163 > 0.109
iter: 2511 | bound: 28 | nc: 38 | ncall: 84975 | eff(%): 2.955 | loglstar: -inf < -225.471 < inf | logz: -253.493 +/- 0.517 | dlogz: 124.925 > 0.109
iter: 2512 | bound: 28 | nc: 38 | ncall: 85013 | eff(%): 2.955 | loglstar: -inf < -225.282 < inf | logz: -253.288 +/- 0.517 | dlogz: 124.691 > 0.109
iter: 2513 | bound: 28 | nc: 38 | ncall: 85051 | eff(%): 2.955 | loglstar: -inf < -225.253 < inf | logz: -253.102 +/- 0.517 | dlogz: 124.476 > 0.109
iter: 2514 | bound: 28 | nc: 38 | ncall: 85089 | eff(%): 2.955 | loglstar: -inf < -225.174 < inf | logz: -252.939 +/- 0.517 | dlogz: 124.281 > 0.109
iter: 2515 | bound: 28 | nc: 38 | ncall: 85127 | eff(%): 2.954 | loglstar: -inf < -225.110 < inf | logz: -252.791 +/- 0.517 | dlogz: 124.108 > 0.109
iter: 2516 | bound: 28 | nc: 38 | ncall: 85165 | eff(%): 2.954 | loglstar: -inf < -225.089 < inf | logz: -252.658 +/- 0.516 | dlogz: 123.950 > 0.109
iter: 2517 | bound: 28 | nc: 38 | ncall: 85203 | eff(%): 2.954 | loglstar: -inf < -225.076 < inf | logz: -252.540 +/- 0.516 | dlogz: 123.807 > 0.109
iter: 2518 | bound: 28 | nc: 38 | ncall: 85241 | eff(%): 2.954 | loglstar: -inf < -224.880 < inf | logz: -252.424 +/- 0.516 | dlogz: 123.679 > 0.109
iter: 2519 | bound: 28 | nc: 38 | ncall: 85279 | eff(%): 2.954 | loglstar: -inf < -223.369 < inf | logz: -252.139 +/- 0.518 | dlogz: 123.553 > 0.109
iter: 2520 | bound: 28 | nc: 38 | ncall: 85317 | eff(%): 2.954 | loglstar: -inf < -223.320 < inf | logz: -251.794 +/- 0.519 | dlogz: 123.258 > 0.109
iter: 2521 | bound: 28 | nc: 38 | ncall: 85355 | eff(%): 2.954 | loglstar: -inf < -223.001 < inf | logz: -251.492 +/- 0.520 | dlogz: 122.903 > 0.109
iter: 2522 | bound: 28 | nc: 38 | ncall: 85393 | eff(%): 2.953 | loglstar: -inf < -222.834 < inf | logz: -251.211 +/- 0.521 | dlogz: 122.592 > 0.109
iter: 2523 | bound: 28 | nc: 38 | ncall: 85431 | eff(%): 2.953 | loglstar: -inf < -222.730 < inf | logz: -250.966 +/- 0.521 | dlogz: 122.300 > 0.109
iter: 2524 | bound: 28 | nc: 38 | ncall: 85469 | eff(%): 2.953 | loglstar: -inf < -222.531 < inf | logz: -250.741 +/- 0.520 | dlogz: 122.045 > 0.109
iter: 2525 | bound: 28 | nc: 38 | ncall: 85507 | eff(%): 2.953 | loglstar: -inf < -222.075 < inf | logz: -250.493 +/- 0.521 | dlogz: 121.811 > 0.109
iter: 2526 | bound: 28 | nc: 38 | ncall: 85545 | eff(%): 2.953 | loglstar: -inf < -222.061 < inf | logz: -250.255 +/- 0.521 | dlogz: 121.553 > 0.109
iter: 2527 | bound: 28 | nc: 38 | ncall: 85583 | eff(%): 2.953 | loglstar: -inf < -222.028 < inf | logz: -250.061 +/- 0.520 | dlogz: 121.305 > 0.109
iter: 2528 | bound: 28 | nc: 38 | ncall: 85621 | eff(%): 2.953 | loglstar: -inf < -221.998 < inf | logz: -249.895 +/- 0.520 | dlogz: 121.101 > 0.109
iter: 2529 | bound: 28 | nc: 38 | ncall: 85659 | eff(%): 2.952 | loglstar: -inf < -221.911 < inf | logz: -249.746 +/- 0.519 | dlogz: 120.925 > 0.109
iter: 2530 | bound: 28 | nc: 38 | ncall: 85697 | eff(%): 2.952 | loglstar: -inf < -221.762 < inf | logz: -249.603 +/- 0.519 | dlogz: 120.766 > 0.109
iter: 2531 | bound: 28 | nc: 38 | ncall: 85735 | eff(%): 2.952 | loglstar: -inf < -221.478 < inf | logz: -249.449 +/- 0.519 | dlogz: 120.612 > 0.109
iter: 2532 | bound: 28 | nc: 38 | ncall: 85773 | eff(%): 2.952 | loglstar: -inf < -221.029 < inf | logz: -249.262 +/- 0.519 | dlogz: 120.449 > 0.109
iter: 2533 | bound: 28 | nc: 38 | ncall: 85811 | eff(%): 2.952 | loglstar: -inf < -220.912 < inf | logz: -249.064 +/- 0.519 | dlogz: 120.252 > 0.109
iter: 2534 | bound: 28 | nc: 38 | ncall: 85849 | eff(%): 2.952 | loglstar: -inf < -220.750 < inf | logz: -248.877 +/- 0.519 | dlogz: 120.043 > 0.109
iter: 2535 | bound: 28 | nc: 38 | ncall: 85887 | eff(%): 2.952 | loglstar: -inf < -220.654 < inf | logz: -248.702 +/- 0.519 | dlogz: 119.847 > 0.109
iter: 2536 | bound: 28 | nc: 38 | ncall: 85925 | eff(%): 2.951 | loglstar: -inf < -220.478 < inf | logz: -248.534 +/- 0.519 | dlogz: 119.662 > 0.109
iter: 2537 | bound: 28 | nc: 38 | ncall: 85963 | eff(%): 2.951 | loglstar: -inf < -220.461 < inf | logz: -248.379 +/- 0.519 | dlogz: 119.484 > 0.109
iter: 2538 | bound: 28 | nc: 38 | ncall: 86001 | eff(%): 2.951 | loglstar: -inf < -219.759 < inf | logz: -248.183 +/- 0.519 | dlogz: 119.319 > 0.109
iter: 2539 | bound: 28 | nc: 38 | ncall: 86039 | eff(%): 2.951 | loglstar: -inf < -219.682 < inf | logz: -247.964 +/- 0.519 | dlogz: 119.113 > 0.109
iter: 2540 | bound: 28 | nc: 38 | ncall: 86077 | eff(%): 2.951 | loglstar: -inf < -219.465 < inf | logz: -247.760 +/- 0.520 | dlogz: 118.884 > 0.109
iter: 2541 | bound: 28 | nc: 38 | ncall: 86115 | eff(%): 2.951 | loglstar: -inf < -219.443 < inf | logz: -247.573 +/- 0.520 | dlogz: 118.670 > 0.109
iter: 2542 | bound: 28 | nc: 38 | ncall: 86153 | eff(%): 2.951 | loglstar: -inf < -219.029 < inf | logz: -247.379 +/- 0.520 | dlogz: 118.473 > 0.109
iter: 2543 | bound: 28 | nc: 38 | ncall: 86191 | eff(%): 2.950 | loglstar: -inf < -218.544 < inf | logz: -247.136 +/- 0.520 | dlogz: 118.269 > 0.109
iter: 2544 | bound: 28 | nc: 38 | ncall: 86229 | eff(%): 2.950 | loglstar: -inf < -218.484 < inf | logz: -246.894 +/- 0.521 | dlogz: 118.016 > 0.109
iter: 2545 | bound: 28 | nc: 38 | ncall: 86267 | eff(%): 2.950 | loglstar: -inf < -218.371 < inf | logz: -246.686 +/- 0.521 | dlogz: 117.764 > 0.109
iter: 2546 | bound: 28 | nc: 38 | ncall: 86305 | eff(%): 2.950 | loglstar: -inf < -217.977 < inf | logz: -246.467 +/- 0.521 | dlogz: 117.546 > 0.109
iter: 2547 | bound: 28 | nc: 38 | ncall: 86343 | eff(%): 2.950 | loglstar: -inf < -217.947 < inf | logz: -246.255 +/- 0.521 | dlogz: 117.317 > 0.109
iter: 2548 | bound: 28 | nc: 38 | ncall: 86381 | eff(%): 2.950 | loglstar: -inf < -217.471 < inf | logz: -246.032 +/- 0.521 | dlogz: 117.096 > 0.109
iter: 2549 | bound: 28 | nc: 38 | ncall: 86419 | eff(%): 2.950 | loglstar: -inf < -217.047 < inf | logz: -245.763 +/- 0.522 | dlogz: 116.862 > 0.109
iter: 2550 | bound: 28 | nc: 38 | ncall: 86457 | eff(%): 2.949 | loglstar: -inf < -216.967 < inf | logz: -245.505 +/- 0.522 | dlogz: 116.583 > 0.109
iter: 2551 | bound: 28 | nc: 38 | ncall: 86495 | eff(%): 2.949 | loglstar: -inf < -216.547 < inf | logz: -245.246 +/- 0.523 | dlogz: 116.315 > 0.109
iter: 2552 | bound: 29 | nc: 38 | ncall: 86533 | eff(%): 2.949 | loglstar: -inf < -216.542 < inf | logz: -245.005 +/- 0.523 | dlogz: 116.047 > 0.109
iter: 2553 | bound: 29 | nc: 38 | ncall: 86571 | eff(%): 2.949 | loglstar: -inf < -216.536 < inf | logz: -244.811 +/- 0.523 | dlogz: 115.795 > 0.109
iter: 2554 | bound: 29 | nc: 38 | ncall: 86609 | eff(%): 2.949 | loglstar: -inf < -216.433 < inf | logz: -244.642 +/- 0.522 | dlogz: 115.592 > 0.109
iter: 2555 | bound: 29 | nc: 38 | ncall: 86647 | eff(%): 2.949 | loglstar: -inf < -216.325 < inf | logz: -244.484 +/- 0.522 | dlogz: 115.413 > 0.109
iter: 2556 | bound: 29 | nc: 38 | ncall: 86685 | eff(%): 2.949 | loglstar: -inf < -216.244 < inf | logz: -244.336 +/- 0.521 | dlogz: 115.245 > 0.109
iter: 2557 | bound: 29 | nc: 38 | ncall: 86723 | eff(%): 2.948 | loglstar: -inf < -216.065 < inf | logz: -244.192 +/- 0.521 | dlogz: 115.087 > 0.109
iter: 2558 | bound: 29 | nc: 38 | ncall: 86761 | eff(%): 2.948 | loglstar: -inf < -215.945 < inf | logz: -244.049 +/- 0.521 | dlogz: 114.933 > 0.109
iter: 2559 | bound: 29 | nc: 38 | ncall: 86799 | eff(%): 2.948 | loglstar: -inf < -215.925 < inf | logz: -243.916 +/- 0.520 | dlogz: 114.780 > 0.109
iter: 2560 | bound: 29 | nc: 38 | ncall: 86837 | eff(%): 2.948 | loglstar: -inf < -215.792 < inf | logz: -243.792 +/- 0.520 | dlogz: 114.637 > 0.109
iter: 2561 | bound: 29 | nc: 38 | ncall: 86875 | eff(%): 2.948 | loglstar: -inf < -215.702 < inf | logz: -243.670 +/- 0.520 | dlogz: 114.503 > 0.109
iter: 2562 | bound: 29 | nc: 38 | ncall: 86913 | eff(%): 2.948 | loglstar: -inf < -215.698 < inf | logz: -243.557 +/- 0.519 | dlogz: 114.371 > 0.109
iter: 2563 | bound: 29 | nc: 38 | ncall: 86951 | eff(%): 2.948 | loglstar: -inf < -214.778 < inf | logz: -243.388 +/- 0.520 | dlogz: 114.249 > 0.109
iter: 2564 | bound: 29 | nc: 38 | ncall: 86989 | eff(%): 2.947 | loglstar: -inf < -214.767 < inf | logz: -243.187 +/- 0.520 | dlogz: 114.069 > 0.109
iter: 2565 | bound: 29 | nc: 38 | ncall: 87027 | eff(%): 2.947 | loglstar: -inf < -214.181 < inf | logz: -242.961 +/- 0.521 | dlogz: 113.858 > 0.109
iter: 2566 | bound: 29 | nc: 38 | ncall: 87065 | eff(%): 2.947 | loglstar: -inf < -213.857 < inf | logz: -242.694 +/- 0.522 | dlogz: 113.623 > 0.109
iter: 2567 | bound: 29 | nc: 38 | ncall: 87103 | eff(%): 2.947 | loglstar: -inf < -213.853 < inf | logz: -242.455 +/- 0.523 | dlogz: 113.345 > 0.109
iter: 2568 | bound: 29 | nc: 38 | ncall: 87141 | eff(%): 2.947 | loglstar: -inf < -213.673 < inf | logz: -242.247 +/- 0.523 | dlogz: 113.097 > 0.109
iter: 2569 | bound: 29 | nc: 38 | ncall: 87179 | eff(%): 2.947 | loglstar: -inf < -213.602 < inf | logz: -242.056 +/- 0.523 | dlogz: 112.878 > 0.109
iter: 2570 | bound: 29 | nc: 38 | ncall: 87217 | eff(%): 2.947 | loglstar: -inf < -213.175 < inf | logz: -241.852 +/- 0.523 | dlogz: 112.677 > 0.109
iter: 2571 | bound: 29 | nc: 38 | ncall: 87255 | eff(%): 2.947 | loglstar: -inf < -213.102 < inf | logz: -241.646 +/- 0.523 | dlogz: 112.464 > 0.109
iter: 2572 | bound: 29 | nc: 38 | ncall: 87293 | eff(%): 2.946 | loglstar: -inf < -212.901 < inf | logz: -241.453 +/- 0.523 | dlogz: 112.248 > 0.109
iter: 2573 | bound: 29 | nc: 38 | ncall: 87331 | eff(%): 2.946 | loglstar: -inf < -212.392 < inf | logz: -241.227 +/- 0.523 | dlogz: 112.045 > 0.109
iter: 2574 | bound: 29 | nc: 38 | ncall: 87369 | eff(%): 2.946 | loglstar: -inf < -212.161 < inf | logz: -240.977 +/- 0.524 | dlogz: 111.809 > 0.109
iter: 2575 | bound: 29 | nc: 38 | ncall: 87407 | eff(%): 2.946 | loglstar: -inf < -211.572 < inf | logz: -240.684 +/- 0.525 | dlogz: 111.549 > 0.109
iter: 2576 | bound: 29 | nc: 38 | ncall: 87445 | eff(%): 2.946 | loglstar: -inf < -211.092 < inf | logz: -240.330 +/- 0.526 | dlogz: 111.246 > 0.109
iter: 2577 | bound: 29 | nc: 38 | ncall: 87483 | eff(%): 2.946 | loglstar: -inf < -210.925 < inf | logz: -239.996 +/- 0.527 | dlogz: 110.882 > 0.109
iter: 2578 | bound: 29 | nc: 38 | ncall: 87521 | eff(%): 2.946 | loglstar: -inf < -210.900 < inf | logz: -239.726 +/- 0.527 | dlogz: 110.538 > 0.109
iter: 2579 | bound: 29 | nc: 38 | ncall: 87559 | eff(%): 2.945 | loglstar: -inf < -210.095 < inf | logz: -239.402 +/- 0.527 | dlogz: 110.258 > 0.109
iter: 2580 | bound: 29 | nc: 38 | ncall: 87597 | eff(%): 2.945 | loglstar: -inf < -209.521 < inf | logz: -238.980 +/- 0.529 | dlogz: 109.924 > 0.109
iter: 2581 | bound: 29 | nc: 38 | ncall: 87635 | eff(%): 2.945 | loglstar: -inf < -209.520 < inf | logz: -238.618 +/- 0.529 | dlogz: 109.492 > 0.109
iter: 2582 | bound: 29 | nc: 38 | ncall: 87673 | eff(%): 2.945 | loglstar: -inf < -209.340 < inf | logz: -238.332 +/- 0.529 | dlogz: 109.120 > 0.109
iter: 2583 | bound: 29 | nc: 38 | ncall: 87711 | eff(%): 2.945 | loglstar: -inf < -208.796 < inf | logz: -238.021 +/- 0.529 | dlogz: 108.824 > 0.109
iter: 2584 | bound: 29 | nc: 38 | ncall: 87749 | eff(%): 2.945 | loglstar: -inf < -208.794 < inf | logz: -237.731 +/- 0.529 | dlogz: 108.503 > 0.109
iter: 2585 | bound: 29 | nc: 38 | ncall: 87787 | eff(%): 2.945 | loglstar: -inf < -208.645 < inf | logz: -237.493 +/- 0.528 | dlogz: 108.204 > 0.109
iter: 2586 | bound: 29 | nc: 38 | ncall: 87825 | eff(%): 2.944 | loglstar: -inf < -208.636 < inf | logz: -237.289 +/- 0.527 | dlogz: 107.955 > 0.109
iter: 2587 | bound: 29 | nc: 38 | ncall: 87863 | eff(%): 2.944 | loglstar: -inf < -208.516 < inf | logz: -237.110 +/- 0.527 | dlogz: 107.741 > 0.109
iter: 2588 | bound: 29 | nc: 38 | ncall: 87901 | eff(%): 2.944 | loglstar: -inf < -208.167 < inf | logz: -236.922 +/- 0.526 | dlogz: 107.553 > 0.109
iter: 2589 | bound: 29 | nc: 38 | ncall: 87939 | eff(%): 2.944 | loglstar: -inf < -208.076 < inf | logz: -236.732 +/- 0.526 | dlogz: 107.355 > 0.109
iter: 2590 | bound: 29 | nc: 38 | ncall: 87977 | eff(%): 2.944 | loglstar: -inf < -208.038 < inf | logz: -236.565 +/- 0.526 | dlogz: 107.155 > 0.109
iter: 2591 | bound: 29 | nc: 38 | ncall: 88015 | eff(%): 2.944 | loglstar: -inf < -207.820 < inf | logz: -236.404 +/- 0.525 | dlogz: 106.977 > 0.109
iter: 2592 | bound: 29 | nc: 38 | ncall: 88053 | eff(%): 2.944 | loglstar: -inf < -207.777 < inf | logz: -236.250 +/- 0.525 | dlogz: 106.807 > 0.109
iter: 2593 | bound: 29 | nc: 38 | ncall: 88091 | eff(%): 2.944 | loglstar: -inf < -207.533 < inf | logz: -236.098 +/- 0.525 | dlogz: 106.643 > 0.109
iter: 2594 | bound: 29 | nc: 38 | ncall: 88129 | eff(%): 2.943 | loglstar: -inf < -207.357 < inf | logz: -235.939 +/- 0.524 | dlogz: 106.480 > 0.109
iter: 2595 | bound: 29 | nc: 38 | ncall: 88167 | eff(%): 2.943 | loglstar: -inf < -207.144 < inf | logz: -235.776 +/- 0.524 | dlogz: 106.312 > 0.109
iter: 2596 | bound: 29 | nc: 38 | ncall: 88205 | eff(%): 2.943 | loglstar: -inf < -206.510 < inf | logz: -235.563 +/- 0.525 | dlogz: 106.139 > 0.109
iter: 2597 | bound: 29 | nc: 38 | ncall: 88243 | eff(%): 2.943 | loglstar: -inf < -206.454 < inf | logz: -235.336 +/- 0.525 | dlogz: 105.916 > 0.109
iter: 2598 | bound: 29 | nc: 38 | ncall: 88281 | eff(%): 2.943 | loglstar: -inf < -206.329 < inf | logz: -235.137 +/- 0.525 | dlogz: 105.679 > 0.109
iter: 2599 | bound: 29 | nc: 38 | ncall: 88319 | eff(%): 2.943 | loglstar: -inf < -205.919 < inf | logz: -234.923 +/- 0.526 | dlogz: 105.470 > 0.109
iter: 2600 | bound: 30 | nc: 38 | ncall: 88357 | eff(%): 2.943 | loglstar: -inf < -205.637 < inf | logz: -234.687 +/- 0.526 | dlogz: 105.246 > 0.109
iter: 2601 | bound: 30 | nc: 38 | ncall: 88395 | eff(%): 2.942 | loglstar: -inf < -205.216 < inf | logz: -234.424 +/- 0.527 | dlogz: 105.000 > 0.109
iter: 2602 | bound: 30 | nc: 38 | ncall: 88433 | eff(%): 2.942 | loglstar: -inf < -205.099 < inf | logz: -234.168 +/- 0.527 | dlogz: 104.728 > 0.109
iter: 2603 | bound: 30 | nc: 38 | ncall: 88471 | eff(%): 2.942 | loglstar: -inf < -205.032 < inf | logz: -233.948 +/- 0.527 | dlogz: 104.461 > 0.109
iter: 2604 | bound: 30 | nc: 38 | ncall: 88509 | eff(%): 2.942 | loglstar: -inf < -204.743 < inf | logz: -233.736 +/- 0.527 | dlogz: 104.231 > 0.109
iter: 2605 | bound: 30 | nc: 38 | ncall: 88547 | eff(%): 2.942 | loglstar: -inf < -204.600 < inf | logz: -233.527 +/- 0.527 | dlogz: 104.010 > 0.109
iter: 2606 | bound: 30 | nc: 38 | ncall: 88585 | eff(%): 2.942 | loglstar: -inf < -204.292 < inf | logz: -233.315 +/- 0.527 | dlogz: 103.791 > 0.109
iter: 2607 | bound: 30 | nc: 38 | ncall: 88623 | eff(%): 2.942 | loglstar: -inf < -204.042 < inf | logz: -233.093 +/- 0.527 | dlogz: 103.569 > 0.109
iter: 2608 | bound: 30 | nc: 38 | ncall: 88661 | eff(%): 2.942 | loglstar: -inf < -203.835 < inf | logz: -232.872 +/- 0.527 | dlogz: 103.337 > 0.109
iter: 2609 | bound: 30 | nc: 38 | ncall: 88699 | eff(%): 2.941 | loglstar: -inf < -203.680 < inf | logz: -232.661 +/- 0.527 | dlogz: 103.106 > 0.109
iter: 2610 | bound: 30 | nc: 38 | ncall: 88737 | eff(%): 2.941 | loglstar: -inf < -203.660 < inf | logz: -232.475 +/- 0.527 | dlogz: 102.885 > 0.109
iter: 2611 | bound: 30 | nc: 38 | ncall: 88775 | eff(%): 2.941 | loglstar: -inf < -203.535 < inf | logz: -232.308 +/- 0.527 | dlogz: 102.688 > 0.109
iter: 2612 | bound: 30 | nc: 38 | ncall: 88813 | eff(%): 2.941 | loglstar: -inf < -203.408 < inf | logz: -232.149 +/- 0.527 | dlogz: 102.512 > 0.109
iter: 2613 | bound: 30 | nc: 38 | ncall: 88851 | eff(%): 2.941 | loglstar: -inf < -203.160 < inf | logz: -231.986 +/- 0.526 | dlogz: 102.343 > 0.109
iter: 2614 | bound: 30 | nc: 38 | ncall: 88889 | eff(%): 2.941 | loglstar: -inf < -202.771 < inf | logz: -231.799 +/- 0.526 | dlogz: 102.170 > 0.109
iter: 2615 | bound: 30 | nc: 38 | ncall: 88927 | eff(%): 2.941 | loglstar: -inf < -202.626 < inf | logz: -231.601 +/- 0.527 | dlogz: 101.972 > 0.109
iter: 2616 | bound: 30 | nc: 38 | ncall: 88965 | eff(%): 2.940 | loglstar: -inf < -202.535 < inf | logz: -231.420 +/- 0.527 | dlogz: 101.765 > 0.109
iter: 2617 | bound: 30 | nc: 38 | ncall: 89003 | eff(%): 2.940 | loglstar: -inf < -202.039 < inf | logz: -231.215 +/- 0.527 | dlogz: 101.574 > 0.109
iter: 2618 | bound: 30 | nc: 38 | ncall: 89041 | eff(%): 2.940 | loglstar: -inf < -200.609 < inf | logz: -230.752 +/- 0.531 | dlogz: 101.359 > 0.109
iter: 2619 | bound: 30 | nc: 38 | ncall: 89079 | eff(%): 2.940 | loglstar: -inf < -200.496 < inf | logz: -230.265 +/- 0.533 | dlogz: 100.886 > 0.109
iter: 2620 | bound: 30 | nc: 38 | ncall: 89117 | eff(%): 2.940 | loglstar: -inf < -200.446 < inf | logz: -229.918 +/- 0.533 | dlogz: 100.389 > 0.109
iter: 2621 | bound: 30 | nc: 38 | ncall: 89155 | eff(%): 2.940 | loglstar: -inf < -200.261 < inf | logz: -229.635 +/- 0.532 | dlogz: 100.032 > 0.109
iter: 2622 | bound: 30 | nc: 38 | ncall: 89193 | eff(%): 2.940 | loglstar: -inf < -200.182 < inf | logz: -229.390 +/- 0.532 | dlogz: 99.739 > 0.109
iter: 2623 | bound: 30 | nc: 38 | ncall: 89231 | eff(%): 2.940 | loglstar: -inf < -200.149 < inf | logz: -229.185 +/- 0.531 | dlogz: 99.485 > 0.109
iter: 2624 | bound: 30 | nc: 38 | ncall: 89269 | eff(%): 2.939 | loglstar: -inf < -199.773 < inf | logz: -228.979 +/- 0.531 | dlogz: 99.270 > 0.109
iter: 2625 | bound: 30 | nc: 38 | ncall: 89307 | eff(%): 2.939 | loglstar: -inf < -199.702 < inf | logz: -228.775 +/- 0.530 | dlogz: 99.054 > 0.109
iter: 2626 | bound: 30 | nc: 38 | ncall: 89345 | eff(%): 2.939 | loglstar: -inf < -199.504 < inf | logz: -228.584 +/- 0.530 | dlogz: 98.839 > 0.109
iter: 2627 | bound: 30 | nc: 38 | ncall: 89383 | eff(%): 2.939 | loglstar: -inf < -199.471 < inf | logz: -228.408 +/- 0.529 | dlogz: 98.638 > 0.109
iter: 2628 | bound: 30 | nc: 38 | ncall: 89421 | eff(%): 2.939 | loglstar: -inf < -198.680 < inf | logz: -228.177 +/- 0.530 | dlogz: 98.453 > 0.109
iter: 2629 | bound: 30 | nc: 38 | ncall: 89459 | eff(%): 2.939 | loglstar: -inf < -198.104 < inf | logz: -227.847 +/- 0.531 | dlogz: 98.211 > 0.109
iter: 2630 | bound: 30 | nc: 38 | ncall: 89497 | eff(%): 2.939 | loglstar: -inf < -198.039 < inf | logz: -227.534 +/- 0.531 | dlogz: 97.872 > 0.109
iter: 2631 | bound: 30 | nc: 38 | ncall: 89535 | eff(%): 2.939 | loglstar: -inf < -197.621 < inf | logz: -227.236 +/- 0.532 | dlogz: 97.549 > 0.109
iter: 2632 | bound: 30 | nc: 38 | ncall: 89573 | eff(%): 2.938 | loglstar: -inf < -197.228 < inf | logz: -226.913 +/- 0.532 | dlogz: 97.241 > 0.109
iter: 2633 | bound: 30 | nc: 38 | ncall: 89611 | eff(%): 2.938 | loglstar: -inf < -197.134 < inf | logz: -226.619 +/- 0.532 | dlogz: 96.908 > 0.109
iter: 2634 | bound: 30 | nc: 38 | ncall: 89649 | eff(%): 2.938 | loglstar: -inf < -197.083 < inf | logz: -226.379 +/- 0.532 | dlogz: 96.604 > 0.109
iter: 2635 | bound: 30 | nc: 38 | ncall: 89687 | eff(%): 2.938 | loglstar: -inf < -196.960 < inf | logz: -226.171 +/- 0.532 | dlogz: 96.354 > 0.109
iter: 2636 | bound: 30 | nc: 38 | ncall: 89725 | eff(%): 2.938 | loglstar: -inf < -196.911 < inf | logz: -225.987 +/- 0.531 | dlogz: 96.136 > 0.109
iter: 2637 | bound: 30 | nc: 38 | ncall: 89763 | eff(%): 2.938 | loglstar: -inf < -196.752 < inf | logz: -225.817 +/- 0.531 | dlogz: 95.942 > 0.109
iter: 2638 | bound: 30 | nc: 38 | ncall: 89801 | eff(%): 2.938 | loglstar: -inf < -196.443 < inf | logz: -225.637 +/- 0.530 | dlogz: 95.762 > 0.109
iter: 2639 | bound: 30 | nc: 38 | ncall: 89839 | eff(%): 2.937 | loglstar: -inf < -196.430 < inf | logz: -225.464 +/- 0.530 | dlogz: 95.572 > 0.109
iter: 2640 | bound: 30 | nc: 38 | ncall: 89877 | eff(%): 2.937 | loglstar: -inf < -196.079 < inf | logz: -225.288 +/- 0.530 | dlogz: 95.389 > 0.109
iter: 2641 | bound: 30 | nc: 38 | ncall: 89915 | eff(%): 2.937 | loglstar: -inf < -195.757 < inf | logz: -225.087 +/- 0.530 | dlogz: 95.203 > 0.109
iter: 2642 | bound: 30 | nc: 38 | ncall: 89953 | eff(%): 2.937 | loglstar: -inf < -195.757 < inf | logz: -224.897 +/- 0.530 | dlogz: 94.992 > 0.109
iter: 2643 | bound: 30 | nc: 38 | ncall: 89991 | eff(%): 2.937 | loglstar: -inf < -195.338 < inf | logz: -224.702 +/- 0.530 | dlogz: 94.792 > 0.109
iter: 2644 | bound: 30 | nc: 38 | ncall: 90029 | eff(%): 2.937 | loglstar: -inf < -195.111 < inf | logz: -224.488 +/- 0.530 | dlogz: 94.587 > 0.109
iter: 2645 | bound: 30 | nc: 38 | ncall: 90067 | eff(%): 2.937 | loglstar: -inf < -194.985 < inf | logz: -224.283 +/- 0.530 | dlogz: 94.363 > 0.109
iter: 2646 | bound: 30 | nc: 38 | ncall: 90105 | eff(%): 2.937 | loglstar: -inf < -194.907 < inf | logz: -224.099 +/- 0.530 | dlogz: 94.148 > 0.109
iter: 2647 | bound: 30 | nc: 38 | ncall: 90143 | eff(%): 2.936 | loglstar: -inf < -194.679 < inf | logz: -223.920 +/- 0.530 | dlogz: 93.954 > 0.109
iter: 2648 | bound: 30 | nc: 38 | ncall: 90181 | eff(%): 2.936 | loglstar: -inf < -194.478 < inf | logz: -223.738 +/- 0.530 | dlogz: 93.766 > 0.109
iter: 2649 | bound: 30 | nc: 38 | ncall: 90219 | eff(%): 2.936 | loglstar: -inf < -194.358 < inf | logz: -223.561 +/- 0.530 | dlogz: 93.573 > 0.109
iter: 2650 | bound: 30 | nc: 38 | ncall: 90257 | eff(%): 2.936 | loglstar: -inf < -194.042 < inf | logz: -223.377 +/- 0.530 | dlogz: 93.386 > 0.109
iter: 2651 | bound: 30 | nc: 38 | ncall: 90295 | eff(%): 2.936 | loglstar: -inf < -193.491 < inf | logz: -223.144 +/- 0.530 | dlogz: 93.193 > 0.109
iter: 2652 | bound: 30 | nc: 38 | ncall: 90333 | eff(%): 2.936 | loglstar: -inf < -193.244 < inf | logz: -222.883 +/- 0.531 | dlogz: 92.950 > 0.109
iter: 2653 | bound: 30 | nc: 38 | ncall: 90371 | eff(%): 2.936 | loglstar: -inf < -192.852 < inf | logz: -222.608 +/- 0.532 | dlogz: 92.679 > 0.109
iter: 2654 | bound: 30 | nc: 38 | ncall: 90409 | eff(%): 2.936 | loglstar: -inf < -192.545 < inf | logz: -222.319 +/- 0.532 | dlogz: 92.394 > 0.109
iter: 2655 | bound: 30 | nc: 38 | ncall: 90447 | eff(%): 2.935 | loglstar: -inf < -192.476 < inf | logz: -222.059 +/- 0.533 | dlogz: 92.095 > 0.109
iter: 2656 | bound: 30 | nc: 38 | ncall: 90485 | eff(%): 2.935 | loglstar: -inf < -192.469 < inf | logz: -221.848 +/- 0.532 | dlogz: 91.825 > 0.109
iter: 2657 | bound: 31 | nc: 38 | ncall: 90523 | eff(%): 2.935 | loglstar: -inf < -192.461 < inf | logz: -221.674 +/- 0.532 | dlogz: 91.604 > 0.109
iter: 2658 | bound: 31 | nc: 38 | ncall: 90561 | eff(%): 2.935 | loglstar: -inf < -192.442 < inf | logz: -221.526 +/- 0.532 | dlogz: 91.420 > 0.109
iter: 2659 | bound: 31 | nc: 38 | ncall: 90599 | eff(%): 2.935 | loglstar: -inf < -192.432 < inf | logz: -221.396 +/- 0.531 | dlogz: 91.262 > 0.109
iter: 2660 | bound: 31 | nc: 38 | ncall: 90637 | eff(%): 2.935 | loglstar: -inf < -192.263 < inf | logz: -221.271 +/- 0.531 | dlogz: 91.122 > 0.109
iter: 2661 | bound: 31 | nc: 38 | ncall: 90675 | eff(%): 2.935 | loglstar: -inf < -191.931 < inf | logz: -221.131 +/- 0.530 | dlogz: 90.988 > 0.109
iter: 2662 | bound: 31 | nc: 38 | ncall: 90713 | eff(%): 2.935 | loglstar: -inf < -191.120 < inf | logz: -220.913 +/- 0.531 | dlogz: 90.838 > 0.109
iter: 2663 | bound: 31 | nc: 38 | ncall: 90751 | eff(%): 2.934 | loglstar: -inf < -190.870 < inf | logz: -220.644 +/- 0.532 | dlogz: 90.609 > 0.109
iter: 2664 | bound: 31 | nc: 38 | ncall: 90789 | eff(%): 2.934 | loglstar: -inf < -190.693 < inf | logz: -220.392 +/- 0.532 | dlogz: 90.331 > 0.109
iter: 2665 | bound: 31 | nc: 38 | ncall: 90827 | eff(%): 2.934 | loglstar: -inf < -190.379 < inf | logz: -220.141 +/- 0.533 | dlogz: 90.068 > 0.109
iter: 2666 | bound: 31 | nc: 38 | ncall: 90865 | eff(%): 2.934 | loglstar: -inf < -190.170 < inf | logz: -219.892 +/- 0.533 | dlogz: 89.807 > 0.109
iter: 2667 | bound: 31 | nc: 38 | ncall: 90903 | eff(%): 2.934 | loglstar: -inf < -190.162 < inf | logz: -219.675 +/- 0.533 | dlogz: 89.548 > 0.109
iter: 2668 | bound: 31 | nc: 38 | ncall: 90941 | eff(%): 2.934 | loglstar: -inf < -190.029 < inf | logz: -219.486 +/- 0.533 | dlogz: 89.321 > 0.109
iter: 2669 | bound: 31 | nc: 38 | ncall: 90979 | eff(%): 2.934 | loglstar: -inf < -189.730 < inf | logz: -219.293 +/- 0.533 | dlogz: 89.123 > 0.109
iter: 2670 | bound: 31 | nc: 38 | ncall: 91017 | eff(%): 2.934 | loglstar: -inf < -189.671 < inf | logz: -219.106 +/- 0.533 | dlogz: 88.920 > 0.109
iter: 2671 | bound: 31 | nc: 38 | ncall: 91055 | eff(%): 2.933 | loglstar: -inf < -189.670 < inf | logz: -218.945 +/- 0.532 | dlogz: 88.723 > 0.109
iter: 2672 | bound: 31 | nc: 38 | ncall: 91093 | eff(%): 2.933 | loglstar: -inf < -189.294 < inf | logz: -218.779 +/- 0.532 | dlogz: 88.552 > 0.109
iter: 2673 | bound: 31 | nc: 38 | ncall: 91131 | eff(%): 2.933 | loglstar: -inf < -188.906 < inf | logz: -218.579 +/- 0.532 | dlogz: 88.376 > 0.109
iter: 2674 | bound: 31 | nc: 38 | ncall: 91169 | eff(%): 2.933 | loglstar: -inf < -188.320 < inf | logz: -218.317 +/- 0.533 | dlogz: 88.166 > 0.109
iter: 2675 | bound: 31 | nc: 38 | ncall: 91207 | eff(%): 2.933 | loglstar: -inf < -188.238 < inf | logz: -218.050 +/- 0.534 | dlogz: 87.894 > 0.109
iter: 2676 | bound: 31 | nc: 38 | ncall: 91245 | eff(%): 2.933 | loglstar: -inf < -188.006 < inf | logz: -217.809 +/- 0.534 | dlogz: 87.617 > 0.109
iter: 2677 | bound: 31 | nc: 38 | ncall: 91283 | eff(%): 2.933 | loglstar: -inf < -187.508 < inf | logz: -217.536 +/- 0.534 | dlogz: 87.366 > 0.109
iter: 2678 | bound: 31 | nc: 38 | ncall: 91321 | eff(%): 2.933 | loglstar: -inf < -187.023 < inf | logz: -217.210 +/- 0.535 | dlogz: 87.083 > 0.109
iter: 2679 | bound: 31 | nc: 38 | ncall: 91359 | eff(%): 2.932 | loglstar: -inf < -186.824 < inf | logz: -216.889 +/- 0.536 | dlogz: 86.747 > 0.109
iter: 2680 | bound: 31 | nc: 38 | ncall: 91397 | eff(%): 2.932 | loglstar: -inf < -186.462 < inf | logz: -216.579 +/- 0.536 | dlogz: 86.416 > 0.109
iter: 2681 | bound: 31 | nc: 38 | ncall: 91435 | eff(%): 2.932 | loglstar: -inf < -186.247 < inf | logz: -216.279 +/- 0.537 | dlogz: 86.096 > 0.109
iter: 2682 | bound: 31 | nc: 38 | ncall: 91473 | eff(%): 2.932 | loglstar: -inf < -186.113 < inf | logz: -216.014 +/- 0.537 | dlogz: 85.786 > 0.109
iter: 2683 | bound: 31 | nc: 38 | ncall: 91511 | eff(%): 2.932 | loglstar: -inf < -186.083 < inf | logz: -215.791 +/- 0.536 | dlogz: 85.511 > 0.109
iter: 2684 | bound: 31 | nc: 38 | ncall: 91549 | eff(%): 2.932 | loglstar: -inf < -186.015 < inf | logz: -215.602 +/- 0.536 | dlogz: 85.278 > 0.109
iter: 2685 | bound: 31 | nc: 38 | ncall: 91587 | eff(%): 2.932 | loglstar: -inf < -185.758 < inf | logz: -215.418 +/- 0.535 | dlogz: 85.079 > 0.109
iter: 2686 | bound: 31 | nc: 38 | ncall: 91625 | eff(%): 2.932 | loglstar: -inf < -185.656 < inf | logz: -215.238 +/- 0.535 | dlogz: 84.885 > 0.109
iter: 2687 | bound: 31 | nc: 38 | ncall: 91663 | eff(%): 2.931 | loglstar: -inf < -185.292 < inf | logz: -215.047 +/- 0.535 | dlogz: 84.695 > 0.109
iter: 2688 | bound: 31 | nc: 38 | ncall: 91701 | eff(%): 2.931 | loglstar: -inf < -184.715 < inf | logz: -214.799 +/- 0.535 | dlogz: 84.495 > 0.109
iter: 2689 | bound: 31 | nc: 38 | ncall: 91739 | eff(%): 2.931 | loglstar: -inf < -184.649 < inf | logz: -214.546 +/- 0.535 | dlogz: 84.237 > 0.109
iter: 2690 | bound: 31 | nc: 38 | ncall: 91777 | eff(%): 2.931 | loglstar: -inf < -184.592 < inf | logz: -214.335 +/- 0.535 | dlogz: 83.974 > 0.109
iter: 2691 | bound: 31 | nc: 38 | ncall: 91815 | eff(%): 2.931 | loglstar: -inf < -184.518 < inf | logz: -214.151 +/- 0.535 | dlogz: 83.752 > 0.109
iter: 2692 | bound: 31 | nc: 38 | ncall: 91853 | eff(%): 2.931 | loglstar: -inf < -184.469 < inf | logz: -213.989 +/- 0.535 | dlogz: 83.559 > 0.109
iter: 2693 | bound: 31 | nc: 38 | ncall: 91891 | eff(%): 2.931 | loglstar: -inf < -184.113 < inf | logz: -213.819 +/- 0.534 | dlogz: 83.386 > 0.109
iter: 2694 | bound: 31 | nc: 38 | ncall: 91929 | eff(%): 2.931 | loglstar: -inf < -183.662 < inf | logz: -213.609 +/- 0.535 | dlogz: 83.207 > 0.109
iter: 2695 | bound: 31 | nc: 38 | ncall: 91967 | eff(%): 2.930 | loglstar: -inf < -183.651 < inf | logz: -213.402 +/- 0.535 | dlogz: 82.987 > 0.109
iter: 2696 | bound: 31 | nc: 38 | ncall: 92005 | eff(%): 2.930 | loglstar: -inf < -183.634 < inf | logz: -213.230 +/- 0.535 | dlogz: 82.770 > 0.109
iter: 2697 | bound: 31 | nc: 38 | ncall: 92043 | eff(%): 2.930 | loglstar: -inf < -183.456 < inf | logz: -213.070 +/- 0.534 | dlogz: 82.588 > 0.109
iter: 2698 | bound: 31 | nc: 38 | ncall: 92081 | eff(%): 2.930 | loglstar: -inf < -183.386 < inf | logz: -212.918 +/- 0.534 | dlogz: 82.418 > 0.109
iter: 2699 | bound: 31 | nc: 38 | ncall: 92119 | eff(%): 2.930 | loglstar: -inf < -183.328 < inf | logz: -212.779 +/- 0.534 | dlogz: 82.256 > 0.109
iter: 2700 | bound: 31 | nc: 38 | ncall: 92157 | eff(%): 2.930 | loglstar: -inf < -182.954 < inf | logz: -212.628 +/- 0.534 | dlogz: 82.107 > 0.109
iter: 2701 | bound: 31 | nc: 38 | ncall: 92195 | eff(%): 2.930 | loglstar: -inf < -182.664 < inf | logz: -212.453 +/- 0.534 | dlogz: 81.946 > 0.109
iter: 2702 | bound: 31 | nc: 38 | ncall: 92233 | eff(%): 2.930 | loglstar: -inf < -182.161 < inf | logz: -212.236 +/- 0.534 | dlogz: 81.761 > 0.109
iter: 2703 | bound: 31 | nc: 38 | ncall: 92271 | eff(%): 2.929 | loglstar: -inf < -181.871 < inf | logz: -211.989 +/- 0.535 | dlogz: 81.534 > 0.109
iter: 2704 | bound: 31 | nc: 38 | ncall: 92309 | eff(%): 2.929 | loglstar: -inf < -181.732 < inf | logz: -211.753 +/- 0.535 | dlogz: 81.277 > 0.109
iter: 2705 | bound: 31 | nc: 38 | ncall: 92347 | eff(%): 2.929 | loglstar: -inf < -181.693 < inf | logz: -211.548 +/- 0.536 | dlogz: 113.479 > 0.109
iter: 2706 | bound: 31 | nc: 38 | ncall: 92385 | eff(%): 2.929 | loglstar: -inf < -181.429 < inf | logz: -211.353 +/- 0.536 | dlogz: 113.264 > 0.109
iter: 2707 | bound: 31 | nc: 38 | ncall: 92423 | eff(%): 2.929 | loglstar: -inf < -181.400 < inf | logz: -211.169 +/- 0.535 | dlogz: 113.059 > 0.109
iter: 2708 | bound: 31 | nc: 38 | ncall: 92461 | eff(%): 2.929 | loglstar: -inf < -181.282 < inf | logz: -211.005 +/- 0.535 | dlogz: 112.866 > 0.109
iter: 2709 | bound: 31 | nc: 38 | ncall: 92499 | eff(%): 2.929 | loglstar: -inf < -181.038 < inf | logz: -210.839 +/- 0.535 | dlogz: 112.692 > 0.109
iter: 2710 | bound: 31 | nc: 38 | ncall: 92537 | eff(%): 2.929 | loglstar: -inf < -180.547 < inf | logz: -210.636 +/- 0.535 | dlogz: 112.515 > 0.109
iter: 2711 | bound: 31 | nc: 38 | ncall: 92575 | eff(%): 2.928 | loglstar: -inf < -180.444 < inf | logz: -210.424 +/- 0.536 | dlogz: 112.303 > 0.109
iter: 2712 | bound: 31 | nc: 38 | ncall: 92613 | eff(%): 2.928 | loglstar: -inf < -180.106 < inf | logz: -210.209 +/- 0.536 | dlogz: 112.080 > 0.109
iter: 2713 | bound: 31 | nc: 38 | ncall: 92651 | eff(%): 2.928 | loglstar: -inf < -180.063 < inf | logz: -210.003 +/- 0.536 | dlogz: 111.856 > 0.109
iter: 2714 | bound: 31 | nc: 38 | ncall: 92689 | eff(%): 2.928 | loglstar: -inf < -179.808 < inf | logz: -209.808 +/- 0.536 | dlogz: 111.640 > 0.109
iter: 2715 | bound: 31 | nc: 38 | ncall: 92727 | eff(%): 2.928 | loglstar: -inf < -179.570 < inf | logz: -209.606 +/- 0.536 | dlogz: 111.435 > 0.109
iter: 2716 | bound: 31 | nc: 38 | ncall: 92765 | eff(%): 2.928 | loglstar: -inf < -179.483 < inf | logz: -209.413 +/- 0.536 | dlogz: 111.223 > 0.109
iter: 2717 | bound: 31 | nc: 38 | ncall: 92803 | eff(%): 2.928 | loglstar: -inf < -179.310 < inf | logz: -209.233 +/- 0.536 | dlogz: 111.020 > 0.109
iter: 2718 | bound: 31 | nc: 38 | ncall: 92841 | eff(%): 2.928 | loglstar: -inf < -178.902 < inf | logz: -209.032 +/- 0.536 | dlogz: 110.830 > 0.109
iter: 2719 | bound: 31 | nc: 38 | ncall: 92879 | eff(%): 2.927 | loglstar: -inf < -178.675 < inf | logz: -208.814 +/- 0.537 | dlogz: 110.619 > 0.109
iter: 2720 | bound: 31 | nc: 38 | ncall: 92917 | eff(%): 2.927 | loglstar: -inf < -178.516 < inf | logz: -208.603 +/- 0.537 | dlogz: 110.391 > 0.109
iter: 2721 | bound: 31 | nc: 38 | ncall: 92955 | eff(%): 2.927 | loglstar: -inf < -178.395 < inf | logz: -208.407 +/- 0.537 | dlogz: 110.170 > 0.109
iter: 2722 | bound: 31 | nc: 38 | ncall: 92993 | eff(%): 2.927 | loglstar: -inf < -178.290 < inf | logz: -208.228 +/- 0.537 | dlogz: 109.965 > 0.109
iter: 2723 | bound: 31 | nc: 38 | ncall: 93031 | eff(%): 2.927 | loglstar: -inf < -177.963 < inf | logz: -208.041 +/- 0.537 | dlogz: 109.775 > 0.109
iter: 2724 | bound: 31 | nc: 38 | ncall: 93069 | eff(%): 2.927 | loglstar: -inf < -177.210 < inf | logz: -207.775 +/- 0.538 | dlogz: 109.579 > 0.109
iter: 2725 | bound: 31 | nc: 38 | ncall: 93107 | eff(%): 2.927 | loglstar: -inf < -177.035 < inf | logz: -207.479 +/- 0.539 | dlogz: 109.303 > 0.109
iter: 2726 | bound: 31 | nc: 38 | ncall: 93145 | eff(%): 2.927 | loglstar: -inf < -177.012 < inf | logz: -207.232 +/- 0.539 | dlogz: 108.996 > 0.109
iter: 2727 | bound: 31 | nc: 38 | ncall: 93183 | eff(%): 2.926 | loglstar: -inf < -176.613 < inf | logz: -206.992 +/- 0.539 | dlogz: 108.740 > 0.109
iter: 2728 | bound: 31 | nc: 38 | ncall: 93221 | eff(%): 2.926 | loglstar: -inf < -176.567 < inf | logz: -206.761 +/- 0.539 | dlogz: 108.489 > 0.109
iter: 2729 | bound: 31 | nc: 38 | ncall: 93259 | eff(%): 2.926 | loglstar: -inf < -175.809 < inf | logz: -206.478 +/- 0.540 | dlogz: 108.249 > 0.109
iter: 2730 | bound: 31 | nc: 38 | ncall: 93297 | eff(%): 2.926 | loglstar: -inf < -175.755 < inf | logz: -206.184 +/- 0.540 | dlogz: 107.956 > 0.109
iter: 2731 | bound: 31 | nc: 38 | ncall: 93335 | eff(%): 2.926 | loglstar: -inf < -175.678 < inf | logz: -205.946 +/- 0.540 | dlogz: 107.652 > 0.109
iter: 2732 | bound: 31 | nc: 38 | ncall: 93373 | eff(%): 2.926 | loglstar: -inf < -175.557 < inf | logz: -205.737 +/- 0.540 | dlogz: 107.404 > 0.109
iter: 2733 | bound: 31 | nc: 38 | ncall: 93411 | eff(%): 2.926 | loglstar: -inf < -175.421 < inf | logz: -205.545 +/- 0.539 | dlogz: 107.185 > 0.109
iter: 2734 | bound: 31 | nc: 38 | ncall: 93449 | eff(%): 2.926 | loglstar: -inf < -175.228 < inf | logz: -205.358 +/- 0.539 | dlogz: 106.982 > 0.109
iter: 2735 | bound: 31 | nc: 38 | ncall: 93487 | eff(%): 2.926 | loglstar: -inf < -175.020 < inf | logz: -205.171 +/- 0.539 | dlogz: 106.786 > 0.109
iter: 2736 | bound: 31 | nc: 38 | ncall: 93525 | eff(%): 2.925 | loglstar: -inf < -175.001 < inf | logz: -204.999 +/- 0.539 | dlogz: 106.589 > 0.109
iter: 2737 | bound: 31 | nc: 38 | ncall: 93563 | eff(%): 2.925 | loglstar: -inf < -174.933 < inf | logz: -204.847 +/- 0.538 | dlogz: 106.407 > 0.109
iter: 2738 | bound: 31 | nc: 38 | ncall: 93601 | eff(%): 2.925 | loglstar: -inf < -174.634 < inf | logz: -204.690 +/- 0.538 | dlogz: 106.245 > 0.109
iter: 2739 | bound: 31 | nc: 38 | ncall: 93639 | eff(%): 2.925 | loglstar: -inf < -174.597 < inf | logz: -204.535 +/- 0.538 | dlogz: 106.078 > 0.109
iter: 2740 | bound: 31 | nc: 38 | ncall: 93677 | eff(%): 2.925 | loglstar: -inf < -174.365 < inf | logz: -204.383 +/- 0.538 | dlogz: 105.913 > 0.109
iter: 2741 | bound: 31 | nc: 38 | ncall: 93715 | eff(%): 2.925 | loglstar: -inf < -174.326 < inf | logz: -204.236 +/- 0.537 | dlogz: 105.752 > 0.109
iter: 2742 | bound: 31 | nc: 38 | ncall: 93753 | eff(%): 2.925 | loglstar: -inf < -173.875 < inf | logz: -204.073 +/- 0.537 | dlogz: 105.595 > 0.109
iter: 2743 | bound: 31 | nc: 38 | ncall: 93791 | eff(%): 2.925 | loglstar: -inf < -173.766 < inf | logz: -203.897 +/- 0.538 | dlogz: 105.421 > 0.109
iter: 2744 | bound: 31 | nc: 38 | ncall: 93829 | eff(%): 2.924 | loglstar: -inf < -172.911 < inf | logz: -203.648 +/- 0.539 | dlogz: 105.235 > 0.109
iter: 2745 | bound: 31 | nc: 38 | ncall: 93867 | eff(%): 2.924 | loglstar: -inf < -172.713 < inf | logz: -203.355 +/- 0.540 | dlogz: 104.976 > 0.109
iter: 2746 | bound: 31 | nc: 38 | ncall: 93905 | eff(%): 2.924 | loglstar: -inf < -172.594 < inf | logz: -203.098 +/- 0.540 | dlogz: 104.674 > 0.109
iter: 2747 | bound: 31 | nc: 38 | ncall: 93943 | eff(%): 2.924 | loglstar: -inf < -172.548 < inf | logz: -202.880 +/- 0.540 | dlogz: 104.406 > 0.109
iter: 2748 | bound: 31 | nc: 38 | ncall: 93981 | eff(%): 2.924 | loglstar: -inf < -172.365 < inf | logz: -202.683 +/- 0.540 | dlogz: 104.179 > 0.109
iter: 2749 | bound: 31 | nc: 38 | ncall: 94019 | eff(%): 2.924 | loglstar: -inf < -172.316 < inf | logz: -202.502 +/- 0.540 | dlogz: 103.971 > 0.109
iter: 2750 | bound: 31 | nc: 38 | ncall: 94057 | eff(%): 2.924 | loglstar: -inf < -171.809 < inf | logz: -202.300 +/- 0.540 | dlogz: 103.780 > 0.109
iter: 2751 | bound: 31 | nc: 38 | ncall: 94095 | eff(%): 2.924 | loglstar: -inf < -171.733 < inf | logz: -202.089 +/- 0.540 | dlogz: 103.569 > 0.109
iter: 2752 | bound: 31 | nc: 38 | ncall: 94133 | eff(%): 2.924 | loglstar: -inf < -171.702 < inf | logz: -201.908 +/- 0.540 | dlogz: 103.348 > 0.109
iter: 2753 | bound: 31 | nc: 38 | ncall: 94171 | eff(%): 2.923 | loglstar: -inf < -171.355 < inf | logz: -201.725 +/- 0.540 | dlogz: 103.157 > 0.109
iter: 2754 | bound: 31 | nc: 38 | ncall: 94209 | eff(%): 2.923 | loglstar: -inf < -171.298 < inf | logz: -201.543 +/- 0.540 | dlogz: 102.964 > 0.109
iter: 2755 | bound: 31 | nc: 38 | ncall: 94247 | eff(%): 2.923 | loglstar: -inf < -171.250 < inf | logz: -201.383 +/- 0.540 | dlogz: 102.772 > 0.109
iter: 2756 | bound: 32 | nc: 38 | ncall: 94285 | eff(%): 2.923 | loglstar: -inf < -170.819 < inf | logz: -201.208 +/- 0.540 | dlogz: 102.602 > 0.109
iter: 2757 | bound: 32 | nc: 38 | ncall: 94323 | eff(%): 2.923 | loglstar: -inf < -170.734 < inf | logz: -201.025 +/- 0.540 | dlogz: 102.417 > 0.109
iter: 2758 | bound: 32 | nc: 38 | ncall: 94361 | eff(%): 2.923 | loglstar: -inf < -170.696 < inf | logz: -200.863 +/- 0.539 | dlogz: 102.224 > 0.109
iter: 2759 | bound: 32 | nc: 38 | ncall: 94399 | eff(%): 2.923 | loglstar: -inf < -170.215 < inf | logz: -200.683 +/- 0.540 | dlogz: 102.053 > 0.109
iter: 2760 | bound: 32 | nc: 38 | ncall: 94437 | eff(%): 2.923 | loglstar: -inf < -170.169 < inf | logz: -200.496 +/- 0.540 | dlogz: 101.862 > 0.109
iter: 2761 | bound: 32 | nc: 38 | ncall: 94475 | eff(%): 2.922 | loglstar: -inf < -170.006 < inf | logz: -200.323 +/- 0.540 | dlogz: 101.665 > 0.109
iter: 2762 | bound: 32 | nc: 38 | ncall: 94513 | eff(%): 2.922 | loglstar: -inf < -169.938 < inf | logz: -200.161 +/- 0.540 | dlogz: 101.482 > 0.109
iter: 2763 | bound: 32 | nc: 38 | ncall: 94551 | eff(%): 2.922 | loglstar: -inf < -169.616 < inf | logz: -199.993 +/- 0.540 | dlogz: 101.310 > 0.109
iter: 2764 | bound: 32 | nc: 38 | ncall: 94589 | eff(%): 2.922 | loglstar: -inf < -169.259 < inf | logz: -199.799 +/- 0.540 | dlogz: 101.133 > 0.109
iter: 2765 | bound: 32 | nc: 38 | ncall: 94627 | eff(%): 2.922 | loglstar: -inf < -169.123 < inf | logz: -199.599 +/- 0.540 | dlogz: 100.928 > 0.109
iter: 2766 | bound: 32 | nc: 38 | ncall: 94665 | eff(%): 2.922 | loglstar: -inf < -169.008 < inf | logz: -199.414 +/- 0.540 | dlogz: 100.718 > 0.109
iter: 2767 | bound: 32 | nc: 38 | ncall: 94703 | eff(%): 2.922 | loglstar: -inf < -168.999 < inf | logz: -199.250 +/- 0.540 | dlogz: 100.523 > 0.109
iter: 2768 | bound: 32 | nc: 38 | ncall: 94741 | eff(%): 2.922 | loglstar: -inf < -168.991 < inf | logz: -199.110 +/- 0.540 | dlogz: 100.350 > 0.109
iter: 2769 | bound: 32 | nc: 38 | ncall: 94779 | eff(%): 2.922 | loglstar: -inf < -168.694 < inf | logz: -198.968 +/- 0.540 | dlogz: 100.200 > 0.109
iter: 2770 | bound: 32 | nc: 38 | ncall: 94817 | eff(%): 2.921 | loglstar: -inf < -168.325 < inf | logz: -198.799 +/- 0.540 | dlogz: 100.048 > 0.109
iter: 2771 | bound: 32 | nc: 38 | ncall: 94855 | eff(%): 2.921 | loglstar: -inf < -168.209 < inf | logz: -198.623 +/- 0.540 | dlogz: 99.869 > 0.109
iter: 2772 | bound: 32 | nc: 38 | ncall: 94893 | eff(%): 2.921 | loglstar: -inf < -167.933 < inf | logz: -198.443 +/- 0.540 | dlogz: 99.682 > 0.109
iter: 2773 | bound: 32 | nc: 38 | ncall: 94931 | eff(%): 2.921 | loglstar: -inf < -167.312 < inf | logz: -198.209 +/- 0.541 | dlogz: 99.493 > 0.109
iter: 2774 | bound: 32 | nc: 38 | ncall: 94969 | eff(%): 2.921 | loglstar: -inf < -167.196 < inf | logz: -197.957 +/- 0.542 | dlogz: 99.249 > 0.109
iter: 2775 | bound: 32 | nc: 38 | ncall: 95007 | eff(%): 2.921 | loglstar: -inf < -166.467 < inf | logz: -197.651 +/- 0.543 | dlogz: 98.987 > 0.109
iter: 2776 | bound: 32 | nc: 38 | ncall: 95045 | eff(%): 2.921 | loglstar: -inf < -166.455 < inf | logz: -197.348 +/- 0.544 | dlogz: 98.671 > 0.109
iter: 2777 | bound: 32 | nc: 38 | ncall: 95083 | eff(%): 2.921 | loglstar: -inf < -166.081 < inf | logz: -197.071 +/- 0.544 | dlogz: 98.358 > 0.109
iter: 2778 | bound: 32 | nc: 38 | ncall: 95121 | eff(%): 2.920 | loglstar: -inf < -166.049 < inf | logz: -196.817 +/- 0.544 | dlogz: 98.071 > 0.109
iter: 2779 | bound: 32 | nc: 38 | ncall: 95159 | eff(%): 2.920 | loglstar: -inf < -165.776 < inf | logz: -196.586 +/- 0.544 | dlogz: 97.807 > 0.109
iter: 2780 | bound: 32 | nc: 38 | ncall: 95197 | eff(%): 2.920 | loglstar: -inf < -165.698 < inf | logz: -196.369 +/- 0.544 | dlogz: 97.566 > 0.109
iter: 2781 | bound: 32 | nc: 38 | ncall: 95235 | eff(%): 2.920 | loglstar: -inf < -165.387 < inf | logz: -196.156 +/- 0.544 | dlogz: 97.339 > 0.109
iter: 2782 | bound: 32 | nc: 38 | ncall: 95273 | eff(%): 2.920 | loglstar: -inf < -165.198 < inf | logz: -195.940 +/- 0.544 | dlogz: 97.116 > 0.109
iter: 2783 | bound: 32 | nc: 38 | ncall: 95311 | eff(%): 2.920 | loglstar: -inf < -164.228 < inf | logz: -195.615 +/- 0.545 | dlogz: 96.890 > 0.109
iter: 2784 | bound: 32 | nc: 38 | ncall: 95349 | eff(%): 2.920 | loglstar: -inf < -164.065 < inf | logz: -195.255 +/- 0.546 | dlogz: 96.555 > 0.109
iter: 2785 | bound: 32 | nc: 38 | ncall: 95387 | eff(%): 2.920 | loglstar: -inf < -163.852 < inf | logz: -194.946 +/- 0.546 | dlogz: 96.185 > 0.109
iter: 2786 | bound: 32 | nc: 38 | ncall: 95425 | eff(%): 2.920 | loglstar: -inf < -163.505 < inf | logz: -194.645 +/- 0.546 | dlogz: 95.866 > 0.109
iter: 2787 | bound: 32 | nc: 38 | ncall: 95463 | eff(%): 2.919 | loglstar: -inf < -163.488 < inf | logz: -194.379 +/- 0.546 | dlogz: 95.555 > 0.109
iter: 2788 | bound: 32 | nc: 38 | ncall: 95501 | eff(%): 2.919 | loglstar: -inf < -163.285 < inf | logz: -194.148 +/- 0.546 | dlogz: 95.280 > 0.109
iter: 2789 | bound: 32 | nc: 38 | ncall: 95539 | eff(%): 2.919 | loglstar: -inf < -162.340 < inf | logz: -193.811 +/- 0.547 | dlogz: 95.039 > 0.109
iter: 2790 | bound: 32 | nc: 38 | ncall: 95577 | eff(%): 2.919 | loglstar: -inf < -161.940 < inf | logz: -193.400 +/- 0.548 | dlogz: 94.692 > 0.109
iter: 2791 | bound: 32 | nc: 38 | ncall: 95615 | eff(%): 2.919 | loglstar: -inf < -161.928 < inf | logz: -193.062 +/- 0.548 | dlogz: 94.271 > 0.109
iter: 2792 | bound: 32 | nc: 38 | ncall: 95653 | eff(%): 2.919 | loglstar: -inf < -161.750 < inf | logz: -192.789 +/- 0.548 | dlogz: 93.923 > 0.109
iter: 2793 | bound: 32 | nc: 38 | ncall: 95691 | eff(%): 2.919 | loglstar: -inf < -161.116 < inf | logz: -192.474 +/- 0.548 | dlogz: 93.640 > 0.109
iter: 2794 | bound: 32 | nc: 38 | ncall: 95729 | eff(%): 2.919 | loglstar: -inf < -161.083 < inf | logz: -192.169 +/- 0.548 | dlogz: 93.315 > 0.109
iter: 2795 | bound: 32 | nc: 38 | ncall: 95767 | eff(%): 2.919 | loglstar: -inf < -160.810 < inf | logz: -191.903 +/- 0.548 | dlogz: 93.000 > 0.109
iter: 2796 | bound: 32 | nc: 38 | ncall: 95805 | eff(%): 2.918 | loglstar: -inf < -160.595 < inf | logz: -191.644 +/- 0.547 | dlogz: 92.724 > 0.109
iter: 2797 | bound: 32 | nc: 38 | ncall: 95843 | eff(%): 2.918 | loglstar: -inf < -160.446 < inf | logz: -191.406 +/- 0.547 | dlogz: 92.455 > 0.109
iter: 2798 | bound: 32 | nc: 38 | ncall: 95881 | eff(%): 2.918 | loglstar: -inf < -160.352 < inf | logz: -191.193 +/- 0.547 | dlogz: 92.207 > 0.109
iter: 2799 | bound: 32 | nc: 38 | ncall: 95919 | eff(%): 2.918 | loglstar: -inf < -160.332 < inf | logz: -191.010 +/- 0.546 | dlogz: 91.984 > 0.109
iter: 2800 | bound: 32 | nc: 38 | ncall: 95957 | eff(%): 2.918 | loglstar: -inf < -159.819 < inf | logz: -190.809 +/- 0.546 | dlogz: 91.791 > 0.109
iter: 2801 | bound: 32 | nc: 38 | ncall: 95995 | eff(%): 2.918 | loglstar: -inf < -159.631 < inf | logz: -190.586 +/- 0.546 | dlogz: 91.580 > 0.109
iter: 2802 | bound: 32 | nc: 38 | ncall: 96033 | eff(%): 2.918 | loglstar: -inf < -159.311 < inf | logz: -190.357 +/- 0.546 | dlogz: 91.347 > 0.109
iter: 2803 | bound: 32 | nc: 38 | ncall: 96071 | eff(%): 2.918 | loglstar: -inf < -159.185 < inf | logz: -190.134 +/- 0.546 | dlogz: 91.109 > 0.109
iter: 2804 | bound: 32 | nc: 38 | ncall: 96109 | eff(%): 2.918 | loglstar: -inf < -159.110 < inf | logz: -189.936 +/- 0.546 | dlogz: 90.875 > 0.109
iter: 2805 | bound: 32 | nc: 38 | ncall: 96147 | eff(%): 2.917 | loglstar: -inf < -158.550 < inf | logz: -189.710 +/- 0.546 | dlogz: 90.668 > 0.109
iter: 2806 | bound: 32 | nc: 38 | ncall: 96185 | eff(%): 2.917 | loglstar: -inf < -158.350 < inf | logz: -189.461 +/- 0.546 | dlogz: 90.432 > 0.109
iter: 2807 | bound: 32 | nc: 38 | ncall: 96223 | eff(%): 2.917 | loglstar: -inf < -158.271 < inf | logz: -189.238 +/- 0.546 | dlogz: 90.172 > 0.109
iter: 2808 | bound: 32 | nc: 38 | ncall: 96261 | eff(%): 2.917 | loglstar: -inf < -158.132 < inf | logz: -189.038 +/- 0.546 | dlogz: 89.939 > 0.109
iter: 2809 | bound: 32 | nc: 38 | ncall: 96299 | eff(%): 2.917 | loglstar: -inf < -157.763 < inf | logz: -188.827 +/- 0.546 | dlogz: 89.729 > 0.109
iter: 2810 | bound: 32 | nc: 38 | ncall: 96337 | eff(%): 2.917 | loglstar: -inf < -157.437 < inf | logz: -188.591 +/- 0.546 | dlogz: 89.509 > 0.109
iter: 2811 | bound: 32 | nc: 38 | ncall: 96375 | eff(%): 2.917 | loglstar: -inf < -157.311 < inf | logz: -188.362 +/- 0.546 | dlogz: 89.263 > 0.109
iter: 2812 | bound: 32 | nc: 38 | ncall: 96413 | eff(%): 2.917 | loglstar: -inf < -157.043 < inf | logz: -188.141 +/- 0.546 | dlogz: 89.024 > 0.109
iter: 2813 | bound: 32 | nc: 38 | ncall: 96451 | eff(%): 2.917 | loglstar: -inf < -156.802 < inf | logz: -187.914 +/- 0.546 | dlogz: 88.792 > 0.109
iter: 2814 | bound: 32 | nc: 38 | ncall: 96489 | eff(%): 2.916 | loglstar: -inf < -156.738 < inf | logz: -187.706 +/- 0.546 | dlogz: 88.556 > 0.109
iter: 2815 | bound: 32 | nc: 38 | ncall: 96527 | eff(%): 2.916 | loglstar: -inf < -156.546 < inf | logz: -187.513 +/- 0.546 | dlogz: 88.338 > 0.109
iter: 2816 | bound: 32 | nc: 38 | ncall: 96565 | eff(%): 2.916 | loglstar: -inf < -156.471 < inf | logz: -187.332 +/- 0.546 | dlogz: 88.135 > 0.109
iter: 2817 | bound: 32 | nc: 38 | ncall: 96603 | eff(%): 2.916 | loglstar: -inf < -156.439 < inf | logz: -187.174 +/- 0.546 | dlogz: 87.945 > 0.109
iter: 2818 | bound: 32 | nc: 38 | ncall: 96641 | eff(%): 2.916 | loglstar: -inf < -156.220 < inf | logz: -187.020 +/- 0.545 | dlogz: 87.776 > 0.109
iter: 2819 | bound: 32 | nc: 38 | ncall: 96679 | eff(%): 2.916 | loglstar: -inf < -156.188 < inf | logz: -186.873 +/- 0.545 | dlogz: 87.612 > 0.109
iter: 2820 | bound: 32 | nc: 38 | ncall: 96717 | eff(%): 2.916 | loglstar: -inf < -156.119 < inf | logz: -186.739 +/- 0.545 | dlogz: 87.455 > 0.109
iter: 2821 | bound: 32 | nc: 38 | ncall: 96755 | eff(%): 2.916 | loglstar: -inf < -156.064 < inf | logz: -186.616 +/- 0.544 | dlogz: 87.311 > 0.109
iter: 2822 | bound: 32 | nc: 38 | ncall: 96793 | eff(%): 2.916 | loglstar: -inf < -155.384 < inf | logz: -186.453 +/- 0.545 | dlogz: 87.178 > 0.109
iter: 2823 | bound: 32 | nc: 38 | ncall: 96831 | eff(%): 2.915 | loglstar: -inf < -155.312 < inf | logz: -186.268 +/- 0.545 | dlogz: 87.006 > 0.109
iter: 2824 | bound: 32 | nc: 38 | ncall: 96869 | eff(%): 2.915 | loglstar: -inf < -155.047 < inf | logz: -186.085 +/- 0.545 | dlogz: 86.810 > 0.109
iter: 2825 | bound: 32 | nc: 38 | ncall: 96907 | eff(%): 2.915 | loglstar: -inf < -154.963 < inf | logz: -185.907 +/- 0.545 | dlogz: 86.618 > 0.109
iter: 2826 | bound: 32 | nc: 38 | ncall: 96945 | eff(%): 2.915 | loglstar: -inf < -154.879 < inf | logz: -185.745 +/- 0.545 | dlogz: 86.430 > 0.109
iter: 2827 | bound: 32 | nc: 38 | ncall: 96983 | eff(%): 2.915 | loglstar: -inf < -154.758 < inf | logz: -185.593 +/- 0.545 | dlogz: 86.258 > 0.109
iter: 2828 | bound: 32 | nc: 38 | ncall: 97021 | eff(%): 2.915 | loglstar: -inf < -154.666 < inf | logz: -185.449 +/- 0.545 | dlogz: 86.096 > 0.109
iter: 2829 | bound: 32 | nc: 38 | ncall: 97059 | eff(%): 2.915 | loglstar: -inf < -154.657 < inf | logz: -185.318 +/- 0.545 | dlogz: 85.942 > 0.109
iter: 2830 | bound: 32 | nc: 38 | ncall: 97097 | eff(%): 2.915 | loglstar: -inf < -154.322 < inf | logz: -185.182 +/- 0.545 | dlogz: 85.801 > 0.109
iter: 2831 | bound: 32 | nc: 38 | ncall: 97135 | eff(%): 2.915 | loglstar: -inf < -154.234 < inf | logz: -185.039 +/- 0.544 | dlogz: 85.655 > 0.109
iter: 2832 | bound: 32 | nc: 38 | ncall: 97173 | eff(%): 2.914 | loglstar: -inf < -154.143 < inf | logz: -184.904 +/- 0.544 | dlogz: 85.501 > 0.109
iter: 2833 | bound: 32 | nc: 38 | ncall: 97211 | eff(%): 2.914 | loglstar: -inf < -153.709 < inf | logz: -184.750 +/- 0.545 | dlogz: 85.357 > 0.109
iter: 2834 | bound: 32 | nc: 38 | ncall: 97249 | eff(%): 2.914 | loglstar: -inf < -153.707 < inf | logz: -184.592 +/- 0.545 | dlogz: 85.193 > 0.109
iter: 2835 | bound: 32 | nc: 38 | ncall: 97287 | eff(%): 2.914 | loglstar: -inf < -153.499 < inf | logz: -184.442 +/- 0.545 | dlogz: 85.025 > 0.109
iter: 2836 | bound: 32 | nc: 38 | ncall: 97325 | eff(%): 2.914 | loglstar: -inf < -153.378 < inf | logz: -184.292 +/- 0.545 | dlogz: 84.865 > 0.109
iter: 2837 | bound: 32 | nc: 38 | ncall: 97363 | eff(%): 2.914 | loglstar: -inf < -153.370 < inf | logz: -184.154 +/- 0.545 | dlogz: 84.705 > 0.109
iter: 2838 | bound: 32 | nc: 38 | ncall: 97401 | eff(%): 2.914 | loglstar: -inf < -153.264 < inf | logz: -184.028 +/- 0.545 | dlogz: 84.558 > 0.109
iter: 2839 | bound: 32 | nc: 38 | ncall: 97439 | eff(%): 2.914 | loglstar: -inf < -153.192 < inf | logz: -183.908 +/- 0.544 | dlogz: 84.421 > 0.109
iter: 2840 | bound: 32 | nc: 38 | ncall: 97477 | eff(%): 2.914 | loglstar: -inf < -152.947 < inf | logz: -183.783 +/- 0.544 | dlogz: 84.291 > 0.109
iter: 2841 | bound: 32 | nc: 38 | ncall: 97515 | eff(%): 2.913 | loglstar: -inf < -152.893 < inf | logz: -183.658 +/- 0.544 | dlogz: 84.156 > 0.109
iter: 2842 | bound: 32 | nc: 38 | ncall: 97553 | eff(%): 2.913 | loglstar: -inf < -152.820 < inf | logz: -183.540 +/- 0.544 | dlogz: 84.021 > 0.109
iter: 2843 | bound: 32 | nc: 38 | ncall: 97591 | eff(%): 2.913 | loglstar: -inf < -152.634 < inf | logz: -183.422 +/- 0.544 | dlogz: 83.894 > 0.109
iter: 2844 | bound: 32 | nc: 38 | ncall: 97629 | eff(%): 2.913 | loglstar: -inf < -152.486 < inf | logz: -183.300 +/- 0.544 | dlogz: 83.766 > 0.109
iter: 2845 | bound: 32 | nc: 38 | ncall: 97667 | eff(%): 2.913 | loglstar: -inf < -152.382 < inf | logz: -183.179 +/- 0.544 | dlogz: 83.633 > 0.109
iter: 2846 | bound: 32 | nc: 38 | ncall: 97705 | eff(%): 2.913 | loglstar: -inf < -152.173 < inf | logz: -183.054 +/- 0.544 | dlogz: 83.502 > 0.109
iter: 2847 | bound: 32 | nc: 38 | ncall: 97743 | eff(%): 2.913 | loglstar: -inf < -152.095 < inf | logz: -182.929 +/- 0.544 | dlogz: 83.367 > 0.109
iter: 2848 | bound: 32 | nc: 38 | ncall: 97781 | eff(%): 2.913 | loglstar: -inf < -151.967 < inf | logz: -182.807 +/- 0.544 | dlogz: 83.232 > 0.109
iter: 2849 | bound: 32 | nc: 38 | ncall: 97819 | eff(%): 2.913 | loglstar: -inf < -151.955 < inf | logz: -182.692 +/- 0.544 | dlogz: 83.100 > 0.109
iter: 2850 | bound: 32 | nc: 38 | ncall: 97857 | eff(%): 2.912 | loglstar: -inf < -151.765 < inf | logz: -182.580 +/- 0.544 | dlogz: 82.976 > 0.109
iter: 2851 | bound: 32 | nc: 38 | ncall: 97895 | eff(%): 2.912 | loglstar: -inf < -151.602 < inf | logz: -182.462 +/- 0.544 | dlogz: 82.854 > 0.109
iter: 2852 | bound: 32 | nc: 38 | ncall: 97933 | eff(%): 2.912 | loglstar: -inf < -151.381 < inf | logz: -182.336 +/- 0.544 | dlogz: 82.725 > 0.109
iter: 2853 | bound: 32 | nc: 38 | ncall: 97971 | eff(%): 2.912 | loglstar: -inf < -151.058 < inf | logz: -182.192 +/- 0.545 | dlogz: 82.590 > 0.109
iter: 2854 | bound: 32 | nc: 38 | ncall: 98009 | eff(%): 2.912 | loglstar: -inf < -150.913 < inf | logz: -182.038 +/- 0.545 | dlogz: 82.436 > 0.109
iter: 2855 | bound: 32 | nc: 38 | ncall: 98047 | eff(%): 2.912 | loglstar: -inf < -150.732 < inf | logz: -181.884 +/- 0.545 | dlogz: 82.272 > 0.109
iter: 2856 | bound: 33 | nc: 38 | ncall: 98085 | eff(%): 2.912 | loglstar: -inf < -150.644 < inf | logz: -181.735 +/- 0.545 | dlogz: 82.108 > 0.109
iter: 2857 | bound: 33 | nc: 38 | ncall: 98123 | eff(%): 2.912 | loglstar: -inf < -150.393 < inf | logz: -181.583 +/- 0.546 | dlogz: 81.949 > 0.109
iter: 2858 | bound: 33 | nc: 38 | ncall: 98161 | eff(%): 2.912 | loglstar: -inf < -150.202 < inf | logz: -181.424 +/- 0.546 | dlogz: 81.788 > 0.109
iter: 2859 | bound: 33 | nc: 38 | ncall: 98199 | eff(%): 2.911 | loglstar: -inf < -150.178 < inf | logz: -181.274 +/- 0.546 | dlogz: 81.618 > 0.109
iter: 2860 | bound: 33 | nc: 38 | ncall: 98237 | eff(%): 2.911 | loglstar: -inf < -150.153 < inf | logz: -181.141 +/- 0.546 | dlogz: 81.458 > 0.109
iter: 2861 | bound: 33 | nc: 38 | ncall: 98275 | eff(%): 2.911 | loglstar: -inf < -150.128 < inf | logz: -181.023 +/- 0.546 | dlogz: 81.316 > 0.109
iter: 2862 | bound: 33 | nc: 38 | ncall: 98313 | eff(%): 2.911 | loglstar: -inf < -149.874 < inf | logz: -180.902 +/- 0.546 | dlogz: 81.187 > 0.109
iter: 2863 | bound: 33 | nc: 38 | ncall: 98351 | eff(%): 2.911 | loglstar: -inf < -149.806 < inf | logz: -180.779 +/- 0.546 | dlogz: 81.057 > 0.109
iter: 2864 | bound: 33 | nc: 38 | ncall: 98389 | eff(%): 2.911 | loglstar: -inf < -149.437 < inf | logz: -180.643 +/- 0.546 | dlogz: 80.923 > 0.109
iter: 2865 | bound: 33 | nc: 38 | ncall: 98427 | eff(%): 2.911 | loglstar: -inf < -149.119 < inf | logz: -180.481 +/- 0.546 | dlogz: 80.778 > 0.109
iter: 2866 | bound: 33 | nc: 38 | ncall: 98465 | eff(%): 2.911 | loglstar: -inf < -148.905 < inf | logz: -180.305 +/- 0.547 | dlogz: 80.605 > 0.109
iter: 2867 | bound: 33 | nc: 38 | ncall: 98503 | eff(%): 2.911 | loglstar: -inf < -148.876 < inf | logz: -180.140 +/- 0.547 | dlogz: 80.420 > 0.109
iter: 2868 | bound: 33 | nc: 38 | ncall: 98541 | eff(%): 2.910 | loglstar: -inf < -148.716 < inf | logz: -179.987 +/- 0.547 | dlogz: 80.245 > 0.109
iter: 2869 | bound: 33 | nc: 38 | ncall: 98579 | eff(%): 2.910 | loglstar: -inf < -148.359 < inf | logz: -179.817 +/- 0.548 | dlogz: 80.081 > 0.109
iter: 2870 | bound: 33 | nc: 38 | ncall: 98617 | eff(%): 2.910 | loglstar: -inf < -148.351 < inf | logz: -179.650 +/- 0.548 | dlogz: 79.902 > 0.109
iter: 2871 | bound: 33 | nc: 38 | ncall: 98655 | eff(%): 2.910 | loglstar: -inf < -148.223 < inf | logz: -179.498 +/- 0.548 | dlogz: 79.724 > 0.109
iter: 2872 | bound: 33 | nc: 38 | ncall: 98693 | eff(%): 2.910 | loglstar: -inf < -147.903 < inf | logz: -179.336 +/- 0.548 | dlogz: 79.563 > 0.109
iter: 2873 | bound: 33 | nc: 38 | ncall: 98731 | eff(%): 2.910 | loglstar: -inf < -147.456 < inf | logz: -179.137 +/- 0.549 | dlogz: 79.391 > 0.109
iter: 2874 | bound: 33 | nc: 38 | ncall: 98769 | eff(%): 2.910 | loglstar: -inf < -147.140 < inf | logz: -178.907 +/- 0.549 | dlogz: 79.181 > 0.109
iter: 2875 | bound: 33 | nc: 38 | ncall: 98807 | eff(%): 2.910 | loglstar: -inf < -147.064 < inf | logz: -178.688 +/- 0.550 | dlogz: 78.942 > 0.109
iter: 2876 | bound: 33 | nc: 38 | ncall: 98845 | eff(%): 2.910 | loglstar: -inf < -147.018 < inf | logz: -178.500 +/- 0.550 | dlogz: 78.713 > 0.109
iter: 2877 | bound: 33 | nc: 38 | ncall: 98883 | eff(%): 2.909 | loglstar: -inf < -146.877 < inf | logz: -178.329 +/- 0.550 | dlogz: 78.515 > 0.109
iter: 2878 | bound: 33 | nc: 38 | ncall: 98921 | eff(%): 2.909 | loglstar: -inf < -146.773 < inf | logz: -178.167 +/- 0.550 | dlogz: 78.334 > 0.109
iter: 2879 | bound: 33 | nc: 38 | ncall: 98959 | eff(%): 2.909 | loglstar: -inf < -146.228 < inf | logz: -177.974 +/- 0.550 | dlogz: 81.177 > 0.109
iter: 2880 | bound: 33 | nc: 38 | ncall: 98997 | eff(%): 2.909 | loglstar: -inf < -146.114 < inf | logz: -177.765 +/- 0.551 | dlogz: 80.975 > 0.109
iter: 2881 | bound: 33 | nc: 38 | ncall: 99035 | eff(%): 2.909 | loglstar: -inf < -146.013 < inf | logz: -177.576 +/- 0.551 | dlogz: 80.756 > 0.109
iter: 2882 | bound: 33 | nc: 38 | ncall: 99073 | eff(%): 2.909 | loglstar: -inf < -145.862 < inf | logz: -177.399 +/- 0.551 | dlogz: 80.557 > 0.109
iter: 2883 | bound: 33 | nc: 38 | ncall: 99111 | eff(%): 2.909 | loglstar: -inf < -145.481 < inf | logz: -177.206 +/- 0.551 | dlogz: 80.370 > 0.109
iter: 2884 | bound: 33 | nc: 38 | ncall: 99149 | eff(%): 2.909 | loglstar: -inf < -145.479 < inf | logz: -177.018 +/- 0.551 | dlogz: 80.167 > 0.109
iter: 2885 | bound: 33 | nc: 38 | ncall: 99187 | eff(%): 2.909 | loglstar: -inf < -145.180 < inf | logz: -176.837 +/- 0.551 | dlogz: 79.969 > 0.109
iter: 2886 | bound: 33 | nc: 38 | ncall: 99225 | eff(%): 2.909 | loglstar: -inf < -145.109 < inf | logz: -176.658 +/- 0.551 | dlogz: 79.777 > 0.109
iter: 2887 | bound: 33 | nc: 38 | ncall: 99263 | eff(%): 2.908 | loglstar: -inf < -145.031 < inf | logz: -176.497 +/- 0.551 | dlogz: 79.589 > 0.109
iter: 2888 | bound: 33 | nc: 38 | ncall: 99301 | eff(%): 2.908 | loglstar: -inf < -144.809 < inf | logz: -176.338 +/- 0.551 | dlogz: 79.418 > 0.109
iter: 2889 | bound: 33 | nc: 38 | ncall: 99339 | eff(%): 2.908 | loglstar: -inf < -144.399 < inf | logz: -176.154 +/- 0.551 | dlogz: 79.249 > 0.109
iter: 2890 | bound: 33 | nc: 38 | ncall: 99377 | eff(%): 2.908 | loglstar: -inf < -144.389 < inf | logz: -175.970 +/- 0.551 | dlogz: 79.055 > 0.109
iter: 2891 | bound: 33 | nc: 38 | ncall: 99415 | eff(%): 2.908 | loglstar: -inf < -144.252 < inf | logz: -175.806 +/- 0.551 | dlogz: 78.861 > 0.109
iter: 2892 | bound: 33 | nc: 38 | ncall: 99453 | eff(%): 2.908 | loglstar: -inf < -144.240 < inf | logz: -175.656 +/- 0.551 | dlogz: 78.687 > 0.109
iter: 2893 | bound: 33 | nc: 38 | ncall: 99491 | eff(%): 2.908 | loglstar: -inf < -144.217 < inf | logz: -175.525 +/- 0.551 | dlogz: 78.527 > 0.109
iter: 2894 | bound: 33 | nc: 38 | ncall: 99529 | eff(%): 2.908 | loglstar: -inf < -143.617 < inf | logz: -175.365 +/- 0.551 | dlogz: 78.386 > 0.109
iter: 2895 | bound: 33 | nc: 38 | ncall: 99567 | eff(%): 2.908 | loglstar: -inf < -142.999 < inf | logz: -175.125 +/- 0.552 | dlogz: 78.216 > 0.109
iter: 2896 | bound: 33 | nc: 38 | ncall: 99605 | eff(%): 2.907 | loglstar: -inf < -142.379 < inf | logz: -174.795 +/- 0.553 | dlogz: 77.967 > 0.109
iter: 2897 | bound: 33 | nc: 38 | ncall: 99643 | eff(%): 2.907 | loglstar: -inf < -142.243 < inf | logz: -174.467 +/- 0.555 | dlogz: 77.627 > 0.109
iter: 2898 | bound: 33 | nc: 38 | ncall: 99681 | eff(%): 2.907 | loglstar: -inf < -142.073 < inf | logz: -174.187 +/- 0.555 | dlogz: 77.288 > 0.109
iter: 2899 | bound: 33 | nc: 38 | ncall: 99719 | eff(%): 2.907 | loglstar: -inf < -142.071 < inf | logz: -173.954 +/- 0.555 | dlogz: 76.998 > 0.109
iter: 2900 | bound: 34 | nc: 38 | ncall: 99757 | eff(%): 2.907 | loglstar: -inf < -141.944 < inf | logz: -173.755 +/- 0.555 | dlogz: 76.755 > 0.109
iter: 2901 | bound: 34 | nc: 38 | ncall: 99795 | eff(%): 2.907 | loglstar: -inf < -141.940 < inf | logz: -173.581 +/- 0.554 | dlogz: 76.546 > 0.109
iter: 2902 | bound: 34 | nc: 38 | ncall: 99833 | eff(%): 2.907 | loglstar: -inf < -141.884 < inf | logz: -173.429 +/- 0.554 | dlogz: 76.362 > 0.109
iter: 2903 | bound: 34 | nc: 38 | ncall: 99871 | eff(%): 2.907 | loglstar: -inf < -141.483 < inf | logz: -173.266 +/- 0.554 | dlogz: 76.201 > 0.109
iter: 2904 | bound: 34 | nc: 38 | ncall: 99909 | eff(%): 2.907 | loglstar: -inf < -141.250 < inf | logz: -173.081 +/- 0.554 | dlogz: 76.027 > 0.109
iter: 2905 | bound: 34 | nc: 38 | ncall: 99947 | eff(%): 2.907 | loglstar: -inf < -141.110 < inf | logz: -172.899 +/- 0.553 | dlogz: 75.833 > 0.109
iter: 2906 | bound: 34 | nc: 38 | ncall: 99985 | eff(%): 2.906 | loglstar: -inf < -140.589 < inf | logz: -172.686 +/- 0.554 | dlogz: 75.640 > 0.109
iter: 2907 | bound: 34 | nc: 38 | ncall: 100023 | eff(%): 2.906 | loglstar: -inf < -140.537 < inf | logz: -172.467 +/- 0.554 | dlogz: 75.418 > 0.109
iter: 2908 | bound: 34 | nc: 38 | ncall: 100061 | eff(%): 2.906 | loglstar: -inf < -140.531 < inf | logz: -172.285 +/- 0.554 | dlogz: 75.189 > 0.109
iter: 2909 | bound: 34 | nc: 38 | ncall: 100099 | eff(%): 2.906 | loglstar: -inf < -140.314 < inf | logz: -172.114 +/- 0.554 | dlogz: 74.996 > 0.109
iter: 2910 | bound: 34 | nc: 38 | ncall: 100137 | eff(%): 2.906 | loglstar: -inf < -140.041 < inf | logz: -171.933 +/- 0.554 | dlogz: 74.816 > 0.109
iter: 2911 | bound: 34 | nc: 38 | ncall: 100175 | eff(%): 2.906 | loglstar: -inf < -139.847 < inf | logz: -171.745 +/- 0.554 | dlogz: 74.625 > 0.109
iter: 2912 | bound: 34 | nc: 38 | ncall: 100213 | eff(%): 2.906 | loglstar: -inf < -139.808 < inf | logz: -171.572 +/- 0.554 | dlogz: 74.427 > 0.109
iter: 2913 | bound: 34 | nc: 38 | ncall: 100251 | eff(%): 2.906 | loglstar: -inf < -139.704 < inf | logz: -171.415 +/- 0.553 | dlogz: 74.244 > 0.109
iter: 2914 | bound: 34 | nc: 38 | ncall: 100289 | eff(%): 2.906 | loglstar: -inf < -139.704 < inf | logz: -171.275 +/- 0.553 | dlogz: 74.077 > 0.109
iter: 2915 | bound: 34 | nc: 38 | ncall: 100327 | eff(%): 2.905 | loglstar: -inf < -139.553 < inf | logz: -171.143 +/- 0.553 | dlogz: 73.927 > 0.109
iter: 2916 | bound: 34 | nc: 38 | ncall: 100365 | eff(%): 2.905 | loglstar: -inf < -139.349 < inf | logz: -171.007 +/- 0.553 | dlogz: 73.785 > 0.109
iter: 2917 | bound: 34 | nc: 38 | ncall: 100403 | eff(%): 2.905 | loglstar: -inf < -139.313 < inf | logz: -170.874 +/- 0.553 | dlogz: 73.639 > 0.109
iter: 2918 | bound: 34 | nc: 38 | ncall: 100441 | eff(%): 2.905 | loglstar: -inf < -139.248 < inf | logz: -170.753 +/- 0.552 | dlogz: 73.497 > 0.109
iter: 2919 | bound: 34 | nc: 38 | ncall: 100479 | eff(%): 2.905 | loglstar: -inf < -138.955 < inf | logz: -170.625 +/- 0.552 | dlogz: 73.365 > 0.109
iter: 2920 | bound: 34 | nc: 38 | ncall: 100517 | eff(%): 2.905 | loglstar: -inf < -138.924 < inf | logz: -170.495 +/- 0.552 | dlogz: 73.227 > 0.109
iter: 2921 | bound: 34 | nc: 38 | ncall: 100555 | eff(%): 2.905 | loglstar: -inf < -138.885 < inf | logz: -170.377 +/- 0.552 | dlogz: 73.087 > 0.109
iter: 2922 | bound: 34 | nc: 38 | ncall: 100593 | eff(%): 2.905 | loglstar: -inf < -138.835 < inf | logz: -170.268 +/- 0.552 | dlogz: 72.960 > 0.109
iter: 2923 | bound: 34 | nc: 38 | ncall: 100631 | eff(%): 2.905 | loglstar: -inf < -138.498 < inf | logz: -170.150 +/- 0.552 | dlogz: 72.841 > 0.109
iter: 2924 | bound: 34 | nc: 38 | ncall: 100669 | eff(%): 2.905 | loglstar: -inf < -138.441 < inf | logz: -170.026 +/- 0.552 | dlogz: 72.713 > 0.109
iter: 2925 | bound: 34 | nc: 38 | ncall: 100707 | eff(%): 2.904 | loglstar: -inf < -138.395 < inf | logz: -169.910 +/- 0.552 | dlogz: 72.578 > 0.109
iter: 2926 | bound: 34 | nc: 38 | ncall: 100745 | eff(%): 2.904 | loglstar: -inf < -138.265 < inf | logz: -169.799 +/- 0.551 | dlogz: 72.453 > 0.109
iter: 2927 | bound: 34 | nc: 38 | ncall: 100783 | eff(%): 2.904 | loglstar: -inf < -138.227 < inf | logz: -169.692 +/- 0.551 | dlogz: 72.332 > 0.109
iter: 2928 | bound: 34 | nc: 38 | ncall: 100821 | eff(%): 2.904 | loglstar: -inf < -138.051 < inf | logz: -169.585 +/- 0.551 | dlogz: 72.214 > 0.109
iter: 2929 | bound: 34 | nc: 38 | ncall: 100859 | eff(%): 2.904 | loglstar: -inf < -138.026 < inf | logz: -169.480 +/- 0.551 | dlogz: 72.098 > 0.109
iter: 2930 | bound: 34 | nc: 38 | ncall: 100897 | eff(%): 2.904 | loglstar: -inf < -137.883 < inf | logz: -169.378 +/- 0.551 | dlogz: 71.983 > 0.109
iter: 2931 | bound: 34 | nc: 38 | ncall: 100935 | eff(%): 2.904 | loglstar: -inf < -137.797 < inf | logz: -169.276 +/- 0.551 | dlogz: 71.871 > 0.109
iter: 2932 | bound: 34 | nc: 38 | ncall: 100973 | eff(%): 2.904 | loglstar: -inf < -137.685 < inf | logz: -169.175 +/- 0.551 | dlogz: 71.759 > 0.109
iter: 2933 | bound: 34 | nc: 38 | ncall: 101011 | eff(%): 2.904 | loglstar: -inf < -137.524 < inf | logz: -169.072 +/- 0.551 | dlogz: 71.649 > 0.109
iter: 2934 | bound: 34 | nc: 38 | ncall: 101049 | eff(%): 2.904 | loglstar: -inf < -137.390 < inf | logz: -168.965 +/- 0.551 | dlogz: 71.535 > 0.109
iter: 2935 | bound: 34 | nc: 38 | ncall: 101087 | eff(%): 2.903 | loglstar: -inf < -137.344 < inf | logz: -168.861 +/- 0.551 | dlogz: 71.418 > 0.109
iter: 2936 | bound: 34 | nc: 38 | ncall: 101125 | eff(%): 2.903 | loglstar: -inf < -137.344 < inf | logz: -168.766 +/- 0.551 | dlogz: 71.305 > 0.109
iter: 2937 | bound: 34 | nc: 38 | ncall: 101163 | eff(%): 2.903 | loglstar: -inf < -137.176 < inf | logz: -168.672 +/- 0.551 | dlogz: 71.199 > 0.109
iter: 2938 | bound: 34 | nc: 38 | ncall: 101201 | eff(%): 2.903 | loglstar: -inf < -137.112 < inf | logz: -168.578 +/- 0.551 | dlogz: 71.096 > 0.109
iter: 2939 | bound: 34 | nc: 38 | ncall: 101239 | eff(%): 2.903 | loglstar: -inf < -136.887 < inf | logz: -168.479 +/- 0.551 | dlogz: 70.991 > 0.109
iter: 2940 | bound: 34 | nc: 38 | ncall: 101277 | eff(%): 2.903 | loglstar: -inf < -136.844 < inf | logz: -168.379 +/- 0.551 | dlogz: 70.883 > 0.109
iter: 2941 | bound: 34 | nc: 38 | ncall: 101315 | eff(%): 2.903 | loglstar: -inf < -136.723 < inf | logz: -168.280 +/- 0.551 | dlogz: 70.772 > 0.109
iter: 2942 | bound: 34 | nc: 38 | ncall: 101353 | eff(%): 2.903 | loglstar: -inf < -136.452 < inf | logz: -168.173 +/- 0.551 | dlogz: 70.664 > 0.109
iter: 2943 | bound: 34 | nc: 38 | ncall: 101391 | eff(%): 2.903 | loglstar: -inf < -136.321 < inf | logz: -168.058 +/- 0.551 | dlogz: 70.547 > 0.109
iter: 2944 | bound: 34 | nc: 38 | ncall: 101429 | eff(%): 2.903 | loglstar: -inf < -136.267 < inf | logz: -167.946 +/- 0.551 | dlogz: 70.421 > 0.109
iter: 2945 | bound: 34 | nc: 38 | ncall: 101467 | eff(%): 2.902 | loglstar: -inf < -136.240 < inf | logz: -167.843 +/- 0.551 | dlogz: 70.300 > 0.109
iter: 2946 | bound: 34 | nc: 38 | ncall: 101505 | eff(%): 2.902 | loglstar: -inf < -136.219 < inf | logz: -167.748 +/- 0.551 | dlogz: 70.186 > 0.109
iter: 2947 | bound: 34 | nc: 38 | ncall: 101543 | eff(%): 2.902 | loglstar: -inf < -136.200 < inf | logz: -167.660 +/- 0.551 | dlogz: 70.082 > 0.109
iter: 2948 | bound: 34 | nc: 38 | ncall: 101581 | eff(%): 2.902 | loglstar: -inf < -135.959 < inf | logz: -167.569 +/- 0.551 | dlogz: 69.984 > 0.109
iter: 2949 | bound: 34 | nc: 38 | ncall: 101619 | eff(%): 2.902 | loglstar: -inf < -135.905 < inf | logz: -167.475 +/- 0.551 | dlogz: 69.883 > 0.109
iter: 2950 | bound: 34 | nc: 38 | ncall: 101657 | eff(%): 2.902 | loglstar: -inf < -135.786 < inf | logz: -167.382 +/- 0.551 | dlogz: 69.779 > 0.109
iter: 2951 | bound: 34 | nc: 38 | ncall: 101695 | eff(%): 2.902 | loglstar: -inf < -135.361 < inf | logz: -167.270 +/- 0.551 | dlogz: 69.676 > 0.109
iter: 2952 | bound: 34 | nc: 38 | ncall: 101733 | eff(%): 2.902 | loglstar: -inf < -135.161 < inf | logz: -167.139 +/- 0.552 | dlogz: 69.555 > 0.109
iter: 2953 | bound: 35 | nc: 38 | ncall: 101771 | eff(%): 2.902 | loglstar: -inf < -134.820 < inf | logz: -166.990 +/- 0.552 | dlogz: 69.413 > 0.109
iter: 2954 | bound: 35 | nc: 38 | ncall: 101809 | eff(%): 2.902 | loglstar: -inf < -134.813 < inf | logz: -166.841 +/- 0.553 | dlogz: 69.254 > 0.109
iter: 2955 | bound: 35 | nc: 38 | ncall: 101847 | eff(%): 2.901 | loglstar: -inf < -134.710 < inf | logz: -166.705 +/- 0.553 | dlogz: 69.095 > 0.109
iter: 2956 | bound: 35 | nc: 38 | ncall: 101885 | eff(%): 2.901 | loglstar: -inf < -134.542 < inf | logz: -166.570 +/- 0.553 | dlogz: 68.949 > 0.109
iter: 2957 | bound: 35 | nc: 38 | ncall: 101923 | eff(%): 2.901 | loglstar: -inf < -134.435 < inf | logz: -166.437 +/- 0.553 | dlogz: 68.805 > 0.109
iter: 2958 | bound: 35 | nc: 38 | ncall: 101961 | eff(%): 2.901 | loglstar: -inf < -134.189 < inf | logz: -166.298 +/- 0.554 | dlogz: 68.661 > 0.109
iter: 2959 | bound: 35 | nc: 38 | ncall: 101999 | eff(%): 2.901 | loglstar: -inf < -133.999 < inf | logz: -166.151 +/- 0.554 | dlogz: 68.513 > 0.109
iter: 2960 | bound: 35 | nc: 38 | ncall: 102037 | eff(%): 2.901 | loglstar: -inf < -133.798 < inf | logz: -165.998 +/- 0.554 | dlogz: 68.355 > 0.109
iter: 2961 | bound: 35 | nc: 38 | ncall: 102075 | eff(%): 2.901 | loglstar: -inf < -133.750 < inf | logz: -165.851 +/- 0.555 | dlogz: 68.193 > 0.109
iter: 2962 | bound: 35 | nc: 38 | ncall: 102113 | eff(%): 2.901 | loglstar: -inf < -133.582 < inf | logz: -165.711 +/- 0.555 | dlogz: 68.036 > 0.109
iter: 2963 | bound: 35 | nc: 38 | ncall: 102151 | eff(%): 2.901 | loglstar: -inf < -133.232 < inf | logz: -165.553 +/- 0.555 | dlogz: 67.885 > 0.109
iter: 2964 | bound: 35 | nc: 38 | ncall: 102189 | eff(%): 2.901 | loglstar: -inf < -133.147 < inf | logz: -165.391 +/- 0.555 | dlogz: 67.718 > 0.109
iter: 2965 | bound: 35 | nc: 38 | ncall: 102227 | eff(%): 2.900 | loglstar: -inf < -133.075 < inf | logz: -165.242 +/- 0.556 | dlogz: 67.546 > 0.109
iter: 2966 | bound: 35 | nc: 38 | ncall: 102265 | eff(%): 2.900 | loglstar: -inf < -132.957 < inf | logz: -165.101 +/- 0.556 | dlogz: 67.387 > 0.109
iter: 2967 | bound: 35 | nc: 38 | ncall: 102303 | eff(%): 2.900 | loglstar: -inf < -132.808 < inf | logz: -164.963 +/- 0.556 | dlogz: 67.236 > 0.109
iter: 2968 | bound: 35 | nc: 38 | ncall: 102341 | eff(%): 2.900 | loglstar: -inf < -132.788 < inf | logz: -164.833 +/- 0.556 | dlogz: 67.088 > 0.109
iter: 2969 | bound: 36 | nc: 38 | ncall: 102379 | eff(%): 2.900 | loglstar: -inf < -132.482 < inf | logz: -164.698 +/- 0.556 | dlogz: 66.948 > 0.109
iter: 2970 | bound: 36 | nc: 38 | ncall: 102417 | eff(%): 2.900 | loglstar: -inf < -132.121 < inf | logz: -164.538 +/- 0.556 | dlogz: 66.803 > 0.109
iter: 2971 | bound: 36 | nc: 38 | ncall: 102455 | eff(%): 2.900 | loglstar: -inf < -131.502 < inf | logz: -164.316 +/- 0.557 | dlogz: 66.633 > 0.109
iter: 2972 | bound: 36 | nc: 38 | ncall: 102493 | eff(%): 2.900 | loglstar: -inf < -131.449 < inf | logz: -164.083 +/- 0.558 | dlogz: 66.401 > 0.109
iter: 2973 | bound: 36 | nc: 38 | ncall: 102531 | eff(%): 2.900 | loglstar: -inf < -131.033 < inf | logz: -163.847 +/- 0.559 | dlogz: 66.158 > 0.109
iter: 2974 | bound: 36 | nc: 38 | ncall: 102569 | eff(%): 2.900 | loglstar: -inf < -130.531 < inf | logz: -163.560 +/- 0.560 | dlogz: 65.913 > 0.109
iter: 2975 | bound: 36 | nc: 38 | ncall: 102607 | eff(%): 2.899 | loglstar: -inf < -129.625 < inf | logz: -163.132 +/- 0.563 | dlogz: 65.616 > 0.109
iter: 2976 | bound: 36 | nc: 38 | ncall: 102645 | eff(%): 2.899 | loglstar: -inf < -129.313 < inf | logz: -162.674 +/- 0.564 | dlogz: 65.178 > 0.109
iter: 2977 | bound: 36 | nc: 38 | ncall: 102683 | eff(%): 2.899 | loglstar: -inf < -129.103 < inf | logz: -162.290 +/- 0.565 | dlogz: 64.710 > 0.109
iter: 2978 | bound: 36 | nc: 38 | ncall: 102721 | eff(%): 2.899 | loglstar: -inf < -129.100 < inf | logz: -161.990 +/- 0.565 | dlogz: 64.315 > 0.109
iter: 2979 | bound: 36 | nc: 38 | ncall: 102759 | eff(%): 2.899 | loglstar: -inf < -128.990 < inf | logz: -161.749 +/- 0.564 | dlogz: 64.005 > 0.109
iter: 2980 | bound: 36 | nc: 38 | ncall: 102797 | eff(%): 2.899 | loglstar: -inf < -128.987 < inf | logz: -161.547 +/- 0.564 | dlogz: 63.754 > 0.109
iter: 2981 | bound: 36 | nc: 38 | ncall: 102835 | eff(%): 2.899 | loglstar: -inf < -128.860 < inf | logz: -161.370 +/- 0.563 | dlogz: 63.543 > 0.109
iter: 2982 | bound: 36 | nc: 38 | ncall: 102873 | eff(%): 2.899 | loglstar: -inf < -128.812 < inf | logz: -161.209 +/- 0.562 | dlogz: 63.356 > 0.109
iter: 2983 | bound: 36 | nc: 38 | ncall: 102911 | eff(%): 2.899 | loglstar: -inf < -128.661 < inf | logz: -161.058 +/- 0.562 | dlogz: 63.185 > 0.109
iter: 2984 | bound: 36 | nc: 38 | ncall: 102949 | eff(%): 2.899 | loglstar: -inf < -128.600 < inf | logz: -160.915 +/- 0.561 | dlogz: 63.024 > 0.109
iter: 2985 | bound: 36 | nc: 38 | ncall: 102987 | eff(%): 2.898 | loglstar: -inf < -128.520 < inf | logz: -160.782 +/- 0.561 | dlogz: 62.870 > 0.109
iter: 2986 | bound: 36 | nc: 38 | ncall: 103025 | eff(%): 2.898 | loglstar: -inf < -128.228 < inf | logz: -160.642 +/- 0.560 | dlogz: 62.728 > 0.109
iter: 2987 | bound: 36 | nc: 38 | ncall: 103063 | eff(%): 2.898 | loglstar: -inf < -128.004 < inf | logz: -160.489 +/- 0.560 | dlogz: 62.578 > 0.109
iter: 2988 | bound: 36 | nc: 38 | ncall: 103101 | eff(%): 2.898 | loglstar: -inf < -127.995 < inf | logz: -160.342 +/- 0.560 | dlogz: 62.415 > 0.109
iter: 2989 | bound: 36 | nc: 38 | ncall: 103139 | eff(%): 2.898 | loglstar: -inf < -127.992 < inf | logz: -160.215 +/- 0.560 | dlogz: 62.258 > 0.109
iter: 2990 | bound: 36 | nc: 38 | ncall: 103177 | eff(%): 2.898 | loglstar: -inf < -127.973 < inf | logz: -160.103 +/- 0.559 | dlogz: 62.121 > 0.109
iter: 2991 | bound: 36 | nc: 38 | ncall: 103215 | eff(%): 2.898 | loglstar: -inf < -127.968 < inf | logz: -160.001 +/- 0.559 | dlogz: 61.999 > 0.109
iter: 2992 | bound: 36 | nc: 38 | ncall: 103253 | eff(%): 2.898 | loglstar: -inf < -127.810 < inf | logz: -159.902 +/- 0.559 | dlogz: 61.887 > 0.109
iter: 2993 | bound: 36 | nc: 38 | ncall: 103291 | eff(%): 2.898 | loglstar: -inf < -127.635 < inf | logz: -159.797 +/- 0.558 | dlogz: 61.778 > 0.109
iter: 2994 | bound: 36 | nc: 38 | ncall: 103329 | eff(%): 2.898 | loglstar: -inf < -127.598 < inf | logz: -159.694 +/- 0.558 | dlogz: 61.664 > 0.109
iter: 2995 | bound: 36 | nc: 38 | ncall: 103367 | eff(%): 2.897 | loglstar: -inf < -127.535 < inf | logz: -159.597 +/- 0.558 | dlogz: 61.550 > 0.109
iter: 2996 | bound: 36 | nc: 38 | ncall: 103405 | eff(%): 2.897 | loglstar: -inf < -127.120 < inf | logz: -159.484 +/- 0.558 | dlogz: 61.443 > 0.109
iter: 2997 | bound: 36 | nc: 38 | ncall: 103443 | eff(%): 2.897 | loglstar: -inf < -126.796 < inf | logz: -159.343 +/- 0.558 | dlogz: 61.320 > 0.109
iter: 2998 | bound: 36 | nc: 38 | ncall: 103481 | eff(%): 2.897 | loglstar: -inf < -126.678 < inf | logz: -159.194 +/- 0.558 | dlogz: 61.169 > 0.109
iter: 2999 | bound: 36 | nc: 38 | ncall: 103519 | eff(%): 2.897 | loglstar: -inf < -126.662 < inf | logz: -159.058 +/- 0.558 | dlogz: 61.011 > 0.109
iter: 3000 | bound: 36 | nc: 38 | ncall: 103557 | eff(%): 2.897 | loglstar: -inf < -126.637 < inf | logz: -158.936 +/- 0.558 | dlogz: 60.864 > 0.109
iter: 3001 | bound: 36 | nc: 38 | ncall: 103595 | eff(%): 2.897 | loglstar: -inf < -126.608 < inf | logz: -158.827 +/- 0.558 | dlogz: 60.733 > 0.109
iter: 3002 | bound: 36 | nc: 38 | ncall: 103633 | eff(%): 2.897 | loglstar: -inf < -126.537 < inf | logz: -158.724 +/- 0.558 | dlogz: 60.613 > 0.109
iter: 3003 | bound: 36 | nc: 38 | ncall: 103671 | eff(%): 2.897 | loglstar: -inf < -126.470 < inf | logz: -158.625 +/- 0.558 | dlogz: 60.500 > 0.109
iter: 3004 | bound: 36 | nc: 38 | ncall: 103709 | eff(%): 2.897 | loglstar: -inf < -125.892 < inf | logz: -158.499 +/- 0.558 | dlogz: 60.392 > 0.109
iter: 3005 | bound: 36 | nc: 38 | ncall: 103747 | eff(%): 2.896 | loglstar: -inf < -125.871 < inf | logz: -158.359 +/- 0.558 | dlogz: 60.256 > 0.109
iter: 3006 | bound: 36 | nc: 38 | ncall: 103785 | eff(%): 2.896 | loglstar: -inf < -125.709 < inf | logz: -158.225 +/- 0.558 | dlogz: 60.105 > 0.109
iter: 3007 | bound: 36 | nc: 38 | ncall: 103823 | eff(%): 2.896 | loglstar: -inf < -125.314 < inf | logz: -158.071 +/- 0.559 | dlogz: 59.962 > 0.109
iter: 3008 | bound: 36 | nc: 38 | ncall: 103861 | eff(%): 2.896 | loglstar: -inf < -125.259 < inf | logz: -157.911 +/- 0.559 | dlogz: 59.798 > 0.109
iter: 3009 | bound: 36 | nc: 38 | ncall: 103899 | eff(%): 2.896 | loglstar: -inf < -125.113 < inf | logz: -157.761 +/- 0.559 | dlogz: 59.628 > 0.109
iter: 3010 | bound: 36 | nc: 38 | ncall: 103937 | eff(%): 2.896 | loglstar: -inf < -125.096 < inf | logz: -157.621 +/- 0.559 | dlogz: 59.468 > 0.109
iter: 3011 | bound: 36 | nc: 38 | ncall: 103975 | eff(%): 2.896 | loglstar: -inf < -124.924 < inf | logz: -157.489 +/- 0.559 | dlogz: 59.318 > 0.109
iter: 3012 | bound: 36 | nc: 38 | ncall: 104013 | eff(%): 2.896 | loglstar: -inf < -124.912 < inf | logz: -157.362 +/- 0.559 | dlogz: 59.176 > 0.109
iter: 3013 | bound: 36 | nc: 38 | ncall: 104051 | eff(%): 2.896 | loglstar: -inf < -124.690 < inf | logz: -157.238 +/- 0.559 | dlogz: 59.039 > 0.109
iter: 3014 | bound: 36 | nc: 38 | ncall: 104089 | eff(%): 2.896 | loglstar: -inf < -124.507 < inf | logz: -157.105 +/- 0.559 | dlogz: 58.905 > 0.109
iter: 3015 | bound: 36 | nc: 38 | ncall: 104127 | eff(%): 2.896 | loglstar: -inf < -124.082 < inf | logz: -156.948 +/- 0.560 | dlogz: 58.762 > 0.109
iter: 3016 | bound: 36 | nc: 38 | ncall: 104165 | eff(%): 2.895 | loglstar: -inf < -123.889 < inf | logz: -156.772 +/- 0.560 | dlogz: 58.596 > 0.109
iter: 3017 | bound: 36 | nc: 38 | ncall: 104203 | eff(%): 2.895 | loglstar: -inf < -123.835 < inf | logz: -156.607 +/- 0.561 | dlogz: 58.410 > 0.109
iter: 3018 | bound: 36 | nc: 38 | ncall: 104241 | eff(%): 2.895 | loglstar: -inf < -123.373 < inf | logz: -156.424 +/- 0.561 | dlogz: 58.234 > 0.109
iter: 3019 | bound: 36 | nc: 38 | ncall: 104279 | eff(%): 2.895 | loglstar: -inf < -123.316 < inf | logz: -156.235 +/- 0.561 | dlogz: 58.042 > 0.109
iter: 3020 | bound: 36 | nc: 38 | ncall: 104317 | eff(%): 2.895 | loglstar: -inf < -123.200 < inf | logz: -156.063 +/- 0.562 | dlogz: 57.842 > 0.109
iter: 3021 | bound: 36 | nc: 38 | ncall: 104355 | eff(%): 2.895 | loglstar: -inf < -123.199 < inf | logz: -155.911 +/- 0.562 | dlogz: 57.661 > 0.109
iter: 3022 | bound: 36 | nc: 38 | ncall: 104393 | eff(%): 2.895 | loglstar: -inf < -122.962 < inf | logz: -155.763 +/- 0.562 | dlogz: 57.498 > 0.109
iter: 3023 | bound: 36 | nc: 38 | ncall: 104431 | eff(%): 2.895 | loglstar: -inf < -122.906 < inf | logz: -155.618 +/- 0.562 | dlogz: 57.341 > 0.109
iter: 3024 | bound: 36 | nc: 38 | ncall: 104469 | eff(%): 2.895 | loglstar: -inf < -122.669 < inf | logz: -155.473 +/- 0.562 | dlogz: 57.186 > 0.109
iter: 3025 | bound: 36 | nc: 38 | ncall: 104507 | eff(%): 2.895 | loglstar: -inf < -122.588 < inf | logz: -155.329 +/- 0.562 | dlogz: 57.031 > 0.109
iter: 3026 | bound: 36 | nc: 38 | ncall: 104545 | eff(%): 2.894 | loglstar: -inf < -122.398 < inf | logz: -155.186 +/- 0.562 | dlogz: 56.876 > 0.109
iter: 3027 | bound: 36 | nc: 38 | ncall: 104583 | eff(%): 2.894 | loglstar: -inf < -122.276 < inf | logz: -155.043 +/- 0.562 | dlogz: 56.724 > 0.109
iter: 3028 | bound: 36 | nc: 38 | ncall: 104621 | eff(%): 2.894 | loglstar: -inf < -122.263 < inf | logz: -154.912 +/- 0.562 | dlogz: 56.571 > 0.109
iter: 3029 | bound: 36 | nc: 38 | ncall: 104659 | eff(%): 2.894 | loglstar: -inf < -122.234 < inf | logz: -154.794 +/- 0.561 | dlogz: 56.430 > 0.109
iter: 3030 | bound: 36 | nc: 38 | ncall: 104697 | eff(%): 2.894 | loglstar: -inf < -122.225 < inf | logz: -154.688 +/- 0.561 | dlogz: 56.302 > 0.109
iter: 3031 | bound: 36 | nc: 38 | ncall: 104735 | eff(%): 2.894 | loglstar: -inf < -122.066 < inf | logz: -154.585 +/- 0.561 | dlogz: 56.186 > 0.109
iter: 3032 | bound: 36 | nc: 38 | ncall: 104773 | eff(%): 2.894 | loglstar: -inf < -121.966 < inf | logz: -154.481 +/- 0.561 | dlogz: 56.073 > 0.109
iter: 3033 | bound: 36 | nc: 38 | ncall: 104811 | eff(%): 2.894 | loglstar: -inf < -121.858 < inf | logz: -154.377 +/- 0.561 | dlogz: 55.959 > 0.109
iter: 3034 | bound: 36 | nc: 38 | ncall: 104849 | eff(%): 2.894 | loglstar: -inf < -121.827 < inf | logz: -154.278 +/- 0.561 | dlogz: 55.845 > 0.109
iter: 3035 | bound: 36 | nc: 38 | ncall: 104887 | eff(%): 2.894 | loglstar: -inf < -121.775 < inf | logz: -154.185 +/- 0.560 | dlogz: 55.736 > 0.109
iter: 3036 | bound: 36 | nc: 38 | ncall: 104925 | eff(%): 2.893 | loglstar: -inf < -121.335 < inf | logz: -154.076 +/- 0.560 | dlogz: 55.633 > 0.109
iter: 3037 | bound: 36 | nc: 38 | ncall: 104963 | eff(%): 2.893 | loglstar: -inf < -120.875 < inf | logz: -153.927 +/- 0.561 | dlogz: 55.514 > 0.109
iter: 3038 | bound: 37 | nc: 38 | ncall: 105001 | eff(%): 2.893 | loglstar: -inf < -120.841 < inf | logz: -153.769 +/- 0.561 | dlogz: 55.355 > 0.109
iter: 3039 | bound: 37 | nc: 38 | ncall: 105039 | eff(%): 2.893 | loglstar: -inf < -120.808 < inf | logz: -153.630 +/- 0.561 | dlogz: 55.187 > 0.109
iter: 3040 | bound: 37 | nc: 38 | ncall: 105077 | eff(%): 2.893 | loglstar: -inf < -120.798 < inf | logz: -153.506 +/- 0.561 | dlogz: 55.038 > 0.109
iter: 3041 | bound: 37 | nc: 38 | ncall: 105115 | eff(%): 2.893 | loglstar: -inf < -120.633 < inf | logz: -153.387 +/- 0.561 | dlogz: 54.905 > 0.109
iter: 3042 | bound: 37 | nc: 38 | ncall: 105153 | eff(%): 2.893 | loglstar: -inf < -120.399 < inf | logz: -153.260 +/- 0.561 | dlogz: 54.776 > 0.109
iter: 3043 | bound: 37 | nc: 38 | ncall: 105191 | eff(%): 2.893 | loglstar: -inf < -119.727 < inf | logz: -153.082 +/- 0.562 | dlogz: 54.639 > 0.109
iter: 3044 | bound: 37 | nc: 38 | ncall: 105229 | eff(%): 2.893 | loglstar: -inf < -119.621 < inf | logz: -152.878 +/- 0.563 | dlogz: 54.450 > 0.109
iter: 3045 | bound: 37 | nc: 38 | ncall: 105267 | eff(%): 2.893 | loglstar: -inf < -119.573 < inf | logz: -152.698 +/- 0.563 | dlogz: 54.236 > 0.109
iter: 3046 | bound: 37 | nc: 38 | ncall: 105305 | eff(%): 2.893 | loglstar: -inf < -119.471 < inf | logz: -152.536 +/- 0.564 | dlogz: 54.047 > 0.109
iter: 3047 | bound: 37 | nc: 38 | ncall: 105343 | eff(%): 2.892 | loglstar: -inf < -119.192 < inf | logz: -152.370 +/- 0.564 | dlogz: 53.875 > 0.109
iter: 3048 | bound: 37 | nc: 38 | ncall: 105381 | eff(%): 2.892 | loglstar: -inf < -119.087 < inf | logz: -152.202 +/- 0.564 | dlogz: 53.698 > 0.109
iter: 3049 | bound: 37 | nc: 38 | ncall: 105419 | eff(%): 2.892 | loglstar: -inf < -119.037 < inf | logz: -152.050 +/- 0.564 | dlogz: 53.521 > 0.109
iter: 3050 | bound: 37 | nc: 38 | ncall: 105457 | eff(%): 2.892 | loglstar: -inf < -119.016 < inf | logz: -151.915 +/- 0.564 | dlogz: 53.359 > 0.109
iter: 3051 | bound: 37 | nc: 38 | ncall: 105495 | eff(%): 2.892 | loglstar: -inf < -118.814 < inf | logz: -151.783 +/- 0.564 | dlogz: 53.214 > 0.109
iter: 3052 | bound: 37 | nc: 38 | ncall: 105533 | eff(%): 2.892 | loglstar: -inf < -118.616 < inf | logz: -151.644 +/- 0.564 | dlogz: 53.072 > 0.109
iter: 3053 | bound: 37 | nc: 38 | ncall: 105571 | eff(%): 2.892 | loglstar: -inf < -118.505 < inf | logz: -151.504 +/- 0.564 | dlogz: 52.923 > 0.109
iter: 3054 | bound: 37 | nc: 38 | ncall: 105609 | eff(%): 2.892 | loglstar: -inf < -118.336 < inf | logz: -151.366 +/- 0.564 | dlogz: 52.773 > 0.109
iter: 3055 | bound: 37 | nc: 38 | ncall: 105647 | eff(%): 2.892 | loglstar: -inf < -118.316 < inf | logz: -151.235 +/- 0.564 | dlogz: 52.625 > 0.109
iter: 3056 | bound: 37 | nc: 38 | ncall: 105685 | eff(%): 2.892 | loglstar: -inf < -118.207 < inf | logz: -151.112 +/- 0.564 | dlogz: 52.484 > 0.109
iter: 3057 | bound: 37 | nc: 38 | ncall: 105723 | eff(%): 2.892 | loglstar: -inf < -118.043 < inf | logz: -150.989 +/- 0.564 | dlogz: 52.352 > 0.109
iter: 3058 | bound: 37 | nc: 38 | ncall: 105761 | eff(%): 2.891 | loglstar: -inf < -118.034 < inf | logz: -150.872 +/- 0.563 | dlogz: 52.219 > 0.109
iter: 3059 | bound: 37 | nc: 38 | ncall: 105799 | eff(%): 2.891 | loglstar: -inf < -117.902 < inf | logz: -150.761 +/- 0.563 | dlogz: 52.091 > 0.109
iter: 3060 | bound: 37 | nc: 38 | ncall: 105837 | eff(%): 2.891 | loglstar: -inf < -117.812 < inf | logz: -150.650 +/- 0.563 | dlogz: 51.970 > 0.109
iter: 3061 | bound: 37 | nc: 38 | ncall: 105875 | eff(%): 2.891 | loglstar: -inf < -117.734 < inf | logz: -150.544 +/- 0.563 | dlogz: 51.850 > 0.109
iter: 3062 | bound: 37 | nc: 38 | ncall: 105913 | eff(%): 2.891 | loglstar: -inf < -117.509 < inf | logz: -150.433 +/- 0.563 | dlogz: 51.733 > 0.109
iter: 3063 | bound: 37 | nc: 38 | ncall: 105951 | eff(%): 2.891 | loglstar: -inf < -117.454 < inf | logz: -150.321 +/- 0.563 | dlogz: 51.613 > 0.109
iter: 3064 | bound: 37 | nc: 38 | ncall: 105989 | eff(%): 2.891 | loglstar: -inf < -117.400 < inf | logz: -150.216 +/- 0.563 | dlogz: 51.491 > 0.109
iter: 3065 | bound: 37 | nc: 38 | ncall: 106027 | eff(%): 2.891 | loglstar: -inf < -117.258 < inf | logz: -150.112 +/- 0.563 | dlogz: 51.376 > 0.109
iter: 3066 | bound: 37 | nc: 38 | ncall: 106065 | eff(%): 2.891 | loglstar: -inf < -117.196 < inf | logz: -150.010 +/- 0.563 | dlogz: 51.262 > 0.109
iter: 3067 | bound: 38 | nc: 38 | ncall: 106103 | eff(%): 2.891 | loglstar: -inf < -117.147 < inf | logz: -149.913 +/- 0.563 | dlogz: 51.150 > 0.109
iter: 3068 | bound: 38 | nc: 38 | ncall: 106141 | eff(%): 2.890 | loglstar: -inf < -117.047 < inf | logz: -149.819 +/- 0.563 | dlogz: 51.043 > 0.109
iter: 3069 | bound: 38 | nc: 38 | ncall: 106179 | eff(%): 2.890 | loglstar: -inf < -116.951 < inf | logz: -149.725 +/- 0.563 | dlogz: 50.939 > 0.109
iter: 3070 | bound: 38 | nc: 38 | ncall: 106217 | eff(%): 2.890 | loglstar: -inf < -116.866 < inf | logz: -149.633 +/- 0.562 | dlogz: 50.835 > 0.109
iter: 3071 | bound: 38 | nc: 38 | ncall: 106255 | eff(%): 2.890 | loglstar: -inf < -116.549 < inf | logz: -149.531 +/- 0.563 | dlogz: 50.733 > 0.109
iter: 3072 | bound: 38 | nc: 38 | ncall: 106293 | eff(%): 2.890 | loglstar: -inf < -116.141 < inf | logz: -149.400 +/- 0.563 | dlogz: 50.621 > 0.109
iter: 3073 | bound: 38 | nc: 38 | ncall: 106331 | eff(%): 2.890 | loglstar: -inf < -115.929 < inf | logz: -149.249 +/- 0.563 | dlogz: 50.480 > 0.109
iter: 3074 | bound: 38 | nc: 38 | ncall: 106369 | eff(%): 2.890 | loglstar: -inf < -115.831 < inf | logz: -149.099 +/- 0.564 | dlogz: 50.319 > 0.109
iter: 3075 | bound: 38 | nc: 38 | ncall: 106407 | eff(%): 2.890 | loglstar: -inf < -115.564 < inf | logz: -148.945 +/- 0.564 | dlogz: 50.159 > 0.109
iter: 3076 | bound: 38 | nc: 38 | ncall: 106445 | eff(%): 2.890 | loglstar: -inf < -115.524 < inf | logz: -148.794 +/- 0.564 | dlogz: 49.995 > 0.109
iter: 3077 | bound: 38 | nc: 38 | ncall: 106483 | eff(%): 2.890 | loglstar: -inf < -115.505 < inf | logz: -148.660 +/- 0.565 | dlogz: 49.834 > 0.109
iter: 3078 | bound: 38 | nc: 38 | ncall: 106521 | eff(%): 2.890 | loglstar: -inf < -115.302 < inf | logz: -148.530 +/- 0.565 | dlogz: 49.690 > 0.109
iter: 3079 | bound: 38 | nc: 38 | ncall: 106559 | eff(%): 2.889 | loglstar: -inf < -115.267 < inf | logz: -148.402 +/- 0.565 | dlogz: 49.550 > 0.109
iter: 3080 | bound: 38 | nc: 38 | ncall: 106597 | eff(%): 2.889 | loglstar: -inf < -115.232 < inf | logz: -148.287 +/- 0.565 | dlogz: 49.413 > 0.109
iter: 3081 | bound: 38 | nc: 38 | ncall: 106635 | eff(%): 2.889 | loglstar: -inf < -115.216 < inf | logz: -148.182 +/- 0.565 | dlogz: 49.287 > 0.109
iter: 3082 | bound: 38 | nc: 38 | ncall: 106673 | eff(%): 2.889 | loglstar: -inf < -115.202 < inf | logz: -148.086 +/- 0.565 | dlogz: 49.172 > 0.109
iter: 3083 | bound: 38 | nc: 38 | ncall: 106711 | eff(%): 2.889 | loglstar: -inf < -115.078 < inf | logz: -147.994 +/- 0.564 | dlogz: 49.067 > 0.109
iter: 3084 | bound: 38 | nc: 38 | ncall: 106749 | eff(%): 2.889 | loglstar: -inf < -115.070 < inf | logz: -147.905 +/- 0.564 | dlogz: 48.965 > 0.109
iter: 3085 | bound: 38 | nc: 38 | ncall: 106787 | eff(%): 2.889 | loglstar: -inf < -115.063 < inf | logz: -147.823 +/- 0.564 | dlogz: 48.865 > 0.109
iter: 3086 | bound: 38 | nc: 38 | ncall: 106825 | eff(%): 2.889 | loglstar: -inf < -114.997 < inf | logz: -147.746 +/- 0.564 | dlogz: 48.774 > 0.109
iter: 3087 | bound: 38 | nc: 38 | ncall: 106863 | eff(%): 2.889 | loglstar: -inf < -114.807 < inf | logz: -147.665 +/- 0.564 | dlogz: 48.686 > 0.109
iter: 3088 | bound: 38 | nc: 38 | ncall: 106901 | eff(%): 2.889 | loglstar: -inf < -114.753 < inf | logz: -147.582 +/- 0.564 | dlogz: 48.596 > 0.109
iter: 3089 | bound: 38 | nc: 38 | ncall: 106939 | eff(%): 2.889 | loglstar: -inf < -114.586 < inf | logz: -147.497 +/- 0.564 | dlogz: 48.503 > 0.109
iter: 3090 | bound: 38 | nc: 38 | ncall: 106977 | eff(%): 2.888 | loglstar: -inf < -114.518 < inf | logz: -147.411 +/- 0.563 | dlogz: 48.408 > 0.109
iter: 3091 | bound: 38 | nc: 38 | ncall: 107015 | eff(%): 2.888 | loglstar: -inf < -114.233 < inf | logz: -147.317 +/- 0.563 | dlogz: 48.312 > 0.109
iter: 3092 | bound: 38 | nc: 38 | ncall: 107053 | eff(%): 2.888 | loglstar: -inf < -114.093 < inf | logz: -147.214 +/- 0.564 | dlogz: 48.208 > 0.109
iter: 3093 | bound: 38 | nc: 38 | ncall: 107091 | eff(%): 2.888 | loglstar: -inf < -113.650 < inf | logz: -147.089 +/- 0.564 | dlogz: 48.095 > 0.109
iter: 3094 | bound: 38 | nc: 38 | ncall: 107129 | eff(%): 2.888 | loglstar: -inf < -113.510 < inf | logz: -146.947 +/- 0.564 | dlogz: 47.960 > 0.109
iter: 3095 | bound: 38 | nc: 38 | ncall: 107167 | eff(%): 2.888 | loglstar: -inf < -113.492 < inf | logz: -146.814 +/- 0.565 | dlogz: 47.808 > 0.109
iter: 3096 | bound: 38 | nc: 38 | ncall: 107205 | eff(%): 2.888 | loglstar: -inf < -113.408 < inf | logz: -146.693 +/- 0.565 | dlogz: 47.666 > 0.109
iter: 3097 | bound: 38 | nc: 38 | ncall: 107243 | eff(%): 2.888 | loglstar: -inf < -113.186 < inf | logz: -146.568 +/- 0.565 | dlogz: 47.534 > 0.109
iter: 3098 | bound: 38 | nc: 38 | ncall: 107281 | eff(%): 2.888 | loglstar: -inf < -112.971 < inf | logz: -146.434 +/- 0.565 | dlogz: 47.400 > 0.109
iter: 3099 | bound: 38 | nc: 38 | ncall: 107319 | eff(%): 2.888 | loglstar: -inf < -112.950 < inf | logz: -146.303 +/- 0.566 | dlogz: 47.255 > 0.109
iter: 3100 | bound: 38 | nc: 38 | ncall: 107357 | eff(%): 2.888 | loglstar: -inf < -112.930 < inf | logz: -146.186 +/- 0.566 | dlogz: 47.115 > 0.109
iter: 3101 | bound: 38 | nc: 38 | ncall: 107395 | eff(%): 2.887 | loglstar: -inf < -112.900 < inf | logz: -146.080 +/- 0.566 | dlogz: 46.988 > 0.109
iter: 3102 | bound: 38 | nc: 38 | ncall: 107433 | eff(%): 2.887 | loglstar: -inf < -112.753 < inf | logz: -145.977 +/- 0.566 | dlogz: 46.872 > 0.109
iter: 3103 | bound: 38 | nc: 38 | ncall: 107471 | eff(%): 2.887 | loglstar: -inf < -112.753 < inf | logz: -145.877 +/- 0.566 | dlogz: 46.758 > 0.109
iter: 3104 | bound: 38 | nc: 38 | ncall: 107509 | eff(%): 2.887 | loglstar: -inf < -112.441 < inf | logz: -145.772 +/- 0.566 | dlogz: 46.649 > 0.109
iter: 3105 | bound: 38 | nc: 38 | ncall: 107547 | eff(%): 2.887 | loglstar: -inf < -112.428 < inf | logz: -145.664 +/- 0.566 | dlogz: 46.534 > 0.109
iter: 3106 | bound: 38 | nc: 38 | ncall: 107585 | eff(%): 2.887 | loglstar: -inf < -112.224 < inf | logz: -145.555 +/- 0.566 | dlogz: 46.415 > 0.109
iter: 3107 | bound: 38 | nc: 38 | ncall: 107623 | eff(%): 2.887 | loglstar: -inf < -112.017 < inf | logz: -145.438 +/- 0.566 | dlogz: 46.297 > 0.109
iter: 3108 | bound: 38 | nc: 38 | ncall: 107661 | eff(%): 2.887 | loglstar: -inf < -111.931 < inf | logz: -145.319 +/- 0.566 | dlogz: 46.170 > 0.109
iter: 3109 | bound: 38 | nc: 38 | ncall: 107699 | eff(%): 2.887 | loglstar: -inf < -111.860 < inf | logz: -145.205 +/- 0.566 | dlogz: 46.041 > 0.109
iter: 3110 | bound: 38 | nc: 38 | ncall: 107737 | eff(%): 2.887 | loglstar: -inf < -111.640 < inf | logz: -145.089 +/- 0.566 | dlogz: 45.917 > 0.109
iter: 3111 | bound: 38 | nc: 38 | ncall: 107775 | eff(%): 2.887 | loglstar: -inf < -111.588 < inf | logz: -144.972 +/- 0.566 | dlogz: 45.791 > 0.109
iter: 3112 | bound: 38 | nc: 38 | ncall: 107813 | eff(%): 2.886 | loglstar: -inf < -111.107 < inf | logz: -144.835 +/- 0.567 | dlogz: 45.664 > 0.109
iter: 3113 | bound: 38 | nc: 38 | ncall: 107851 | eff(%): 2.886 | loglstar: -inf < -110.812 < inf | logz: -144.666 +/- 0.567 | dlogz: 45.517 > 0.109
iter: 3114 | bound: 38 | nc: 38 | ncall: 107889 | eff(%): 2.886 | loglstar: -inf < -110.694 < inf | logz: -144.495 +/- 0.568 | dlogz: 45.338 > 0.109
iter: 3115 | bound: 38 | nc: 38 | ncall: 107927 | eff(%): 2.886 | loglstar: -inf < -110.415 < inf | logz: -144.319 +/- 0.568 | dlogz: 45.157 > 0.109
iter: 3116 | bound: 38 | nc: 38 | ncall: 107965 | eff(%): 2.886 | loglstar: -inf < -109.983 < inf | logz: -144.112 +/- 0.569 | dlogz: 44.972 > 0.109
iter: 3117 | bound: 38 | nc: 38 | ncall: 108003 | eff(%): 2.886 | loglstar: -inf < -109.511 < inf | logz: -143.855 +/- 0.571 | dlogz: 44.754 > 0.109
iter: 3118 | bound: 38 | nc: 38 | ncall: 108041 | eff(%): 2.886 | loglstar: -inf < -109.244 < inf | logz: -143.579 +/- 0.572 | dlogz: 44.488 > 0.109
iter: 3119 | bound: 38 | nc: 38 | ncall: 108079 | eff(%): 2.886 | loglstar: -inf < -109.096 < inf | logz: -143.322 +/- 0.572 | dlogz: 44.201 > 0.109
iter: 3120 | bound: 38 | nc: 38 | ncall: 108117 | eff(%): 2.886 | loglstar: -inf < -108.976 < inf | logz: -143.094 +/- 0.573 | dlogz: 43.935 > 0.109
iter: 3121 | bound: 38 | nc: 38 | ncall: 108155 | eff(%): 2.886 | loglstar: -inf < -108.852 < inf | logz: -142.889 +/- 0.573 | dlogz: 43.697 > 0.109
iter: 3122 | bound: 38 | nc: 38 | ncall: 108193 | eff(%): 2.886 | loglstar: -inf < -108.793 < inf | logz: -142.706 +/- 0.573 | dlogz: 43.482 > 0.109
iter: 3123 | bound: 38 | nc: 38 | ncall: 108231 | eff(%): 2.885 | loglstar: -inf < -108.603 < inf | logz: -142.533 +/- 0.573 | dlogz: 43.288 > 0.109
iter: 3124 | bound: 38 | nc: 38 | ncall: 108269 | eff(%): 2.885 | loglstar: -inf < -108.044 < inf | logz: -142.321 +/- 0.573 | dlogz: 43.106 > 0.109
iter: 3125 | bound: 38 | nc: 38 | ncall: 108307 | eff(%): 2.885 | loglstar: -inf < -108.018 < inf | logz: -142.103 +/- 0.573 | dlogz: 42.884 > 0.109
iter: 3126 | bound: 38 | nc: 38 | ncall: 108345 | eff(%): 2.885 | loglstar: -inf < -107.974 < inf | logz: -141.919 +/- 0.573 | dlogz: 42.655 > 0.109
iter: 3127 | bound: 38 | nc: 38 | ncall: 108383 | eff(%): 2.885 | loglstar: -inf < -107.850 < inf | logz: -141.753 +/- 0.573 | dlogz: 42.462 > 0.109
iter: 3128 | bound: 38 | nc: 38 | ncall: 108421 | eff(%): 2.885 | loglstar: -inf < -107.755 < inf | logz: -141.597 +/- 0.573 | dlogz: 42.286 > 0.109
iter: 3129 | bound: 38 | nc: 38 | ncall: 108459 | eff(%): 2.885 | loglstar: -inf < -107.489 < inf | logz: -141.438 +/- 0.572 | dlogz: 42.120 > 0.109
iter: 3130 | bound: 38 | nc: 38 | ncall: 108497 | eff(%): 2.885 | loglstar: -inf < -107.367 < inf | logz: -141.276 +/- 0.572 | dlogz: 41.951 > 0.109
iter: 3131 | bound: 38 | nc: 38 | ncall: 108535 | eff(%): 2.885 | loglstar: -inf < -107.333 < inf | logz: -141.128 +/- 0.572 | dlogz: 41.779 > 0.109
iter: 3132 | bound: 38 | nc: 38 | ncall: 108573 | eff(%): 2.885 | loglstar: -inf < -106.988 < inf | logz: -140.973 +/- 0.572 | dlogz: 41.621 > 0.109
iter: 3133 | bound: 38 | nc: 38 | ncall: 108611 | eff(%): 2.885 | loglstar: -inf < -106.857 < inf | logz: -140.810 +/- 0.572 | dlogz: 41.456 > 0.109
iter: 3134 | bound: 38 | nc: 38 | ncall: 108649 | eff(%): 2.885 | loglstar: -inf < -106.788 < inf | logz: -140.657 +/- 0.572 | dlogz: 41.283 > 0.109
iter: 3135 | bound: 38 | nc: 38 | ncall: 108687 | eff(%): 2.884 | loglstar: -inf < -106.480 < inf | logz: -140.499 +/- 0.572 | dlogz: 41.120 > 0.109
iter: 3136 | bound: 38 | nc: 38 | ncall: 108725 | eff(%): 2.884 | loglstar: -inf < -106.269 < inf | logz: -140.328 +/- 0.572 | dlogz: 40.952 > 0.109
iter: 3137 | bound: 38 | nc: 38 | ncall: 108763 | eff(%): 2.884 | loglstar: -inf < -105.574 < inf | logz: -140.099 +/- 0.573 | dlogz: 40.772 > 0.109
iter: 3138 | bound: 38 | nc: 38 | ncall: 108801 | eff(%): 2.884 | loglstar: -inf < -105.375 < inf | logz: -139.836 +/- 0.574 | dlogz: 40.532 > 0.109
iter: 3139 | bound: 38 | nc: 38 | ncall: 108839 | eff(%): 2.884 | loglstar: -inf < -104.939 < inf | logz: -139.558 +/- 0.575 | dlogz: 40.259 > 0.109
iter: 3140 | bound: 38 | nc: 38 | ncall: 108877 | eff(%): 2.884 | loglstar: -inf < -104.917 < inf | logz: -139.299 +/- 0.575 | dlogz: 39.971 > 0.109
iter: 3141 | bound: 38 | nc: 38 | ncall: 108915 | eff(%): 2.884 | loglstar: -inf < -104.870 < inf | logz: -139.089 +/- 0.575 | dlogz: 39.703 > 0.109
iter: 3142 | bound: 38 | nc: 38 | ncall: 108953 | eff(%): 2.884 | loglstar: -inf < -104.720 < inf | logz: -138.901 +/- 0.575 | dlogz: 39.483 > 0.109
iter: 3143 | bound: 38 | nc: 38 | ncall: 108991 | eff(%): 2.884 | loglstar: -inf < -104.500 < inf | logz: -138.714 +/- 0.575 | dlogz: 39.284 > 0.109
iter: 3144 | bound: 38 | nc: 38 | ncall: 109029 | eff(%): 2.884 | loglstar: -inf < -103.815 < inf | logz: -138.468 +/- 0.575 | dlogz: 39.088 > 0.109
iter: 3145 | bound: 38 | nc: 38 | ncall: 109067 | eff(%): 2.884 | loglstar: -inf < -103.598 < inf | logz: -138.188 +/- 0.576 | dlogz: 38.831 > 0.109
iter: 3146 | bound: 38 | nc: 38 | ncall: 109105 | eff(%): 2.883 | loglstar: -inf < -103.571 < inf | logz: -137.949 +/- 0.576 | dlogz: 38.542 > 0.109
iter: 3147 | bound: 38 | nc: 38 | ncall: 109143 | eff(%): 2.883 | loglstar: -inf < -103.526 < inf | logz: -137.751 +/- 0.576 | dlogz: 38.292 > 0.109
iter: 3148 | bound: 38 | nc: 38 | ncall: 109181 | eff(%): 2.883 | loglstar: -inf < -103.418 < inf | logz: -137.575 +/- 0.576 | dlogz: 38.085 > 0.109
iter: 3149 | bound: 38 | nc: 38 | ncall: 109219 | eff(%): 2.883 | loglstar: -inf < -103.081 < inf | logz: -137.391 +/- 0.575 | dlogz: 37.899 > 0.109
iter: 3150 | bound: 38 | nc: 38 | ncall: 109257 | eff(%): 2.883 | loglstar: -inf < -103.074 < inf | logz: -137.213 +/- 0.575 | dlogz: 37.705 > 0.109
iter: 3151 | bound: 38 | nc: 38 | ncall: 109295 | eff(%): 2.883 | loglstar: -inf < -103.065 < inf | logz: -137.063 +/- 0.575 | dlogz: 37.517 > 0.109
iter: 3152 | bound: 38 | nc: 38 | ncall: 109333 | eff(%): 2.883 | loglstar: -inf < -103.029 < inf | logz: -136.930 +/- 0.575 | dlogz: 37.357 > 0.109
iter: 3153 | bound: 38 | nc: 38 | ncall: 109371 | eff(%): 2.883 | loglstar: -inf < -102.939 < inf | logz: -136.807 +/- 0.574 | dlogz: 37.214 > 0.109
iter: 3154 | bound: 38 | nc: 38 | ncall: 109409 | eff(%): 2.883 | loglstar: -inf < -102.923 < inf | logz: -136.693 +/- 0.574 | dlogz: 37.081 > 0.109
iter: 3155 | bound: 38 | nc: 38 | ncall: 109447 | eff(%): 2.883 | loglstar: -inf < -102.898 < inf | logz: -136.589 +/- 0.573 | dlogz: 36.957 > 0.109
iter: 3156 | bound: 38 | nc: 38 | ncall: 109485 | eff(%): 2.883 | loglstar: -inf < -102.628 < inf | logz: -136.482 +/- 0.573 | dlogz: 36.844 > 0.109
iter: 3157 | bound: 38 | nc: 38 | ncall: 109523 | eff(%): 2.882 | loglstar: -inf < -102.613 < inf | logz: -136.372 +/- 0.573 | dlogz: 36.726 > 0.109
iter: 3158 | bound: 38 | nc: 38 | ncall: 109561 | eff(%): 2.882 | loglstar: -inf < -102.490 < inf | logz: -136.268 +/- 0.573 | dlogz: 36.607 > 0.109
iter: 3159 | bound: 38 | nc: 38 | ncall: 109599 | eff(%): 2.882 | loglstar: -inf < -102.336 < inf | logz: -136.161 +/- 0.573 | dlogz: 36.492 > 0.109
iter: 3160 | bound: 38 | nc: 38 | ncall: 109637 | eff(%): 2.882 | loglstar: -inf < -102.226 < inf | logz: -136.053 +/- 0.572 | dlogz: 36.375 > 0.109
iter: 3161 | bound: 38 | nc: 38 | ncall: 109675 | eff(%): 2.882 | loglstar: -inf < -102.186 < inf | logz: -135.949 +/- 0.572 | dlogz: 36.257 > 0.109
iter: 3162 | bound: 38 | nc: 38 | ncall: 109713 | eff(%): 2.882 | loglstar: -inf < -101.965 < inf | logz: -135.843 +/- 0.572 | dlogz: 36.143 > 0.109
iter: 3163 | bound: 38 | nc: 38 | ncall: 109751 | eff(%): 2.882 | loglstar: -inf < -101.412 < inf | logz: -135.702 +/- 0.572 | dlogz: 36.027 > 0.109
iter: 3164 | bound: 38 | nc: 38 | ncall: 109789 | eff(%): 2.882 | loglstar: -inf < -101.409 < inf | logz: -135.548 +/- 0.573 | dlogz: 35.876 > 0.109
iter: 3165 | bound: 38 | nc: 38 | ncall: 109827 | eff(%): 2.882 | loglstar: -inf < -101.399 < inf | logz: -135.416 +/- 0.573 | dlogz: 35.713 > 0.109
iter: 3166 | bound: 39 | nc: 38 | ncall: 109865 | eff(%): 2.882 | loglstar: -inf < -101.357 < inf | logz: -135.297 +/- 0.573 | dlogz: 35.571 > 0.109
iter: 3167 | bound: 39 | nc: 38 | ncall: 109903 | eff(%): 2.882 | loglstar: -inf < -101.339 < inf | logz: -135.189 +/- 0.572 | dlogz: 35.442 > 0.109
iter: 3168 | bound: 39 | nc: 38 | ncall: 109941 | eff(%): 2.882 | loglstar: -inf < -101.040 < inf | logz: -135.075 +/- 0.572 | dlogz: 35.324 > 0.109
iter: 3169 | bound: 39 | nc: 38 | ncall: 109979 | eff(%): 2.881 | loglstar: -inf < -100.928 < inf | logz: -134.954 +/- 0.572 | dlogz: 35.200 > 0.109
iter: 3170 | bound: 39 | nc: 38 | ncall: 110017 | eff(%): 2.881 | loglstar: -inf < -100.926 < inf | logz: -134.841 +/- 0.572 | dlogz: 35.069 > 0.109
iter: 3171 | bound: 39 | nc: 38 | ncall: 110055 | eff(%): 2.881 | loglstar: -inf < -100.855 < inf | logz: -134.736 +/- 0.572 | dlogz: 34.946 > 0.109
iter: 3172 | bound: 39 | nc: 38 | ncall: 110093 | eff(%): 2.881 | loglstar: -inf < -100.771 < inf | logz: -134.636 +/- 0.572 | dlogz: 34.831 > 0.109
iter: 3173 | bound: 39 | nc: 38 | ncall: 110131 | eff(%): 2.881 | loglstar: -inf < -100.503 < inf | logz: -134.528 +/- 0.572 | dlogz: 35.173 > 0.109
iter: 3174 | bound: 39 | nc: 38 | ncall: 110169 | eff(%): 2.881 | loglstar: -inf < -100.370 < inf | logz: -134.412 +/- 0.572 | dlogz: 35.055 > 0.109
iter: 3175 | bound: 39 | nc: 38 | ncall: 110207 | eff(%): 2.881 | loglstar: -inf < -100.346 < inf | logz: -134.301 +/- 0.572 | dlogz: 34.929 > 0.109
iter: 3176 | bound: 39 | nc: 38 | ncall: 110245 | eff(%): 2.881 | loglstar: -inf < -100.313 < inf | logz: -134.199 +/- 0.572 | dlogz: 34.808 > 0.109
iter: 3177 | bound: 39 | nc: 38 | ncall: 110283 | eff(%): 2.881 | loglstar: -inf < -99.969 < inf | logz: -134.089 +/- 0.572 | dlogz: 34.697 > 0.109
iter: 3178 | bound: 39 | nc: 38 | ncall: 110321 | eff(%): 2.881 | loglstar: -inf < -99.922 < inf | logz: -133.972 +/- 0.572 | dlogz: 34.576 > 0.109
iter: 3179 | bound: 39 | nc: 38 | ncall: 110359 | eff(%): 2.881 | loglstar: -inf < -99.833 < inf | logz: -133.861 +/- 0.572 | dlogz: 34.449 > 0.109
iter: 3180 | bound: 39 | nc: 38 | ncall: 110397 | eff(%): 2.881 | loglstar: -inf < -99.782 < inf | logz: -133.755 +/- 0.572 | dlogz: 34.328 > 0.109
iter: 3181 | bound: 39 | nc: 38 | ncall: 110435 | eff(%): 2.880 | loglstar: -inf < -99.732 < inf | logz: -133.656 +/- 0.572 | dlogz: 34.213 > 0.109
iter: 3182 | bound: 39 | nc: 38 | ncall: 110473 | eff(%): 2.880 | loglstar: -inf < -99.652 < inf | logz: -133.561 +/- 0.572 | dlogz: 34.103 > 0.109
iter: 3183 | bound: 39 | nc: 38 | ncall: 110511 | eff(%): 2.880 | loglstar: -inf < -99.570 < inf | logz: -133.468 +/- 0.572 | dlogz: 33.998 > 0.109
iter: 3184 | bound: 39 | nc: 38 | ncall: 110549 | eff(%): 2.880 | loglstar: -inf < -99.540 < inf | logz: -133.379 +/- 0.572 | dlogz: 33.895 > 0.109
iter: 3185 | bound: 39 | nc: 38 | ncall: 110587 | eff(%): 2.880 | loglstar: -inf < -99.352 < inf | logz: -133.289 +/- 0.572 | dlogz: 33.797 > 0.109
iter: 3186 | bound: 39 | nc: 38 | ncall: 110625 | eff(%): 2.880 | loglstar: -inf < -99.266 < inf | logz: -133.195 +/- 0.572 | dlogz: 33.696 > 0.109
iter: 3187 | bound: 39 | nc: 38 | ncall: 110663 | eff(%): 2.880 | loglstar: -inf < -99.253 < inf | logz: -133.107 +/- 0.572 | dlogz: 33.593 > 0.109
iter: 3188 | bound: 39 | nc: 38 | ncall: 110701 | eff(%): 2.880 | loglstar: -inf < -99.190 < inf | logz: -133.024 +/- 0.572 | dlogz: 33.495 > 0.109
iter: 3189 | bound: 39 | nc: 38 | ncall: 110739 | eff(%): 2.880 | loglstar: -inf < -99.134 < inf | logz: -132.943 +/- 0.572 | dlogz: 33.402 > 0.109
iter: 3190 | bound: 39 | nc: 38 | ncall: 110777 | eff(%): 2.880 | loglstar: -inf < -98.999 < inf | logz: -132.862 +/- 0.572 | dlogz: 33.311 > 0.109
iter: 3191 | bound: 39 | nc: 38 | ncall: 110815 | eff(%): 2.880 | loglstar: -inf < -98.864 < inf | logz: -132.777 +/- 0.572 | dlogz: 33.220 > 0.109
iter: 3192 | bound: 39 | nc: 38 | ncall: 110853 | eff(%): 2.879 | loglstar: -inf < -98.842 < inf | logz: -132.694 +/- 0.572 | dlogz: 33.125 > 0.109
iter: 3193 | bound: 39 | nc: 38 | ncall: 110891 | eff(%): 2.879 | loglstar: -inf < -98.763 < inf | logz: -132.614 +/- 0.572 | dlogz: 33.032 > 0.109
iter: 3194 | bound: 39 | nc: 38 | ncall: 110929 | eff(%): 2.879 | loglstar: -inf < -98.720 < inf | logz: -132.536 +/- 0.572 | dlogz: 32.942 > 0.109
iter: 3195 | bound: 39 | nc: 38 | ncall: 110967 | eff(%): 2.879 | loglstar: -inf < -98.347 < inf | logz: -132.447 +/- 0.572 | dlogz: 32.854 > 0.109
iter: 3196 | bound: 39 | nc: 38 | ncall: 111005 | eff(%): 2.879 | loglstar: -inf < -98.219 < inf | logz: -132.346 +/- 0.572 | dlogz: 32.756 > 0.109
iter: 3197 | bound: 39 | nc: 38 | ncall: 111043 | eff(%): 2.879 | loglstar: -inf < -98.186 < inf | logz: -132.248 +/- 0.572 | dlogz: 32.645 > 0.109
iter: 3198 | bound: 39 | nc: 38 | ncall: 111081 | eff(%): 2.879 | loglstar: -inf < -98.074 < inf | logz: -132.153 +/- 0.572 | dlogz: 32.537 > 0.109
iter: 3199 | bound: 39 | nc: 38 | ncall: 111119 | eff(%): 2.879 | loglstar: -inf < -97.972 < inf | logz: -132.058 +/- 0.572 | dlogz: 32.432 > 0.109
iter: 3200 | bound: 39 | nc: 38 | ncall: 111157 | eff(%): 2.879 | loglstar: -inf < -97.871 < inf | logz: -131.963 +/- 0.572 | dlogz: 32.327 > 0.109
iter: 3201 | bound: 39 | nc: 38 | ncall: 111195 | eff(%): 2.879 | loglstar: -inf < -97.787 < inf | logz: -131.870 +/- 0.572 | dlogz: 32.222 > 0.109
iter: 3202 | bound: 39 | nc: 38 | ncall: 111233 | eff(%): 2.879 | loglstar: -inf < -97.762 < inf | logz: -131.781 +/- 0.572 | dlogz: 32.119 > 0.109
iter: 3203 | bound: 39 | nc: 38 | ncall: 111271 | eff(%): 2.879 | loglstar: -inf < -97.745 < inf | logz: -131.698 +/- 0.572 | dlogz: 32.019 > 0.109
iter: 3204 | bound: 39 | nc: 38 | ncall: 111309 | eff(%): 2.878 | loglstar: -inf < -97.668 < inf | logz: -131.619 +/- 0.572 | dlogz: 31.927 > 0.109
iter: 3205 | bound: 39 | nc: 38 | ncall: 111347 | eff(%): 2.878 | loglstar: -inf < -97.282 < inf | logz: -131.526 +/- 0.572 | dlogz: 31.838 > 0.109
iter: 3206 | bound: 39 | nc: 38 | ncall: 111385 | eff(%): 2.878 | loglstar: -inf < -97.095 < inf | logz: -131.418 +/- 0.573 | dlogz: 31.735 > 0.109
iter: 3207 | bound: 39 | nc: 38 | ncall: 111423 | eff(%): 2.878 | loglstar: -inf < -97.063 < inf | logz: -131.310 +/- 0.573 | dlogz: 31.617 > 0.109
iter: 3208 | bound: 39 | nc: 38 | ncall: 111461 | eff(%): 2.878 | loglstar: -inf < -96.971 < inf | logz: -131.208 +/- 0.573 | dlogz: 31.499 > 0.109
iter: 3209 | bound: 39 | nc: 38 | ncall: 111499 | eff(%): 2.878 | loglstar: -inf < -96.860 < inf | logz: -131.107 +/- 0.573 | dlogz: 31.387 > 0.109
iter: 3210 | bound: 39 | nc: 38 | ncall: 111537 | eff(%): 2.878 | loglstar: -inf < -96.695 < inf | logz: -131.004 +/- 0.573 | dlogz: 31.277 > 0.109
iter: 3211 | bound: 39 | nc: 38 | ncall: 111575 | eff(%): 2.878 | loglstar: -inf < -96.575 < inf | logz: -130.897 +/- 0.574 | dlogz: 31.163 > 0.109
iter: 3212 | bound: 39 | nc: 38 | ncall: 111613 | eff(%): 2.878 | loglstar: -inf < -96.506 < inf | logz: -130.793 +/- 0.574 | dlogz: 31.046 > 0.109
iter: 3213 | bound: 39 | nc: 38 | ncall: 111651 | eff(%): 2.878 | loglstar: -inf < -96.238 < inf | logz: -130.682 +/- 0.574 | dlogz: 30.932 > 0.109
iter: 3214 | bound: 39 | nc: 38 | ncall: 111689 | eff(%): 2.878 | loglstar: -inf < -96.208 < inf | logz: -130.570 +/- 0.574 | dlogz: 30.812 > 0.109
iter: 3215 | bound: 39 | nc: 38 | ncall: 111727 | eff(%): 2.878 | loglstar: -inf < -96.126 < inf | logz: -130.464 +/- 0.574 | dlogz: 30.689 > 0.109
iter: 3216 | bound: 39 | nc: 38 | ncall: 111765 | eff(%): 2.877 | loglstar: -inf < -96.120 < inf | logz: -130.365 +/- 0.574 | dlogz: 30.573 > 0.109
iter: 3217 | bound: 39 | nc: 38 | ncall: 111803 | eff(%): 2.877 | loglstar: -inf < -95.984 < inf | logz: -130.270 +/- 0.574 | dlogz: 34.513 > 0.109
iter: 3218 | bound: 39 | nc: 38 | ncall: 111841 | eff(%): 2.877 | loglstar: -inf < -95.936 < inf | logz: -130.176 +/- 0.574 | dlogz: 34.407 > 0.109
iter: 3219 | bound: 39 | nc: 38 | ncall: 111879 | eff(%): 2.877 | loglstar: -inf < -95.707 < inf | logz: -130.078 +/- 0.575 | dlogz: 34.303 > 0.109
iter: 3220 | bound: 39 | nc: 38 | ncall: 111917 | eff(%): 2.877 | loglstar: -inf < -95.676 < inf | logz: -129.979 +/- 0.575 | dlogz: 34.196 > 0.109
iter: 3221 | bound: 39 | nc: 38 | ncall: 111955 | eff(%): 2.877 | loglstar: -inf < -95.628 < inf | logz: -129.886 +/- 0.575 | dlogz: 34.086 > 0.109
iter: 3222 | bound: 39 | nc: 38 | ncall: 111993 | eff(%): 2.877 | loglstar: -inf < -95.592 < inf | logz: -129.798 +/- 0.575 | dlogz: 33.983 > 0.109
iter: 3223 | bound: 40 | nc: 38 | ncall: 112031 | eff(%): 2.877 | loglstar: -inf < -95.565 < inf | logz: -129.716 +/- 0.575 | dlogz: 33.886 > 0.109
iter: 3224 | bound: 40 | nc: 38 | ncall: 112069 | eff(%): 2.877 | loglstar: -inf < -95.494 < inf | logz: -129.637 +/- 0.574 | dlogz: 33.794 > 0.109
iter: 3225 | bound: 40 | nc: 38 | ncall: 112107 | eff(%): 2.877 | loglstar: -inf < -95.409 < inf | logz: -129.559 +/- 0.574 | dlogz: 33.705 > 0.109
iter: 3226 | bound: 40 | nc: 38 | ncall: 112145 | eff(%): 2.877 | loglstar: -inf < -95.275 < inf | logz: -129.479 +/- 0.574 | dlogz: 33.617 > 0.109
iter: 3227 | bound: 40 | nc: 38 | ncall: 112183 | eff(%): 2.877 | loglstar: -inf < -94.757 < inf | logz: -129.376 +/- 0.575 | dlogz: 33.527 > 0.109
iter: 3228 | bound: 40 | nc: 38 | ncall: 112221 | eff(%): 2.876 | loglstar: -inf < -94.651 < inf | logz: -129.255 +/- 0.575 | dlogz: 33.414 > 0.109
iter: 3229 | bound: 40 | nc: 38 | ncall: 112259 | eff(%): 2.876 | loglstar: -inf < -94.617 < inf | logz: -129.141 +/- 0.575 | dlogz: 33.283 > 0.109
iter: 3230 | bound: 40 | nc: 38 | ncall: 112297 | eff(%): 2.876 | loglstar: -inf < -94.394 < inf | logz: -129.026 +/- 0.575 | dlogz: 33.159 > 0.109
iter: 3231 | bound: 40 | nc: 38 | ncall: 112335 | eff(%): 2.876 | loglstar: -inf < -94.295 < inf | logz: -128.907 +/- 0.576 | dlogz: 33.034 > 0.109
iter: 3232 | bound: 40 | nc: 38 | ncall: 112373 | eff(%): 2.876 | loglstar: -inf < -94.162 < inf | logz: -128.790 +/- 0.576 | dlogz: 32.906 > 0.109
iter: 3233 | bound: 40 | nc: 38 | ncall: 112411 | eff(%): 2.876 | loglstar: -inf < -93.796 < inf | logz: -128.657 +/- 0.576 | dlogz: 32.779 > 0.109
iter: 3234 | bound: 40 | nc: 38 | ncall: 112449 | eff(%): 2.876 | loglstar: -inf < -93.757 < inf | logz: -128.518 +/- 0.577 | dlogz: 32.635 > 0.109
iter: 3235 | bound: 40 | nc: 38 | ncall: 112487 | eff(%): 2.876 | loglstar: -inf < -93.751 < inf | logz: -128.395 +/- 0.577 | dlogz: 32.487 > 0.109
iter: 3236 | bound: 40 | nc: 38 | ncall: 112525 | eff(%): 2.876 | loglstar: -inf < -93.705 < inf | logz: -128.283 +/- 0.577 | dlogz: 32.353 > 0.109
iter: 3237 | bound: 40 | nc: 38 | ncall: 112563 | eff(%): 2.876 | loglstar: -inf < -93.696 < inf | logz: -128.182 +/- 0.577 | dlogz: 32.232 > 0.109
iter: 3238 | bound: 40 | nc: 38 | ncall: 112601 | eff(%): 2.876 | loglstar: -inf < -93.613 < inf | logz: -128.086 +/- 0.577 | dlogz: 39.261 > 0.109
iter: 3239 | bound: 40 | nc: 38 | ncall: 112639 | eff(%): 2.876 | loglstar: -inf < -93.258 < inf | logz: -127.978 +/- 0.577 | dlogz: 39.155 > 0.109
iter: 3240 | bound: 40 | nc: 38 | ncall: 112677 | eff(%): 2.875 | loglstar: -inf < -93.184 < inf | logz: -127.861 +/- 0.577 | dlogz: 39.037 > 0.109
iter: 3241 | bound: 40 | nc: 38 | ncall: 112715 | eff(%): 2.875 | loglstar: -inf < -93.183 < inf | logz: -127.753 +/- 0.577 | dlogz: 38.911 > 0.109
iter: 3242 | bound: 40 | nc: 38 | ncall: 112753 | eff(%): 2.875 | loglstar: -inf < -93.127 < inf | logz: -127.655 +/- 0.577 | dlogz: 38.793 > 0.109
iter: 3243 | bound: 40 | nc: 38 | ncall: 112791 | eff(%): 2.875 | loglstar: -inf < -93.013 < inf | logz: -127.558 +/- 0.577 | dlogz: 38.685 > 0.109
iter: 3244 | bound: 40 | nc: 38 | ncall: 112829 | eff(%): 2.875 | loglstar: -inf < -92.888 < inf | logz: -127.460 +/- 0.577 | dlogz: 38.578 > 0.109
iter: 3245 | bound: 40 | nc: 38 | ncall: 112867 | eff(%): 2.875 | loglstar: -inf < -92.830 < inf | logz: -127.364 +/- 0.577 | dlogz: 38.470 > 0.109
iter: 3246 | bound: 40 | nc: 38 | ncall: 112905 | eff(%): 2.875 | loglstar: -inf < -92.785 < inf | logz: -127.273 +/- 0.577 | dlogz: 38.364 > 0.109
iter: 3247 | bound: 40 | nc: 38 | ncall: 112943 | eff(%): 2.875 | loglstar: -inf < -92.777 < inf | logz: -127.188 +/- 0.577 | dlogz: 38.263 > 0.109
iter: 3248 | bound: 40 | nc: 38 | ncall: 112981 | eff(%): 2.875 | loglstar: -inf < -92.637 < inf | logz: -127.105 +/- 0.577 | dlogz: 38.168 > 0.109
iter: 3249 | bound: 40 | nc: 38 | ncall: 113019 | eff(%): 2.875 | loglstar: -inf < -92.547 < inf | logz: -127.019 +/- 0.577 | dlogz: 38.075 > 0.109
iter: 3250 | bound: 40 | nc: 38 | ncall: 113057 | eff(%): 2.875 | loglstar: -inf < -92.412 < inf | logz: -126.933 +/- 0.577 | dlogz: 37.980 > 0.109
iter: 3251 | bound: 40 | nc: 38 | ncall: 113095 | eff(%): 2.875 | loglstar: -inf < -92.386 < inf | logz: -126.848 +/- 0.577 | dlogz: 37.883 > 0.109
iter: 3252 | bound: 41 | nc: 38 | ncall: 113133 | eff(%): 2.874 | loglstar: -inf < -92.115 < inf | logz: -126.757 +/- 0.577 | dlogz: 37.788 > 0.109
iter: 3253 | bound: 41 | nc: 38 | ncall: 113171 | eff(%): 2.874 | loglstar: -inf < -92.105 < inf | logz: -126.664 +/- 0.577 | dlogz: 37.688 > 0.109
iter: 3254 | bound: 41 | nc: 38 | ncall: 113209 | eff(%): 2.874 | loglstar: -inf < -92.021 < inf | logz: -126.576 +/- 0.577 | dlogz: 37.585 > 0.109
iter: 3255 | bound: 41 | nc: 38 | ncall: 113247 | eff(%): 2.874 | loglstar: -inf < -91.793 < inf | logz: -126.482 +/- 0.577 | dlogz: 37.486 > 0.109
iter: 3256 | bound: 41 | nc: 38 | ncall: 113285 | eff(%): 2.874 | loglstar: -inf < -91.405 < inf | logz: -126.367 +/- 0.577 | dlogz: 37.383 > 0.109
iter: 3257 | bound: 41 | nc: 38 | ncall: 113323 | eff(%): 2.874 | loglstar: -inf < -91.352 < inf | logz: -126.243 +/- 0.578 | dlogz: 37.257 > 0.109
iter: 3258 | bound: 41 | nc: 38 | ncall: 113361 | eff(%): 2.874 | loglstar: -inf < -91.146 < inf | logz: -126.119 +/- 0.578 | dlogz: 37.124 > 0.109
iter: 3259 | bound: 41 | nc: 38 | ncall: 113399 | eff(%): 2.874 | loglstar: -inf < -91.032 < inf | logz: -125.992 +/- 0.578 | dlogz: 36.990 > 0.109
iter: 3260 | bound: 41 | nc: 38 | ncall: 113437 | eff(%): 2.874 | loglstar: -inf < -91.014 < inf | logz: -125.874 +/- 0.579 | dlogz: 36.853 > 0.109
iter: 3261 | bound: 41 | nc: 38 | ncall: 113475 | eff(%): 2.874 | loglstar: -inf < -90.829 < inf | logz: -125.758 +/- 0.579 | dlogz: 36.725 > 0.109
iter: 3262 | bound: 41 | nc: 38 | ncall: 113513 | eff(%): 2.874 | loglstar: -inf < -90.822 < inf | logz: -125.646 +/- 0.579 | dlogz: 36.599 > 0.109
iter: 3263 | bound: 41 | nc: 38 | ncall: 113551 | eff(%): 2.874 | loglstar: -inf < -90.709 < inf | logz: -125.540 +/- 0.579 | dlogz: 36.477 > 0.109
iter: 3264 | bound: 41 | nc: 38 | ncall: 113589 | eff(%): 2.874 | loglstar: -inf < -90.702 < inf | logz: -125.440 +/- 0.579 | dlogz: 36.361 > 0.109
iter: 3265 | bound: 41 | nc: 38 | ncall: 113627 | eff(%): 2.873 | loglstar: -inf < -90.420 < inf | logz: -125.335 +/- 0.579 | dlogz: 36.251 > 0.109
iter: 3266 | bound: 41 | nc: 38 | ncall: 113665 | eff(%): 2.873 | loglstar: -inf < -90.397 < inf | logz: -125.228 +/- 0.579 | dlogz: 36.136 > 0.109
iter: 3267 | bound: 41 | nc: 38 | ncall: 113703 | eff(%): 2.873 | loglstar: -inf < -90.153 < inf | logz: -125.118 +/- 0.579 | dlogz: 36.019 > 0.109
iter: 3268 | bound: 41 | nc: 38 | ncall: 113741 | eff(%): 2.873 | loglstar: -inf < -90.115 < inf | logz: -125.007 +/- 0.579 | dlogz: 35.899 > 0.109
iter: 3269 | bound: 41 | nc: 38 | ncall: 113779 | eff(%): 2.873 | loglstar: -inf < -90.056 < inf | logz: -124.903 +/- 0.579 | dlogz: 35.778 > 0.109
iter: 3270 | bound: 41 | nc: 38 | ncall: 113817 | eff(%): 2.873 | loglstar: -inf < -89.886 < inf | logz: -124.799 +/- 0.580 | dlogz: 35.664 > 0.109
iter: 3271 | bound: 41 | nc: 38 | ncall: 113855 | eff(%): 2.873 | loglstar: -inf < -89.584 < inf | logz: -124.681 +/- 0.580 | dlogz: 35.550 > 0.109
iter: 3272 | bound: 41 | nc: 38 | ncall: 113893 | eff(%): 2.873 | loglstar: -inf < -89.543 < inf | logz: -124.559 +/- 0.580 | dlogz: 35.422 > 0.109
iter: 3273 | bound: 41 | nc: 38 | ncall: 113931 | eff(%): 2.873 | loglstar: -inf < -89.426 < inf | logz: -124.443 +/- 0.580 | dlogz: 35.291 > 0.109
iter: 3274 | bound: 41 | nc: 38 | ncall: 113969 | eff(%): 2.873 | loglstar: -inf < -89.391 < inf | logz: -124.333 +/- 0.580 | dlogz: 35.165 > 0.109
iter: 3275 | bound: 41 | nc: 38 | ncall: 114007 | eff(%): 2.873 | loglstar: -inf < -89.256 < inf | logz: -124.226 +/- 0.580 | dlogz: 37.351 > 0.109
iter: 3276 | bound: 41 | nc: 38 | ncall: 114045 | eff(%): 2.873 | loglstar: -inf < -89.179 < inf | logz: -124.120 +/- 0.580 | dlogz: 37.234 > 0.109
iter: 3277 | bound: 41 | nc: 38 | ncall: 114083 | eff(%): 2.872 | loglstar: -inf < -89.120 < inf | logz: -124.020 +/- 0.580 | dlogz: 37.118 > 0.109
iter: 3278 | bound: 41 | nc: 38 | ncall: 114121 | eff(%): 2.872 | loglstar: -inf < -89.067 < inf | logz: -123.924 +/- 0.580 | dlogz: 37.007 > 0.109
iter: 3279 | bound: 41 | nc: 38 | ncall: 114159 | eff(%): 2.872 | loglstar: -inf < -89.050 < inf | logz: -123.834 +/- 0.580 | dlogz: 36.902 > 0.109
iter: 3280 | bound: 41 | nc: 38 | ncall: 114197 | eff(%): 2.872 | loglstar: -inf < -89.006 < inf | logz: -123.750 +/- 0.580 | dlogz: 36.802 > 0.109
iter: 3281 | bound: 41 | nc: 38 | ncall: 114235 | eff(%): 2.872 | loglstar: -inf < -88.967 < inf | logz: -123.671 +/- 0.580 | dlogz: 36.708 > 0.109
iter: 3282 | bound: 41 | nc: 38 | ncall: 114273 | eff(%): 2.872 | loglstar: -inf < -88.829 < inf | logz: -123.591 +/- 0.580 | dlogz: 36.619 > 0.109
iter: 3283 | bound: 41 | nc: 38 | ncall: 114311 | eff(%): 2.872 | loglstar: -inf < -88.559 < inf | logz: -123.501 +/- 0.580 | dlogz: 36.529 > 0.109
iter: 3284 | bound: 41 | nc: 38 | ncall: 114349 | eff(%): 2.872 | loglstar: -inf < -88.515 < inf | logz: -123.407 +/- 0.580 | dlogz: 36.429 > 0.109
iter: 3285 | bound: 41 | nc: 38 | ncall: 114387 | eff(%): 2.872 | loglstar: -inf < -88.503 < inf | logz: -123.320 +/- 0.580 | dlogz: 36.326 > 0.109
iter: 3286 | bound: 41 | nc: 38 | ncall: 114425 | eff(%): 2.872 | loglstar: -inf < -88.392 < inf | logz: -123.236 +/- 0.580 | dlogz: 36.228 > 0.109
iter: 3287 | bound: 41 | nc: 38 | ncall: 114463 | eff(%): 2.872 | loglstar: -inf < -88.388 < inf | logz: -123.154 +/- 0.580 | dlogz: 36.134 > 0.109
iter: 3288 | bound: 41 | nc: 38 | ncall: 114501 | eff(%): 2.872 | loglstar: -inf < -88.128 < inf | logz: -123.069 +/- 0.580 | dlogz: 36.043 > 0.109
iter: 3289 | bound: 41 | nc: 38 | ncall: 114539 | eff(%): 2.872 | loglstar: -inf < -88.126 < inf | logz: -122.981 +/- 0.580 | dlogz: 35.947 > 0.109
iter: 3290 | bound: 41 | nc: 38 | ncall: 114577 | eff(%): 2.871 | loglstar: -inf < -88.022 < inf | logz: -122.897 +/- 0.580 | dlogz: 35.850 > 0.109
iter: 3291 | bound: 41 | nc: 38 | ncall: 114615 | eff(%): 2.871 | loglstar: -inf < -87.843 < inf | logz: -122.809 +/- 0.580 | dlogz: 35.756 > 0.109
iter: 3292 | bound: 41 | nc: 38 | ncall: 114653 | eff(%): 2.871 | loglstar: -inf < -87.696 < inf | logz: -122.715 +/- 0.580 | dlogz: 35.658 > 0.109
iter: 3293 | bound: 41 | nc: 38 | ncall: 114691 | eff(%): 2.871 | loglstar: -inf < -87.441 < inf | logz: -122.612 +/- 0.580 | dlogz: 35.554 > 0.109
iter: 3294 | bound: 41 | nc: 38 | ncall: 114729 | eff(%): 2.871 | loglstar: -inf < -87.415 < inf | logz: -122.507 +/- 0.580 | dlogz: 35.441 > 0.109
iter: 3295 | bound: 41 | nc: 38 | ncall: 114767 | eff(%): 2.871 | loglstar: -inf < -87.385 < inf | logz: -122.410 +/- 0.581 | dlogz: 35.325 > 0.109
iter: 3296 | bound: 41 | nc: 38 | ncall: 114805 | eff(%): 2.871 | loglstar: -inf < -86.966 < inf | logz: -122.299 +/- 0.581 | dlogz: 35.219 > 0.109
iter: 3297 | bound: 41 | nc: 38 | ncall: 114843 | eff(%): 2.871 | loglstar: -inf < -86.770 < inf | logz: -122.170 +/- 0.581 | dlogz: 35.098 > 0.109
iter: 3298 | bound: 41 | nc: 38 | ncall: 114881 | eff(%): 2.871 | loglstar: -inf < -86.435 < inf | logz: -122.022 +/- 0.582 | dlogz: 34.958 > 0.109
iter: 3299 | bound: 41 | nc: 38 | ncall: 114919 | eff(%): 2.871 | loglstar: -inf < -86.331 < inf | logz: -121.868 +/- 0.582 | dlogz: 34.801 > 0.109
iter: 3300 | bound: 41 | nc: 38 | ncall: 114957 | eff(%): 2.871 | loglstar: -inf < -86.117 < inf | logz: -121.714 +/- 0.583 | dlogz: 34.637 > 0.109
iter: 3301 | bound: 41 | nc: 38 | ncall: 114995 | eff(%): 2.871 | loglstar: -inf < -86.049 < inf | logz: -121.564 +/- 0.583 | dlogz: 34.473 > 0.109
iter: 3302 | bound: 41 | nc: 38 | ncall: 115033 | eff(%): 2.870 | loglstar: -inf < -85.812 < inf | logz: -121.414 +/- 0.584 | dlogz: 34.313 > 0.109
iter: 3303 | bound: 41 | nc: 38 | ncall: 115071 | eff(%): 2.870 | loglstar: -inf < -85.772 < inf | logz: -121.268 +/- 0.584 | dlogz: 34.153 > 0.109
iter: 3304 | bound: 41 | nc: 38 | ncall: 115109 | eff(%): 2.870 | loglstar: -inf < -85.737 < inf | logz: -121.137 +/- 0.584 | dlogz: 33.997 > 0.109
iter: 3305 | bound: 41 | nc: 38 | ncall: 115147 | eff(%): 2.870 | loglstar: -inf < -85.720 < inf | logz: -121.020 +/- 0.584 | dlogz: 33.856 > 0.109
iter: 3306 | bound: 41 | nc: 38 | ncall: 115185 | eff(%): 2.870 | loglstar: -inf < -85.380 < inf | logz: -120.895 +/- 0.584 | dlogz: 33.729 > 0.109
iter: 3307 | bound: 41 | nc: 38 | ncall: 115223 | eff(%): 2.870 | loglstar: -inf < -85.355 < inf | logz: -120.766 +/- 0.584 | dlogz: 33.594 > 0.109
iter: 3308 | bound: 41 | nc: 38 | ncall: 115261 | eff(%): 2.870 | loglstar: -inf < -85.308 < inf | logz: -120.649 +/- 0.584 | dlogz: 33.456 > 0.109
iter: 3309 | bound: 41 | nc: 38 | ncall: 115299 | eff(%): 2.870 | loglstar: -inf < -85.142 < inf | logz: -120.534 +/- 0.584 | dlogz: 37.695 > 0.109
iter: 3310 | bound: 41 | nc: 38 | ncall: 115337 | eff(%): 2.870 | loglstar: -inf < -84.992 < inf | logz: -120.416 +/- 0.584 | dlogz: 37.570 > 0.109
iter: 3311 | bound: 41 | nc: 38 | ncall: 115375 | eff(%): 2.870 | loglstar: -inf < -84.914 < inf | logz: -120.299 +/- 0.584 | dlogz: 37.441 > 0.109
iter: 3312 | bound: 41 | nc: 38 | ncall: 115413 | eff(%): 2.870 | loglstar: -inf < -84.633 < inf | logz: -120.175 +/- 0.584 | dlogz: 37.315 > 0.109
iter: 3313 | bound: 41 | nc: 38 | ncall: 115451 | eff(%): 2.870 | loglstar: -inf < -84.439 < inf | logz: -120.039 +/- 0.585 | dlogz: 37.181 > 0.109
iter: 3314 | bound: 41 | nc: 38 | ncall: 115489 | eff(%): 2.870 | loglstar: -inf < -84.429 < inf | logz: -119.909 +/- 0.585 | dlogz: 37.035 > 0.109
iter: 3315 | bound: 41 | nc: 38 | ncall: 115527 | eff(%): 2.869 | loglstar: -inf < -84.277 < inf | logz: -119.786 +/- 0.585 | dlogz: 36.895 > 0.109
iter: 3316 | bound: 41 | nc: 38 | ncall: 115565 | eff(%): 2.869 | loglstar: -inf < -84.124 < inf | logz: -119.661 +/- 0.585 | dlogz: 36.762 > 0.109
iter: 3317 | bound: 41 | nc: 38 | ncall: 115603 | eff(%): 2.869 | loglstar: -inf < -84.054 < inf | logz: -119.538 +/- 0.585 | dlogz: 36.627 > 0.109
iter: 3318 | bound: 41 | nc: 38 | ncall: 115641 | eff(%): 2.869 | loglstar: -inf < -84.044 < inf | logz: -119.426 +/- 0.585 | dlogz: 36.494 > 0.109
iter: 3319 | bound: 41 | nc: 38 | ncall: 115679 | eff(%): 2.869 | loglstar: -inf < -84.001 < inf | logz: -119.324 +/- 0.585 | dlogz: 36.372 > 0.109
iter: 3320 | bound: 41 | nc: 38 | ncall: 115717 | eff(%): 2.869 | loglstar: -inf < -83.958 < inf | logz: -119.228 +/- 0.585 | dlogz: 36.260 > 0.109
iter: 3321 | bound: 41 | nc: 38 | ncall: 115755 | eff(%): 2.869 | loglstar: -inf < -83.810 < inf | logz: -119.133 +/- 0.585 | dlogz: 36.154 > 0.109
iter: 3322 | bound: 41 | nc: 38 | ncall: 115793 | eff(%): 2.869 | loglstar: -inf < -83.786 < inf | logz: -119.040 +/- 0.585 | dlogz: 36.049 > 0.109
iter: 3323 | bound: 41 | nc: 38 | ncall: 115831 | eff(%): 2.869 | loglstar: -inf < -83.727 < inf | logz: -118.952 +/- 0.584 | dlogz: 35.946 > 0.109
iter: 3324 | bound: 41 | nc: 38 | ncall: 115869 | eff(%): 2.869 | loglstar: -inf < -83.695 < inf | logz: -118.868 +/- 0.584 | dlogz: 35.848 > 0.109
iter: 3325 | bound: 41 | nc: 38 | ncall: 115907 | eff(%): 2.869 | loglstar: -inf < -83.687 < inf | logz: -118.790 +/- 0.584 | dlogz: 35.755 > 0.109
iter: 3326 | bound: 41 | nc: 38 | ncall: 115945 | eff(%): 2.869 | loglstar: -inf < -83.582 < inf | logz: -118.715 +/- 0.584 | dlogz: 35.667 > 0.109
iter: 3327 | bound: 41 | nc: 38 | ncall: 115983 | eff(%): 2.869 | loglstar: -inf < -83.541 < inf | logz: -118.640 +/- 0.584 | dlogz: 35.581 > 0.109
iter: 3328 | bound: 41 | nc: 38 | ncall: 116021 | eff(%): 2.868 | loglstar: -inf < -83.347 < inf | logz: -118.563 +/- 0.584 | dlogz: 35.497 > 0.109
iter: 3329 | bound: 41 | nc: 38 | ncall: 116059 | eff(%): 2.868 | loglstar: -inf < -83.189 < inf | logz: -118.479 +/- 0.584 | dlogz: 35.409 > 0.109
iter: 3330 | bound: 41 | nc: 38 | ncall: 116097 | eff(%): 2.868 | loglstar: -inf < -83.175 < inf | logz: -118.395 +/- 0.584 | dlogz: 35.315 > 0.109
iter: 3331 | bound: 41 | nc: 38 | ncall: 116135 | eff(%): 2.868 | loglstar: -inf < -83.155 < inf | logz: -118.318 +/- 0.584 | dlogz: 35.222 > 0.109
iter: 3332 | bound: 41 | nc: 38 | ncall: 116173 | eff(%): 2.868 | loglstar: -inf < -83.024 < inf | logz: -118.241 +/- 0.584 | dlogz: 35.135 > 0.109
iter: 3333 | bound: 41 | nc: 38 | ncall: 116211 | eff(%): 2.868 | loglstar: -inf < -82.851 < inf | logz: -118.160 +/- 0.584 | dlogz: 35.048 > 0.109
iter: 3334 | bound: 41 | nc: 38 | ncall: 116249 | eff(%): 2.868 | loglstar: -inf < -82.701 < inf | logz: -118.072 +/- 0.584 | dlogz: 34.957 > 0.109
iter: 3335 | bound: 41 | nc: 38 | ncall: 116287 | eff(%): 2.868 | loglstar: -inf < -82.676 < inf | logz: -117.986 +/- 0.584 | dlogz: 34.859 > 0.109
iter: 3336 | bound: 41 | nc: 38 | ncall: 116325 | eff(%): 2.868 | loglstar: -inf < -82.594 < inf | logz: -117.903 +/- 0.584 | dlogz: 34.763 > 0.109
iter: 3337 | bound: 41 | nc: 38 | ncall: 116363 | eff(%): 2.868 | loglstar: -inf < -82.568 < inf | logz: -117.823 +/- 0.584 | dlogz: 34.670 > 0.109
iter: 3338 | bound: 41 | nc: 38 | ncall: 116401 | eff(%): 2.868 | loglstar: -inf < -82.536 < inf | logz: -117.748 +/- 0.584 | dlogz: 34.581 > 0.109
iter: 3339 | bound: 41 | nc: 38 | ncall: 116439 | eff(%): 2.868 | loglstar: -inf < -82.486 < inf | logz: -117.676 +/- 0.584 | dlogz: 34.495 > 0.109
iter: 3340 | bound: 41 | nc: 38 | ncall: 116477 | eff(%): 2.868 | loglstar: -inf < -82.215 < inf | logz: -117.598 +/- 0.584 | dlogz: 34.413 > 0.109
iter: 3341 | bound: 41 | nc: 38 | ncall: 116515 | eff(%): 2.867 | loglstar: -inf < -82.086 < inf | logz: -117.511 +/- 0.584 | dlogz: 34.325 > 0.109
iter: 3342 | bound: 41 | nc: 38 | ncall: 116553 | eff(%): 2.867 | loglstar: -inf < -81.992 < inf | logz: -117.423 +/- 0.584 | dlogz: 34.228 > 0.109
iter: 3343 | bound: 41 | nc: 38 | ncall: 116591 | eff(%): 2.867 | loglstar: -inf < -81.929 < inf | logz: -117.337 +/- 0.584 | dlogz: 34.130 > 0.109
iter: 3344 | bound: 41 | nc: 38 | ncall: 116629 | eff(%): 2.867 | loglstar: -inf < -81.710 < inf | logz: -117.246 +/- 0.584 | dlogz: 34.034 > 0.109
iter: 3345 | bound: 41 | nc: 38 | ncall: 116667 | eff(%): 2.867 | loglstar: -inf < -81.692 < inf | logz: -117.155 +/- 0.584 | dlogz: 33.934 > 0.109
iter: 3346 | bound: 41 | nc: 38 | ncall: 116705 | eff(%): 2.867 | loglstar: -inf < -81.673 < inf | logz: -117.070 +/- 0.584 | dlogz: 33.832 > 0.109
iter: 3347 | bound: 41 | nc: 38 | ncall: 116743 | eff(%): 2.867 | loglstar: -inf < -81.671 < inf | logz: -116.992 +/- 0.584 | dlogz: 33.738 > 0.109
iter: 3348 | bound: 41 | nc: 38 | ncall: 116781 | eff(%): 2.867 | loglstar: -inf < -81.540 < inf | logz: -116.916 +/- 0.584 | dlogz: 33.650 > 0.109
iter: 3349 | bound: 41 | nc: 38 | ncall: 116819 | eff(%): 2.867 | loglstar: -inf < -81.528 < inf | logz: -116.840 +/- 0.584 | dlogz: 33.563 > 0.109
iter: 3350 | bound: 41 | nc: 38 | ncall: 116857 | eff(%): 2.867 | loglstar: -inf < -81.466 < inf | logz: -116.768 +/- 0.584 | dlogz: 33.478 > 0.109
iter: 3351 | bound: 42 | nc: 38 | ncall: 116895 | eff(%): 2.867 | loglstar: -inf < -81.397 < inf | logz: -116.698 +/- 0.584 | dlogz: 33.396 > 0.109
iter: 3352 | bound: 42 | nc: 38 | ncall: 116933 | eff(%): 2.867 | loglstar: -inf < -81.300 < inf | logz: -116.627 +/- 0.584 | dlogz: 33.315 > 0.109
iter: 3353 | bound: 42 | nc: 38 | ncall: 116971 | eff(%): 2.867 | loglstar: -inf < -81.223 < inf | logz: -116.555 +/- 0.584 | dlogz: 33.234 > 0.109
iter: 3354 | bound: 42 | nc: 38 | ncall: 117009 | eff(%): 2.866 | loglstar: -inf < -81.212 < inf | logz: -116.486 +/- 0.584 | dlogz: 33.153 > 0.109
iter: 3355 | bound: 42 | nc: 38 | ncall: 117047 | eff(%): 2.866 | loglstar: -inf < -81.167 < inf | logz: -116.421 +/- 0.584 | dlogz: 33.074 > 0.109
iter: 3356 | bound: 42 | nc: 38 | ncall: 117085 | eff(%): 2.866 | loglstar: -inf < -81.117 < inf | logz: -116.357 +/- 0.584 | dlogz: 32.999 > 0.109
iter: 3357 | bound: 42 | nc: 38 | ncall: 117123 | eff(%): 2.866 | loglstar: -inf < -80.837 < inf | logz: -116.287 +/- 0.584 | dlogz: 32.925 > 0.109
iter: 3358 | bound: 42 | nc: 38 | ncall: 117161 | eff(%): 2.866 | loglstar: -inf < -80.749 < inf | logz: -116.210 +/- 0.584 | dlogz: 32.845 > 0.109
iter: 3359 | bound: 42 | nc: 38 | ncall: 117199 | eff(%): 2.866 | loglstar: -inf < -80.745 < inf | logz: -116.136 +/- 0.584 | dlogz: 32.758 > 0.109
iter: 3360 | bound: 42 | nc: 38 | ncall: 117237 | eff(%): 2.866 | loglstar: -inf < -80.667 < inf | logz: -116.065 +/- 0.584 | dlogz: 32.674 > 0.109
iter: 3361 | bound: 42 | nc: 38 | ncall: 117275 | eff(%): 2.866 | loglstar: -inf < -80.615 < inf | logz: -115.995 +/- 0.584 | dlogz: 32.593 > 0.109
iter: 3362 | bound: 42 | nc: 38 | ncall: 117313 | eff(%): 2.866 | loglstar: -inf < -80.571 < inf | logz: -115.927 +/- 0.584 | dlogz: 32.513 > 0.109
iter: 3363 | bound: 42 | nc: 38 | ncall: 117351 | eff(%): 2.866 | loglstar: -inf < -80.459 < inf | logz: -115.859 +/- 0.584 | dlogz: 32.435 > 0.109
iter: 3364 | bound: 42 | nc: 38 | ncall: 117389 | eff(%): 2.866 | loglstar: -inf < -80.389 < inf | logz: -115.790 +/- 0.584 | dlogz: 32.357 > 0.109
iter: 3365 | bound: 42 | nc: 38 | ncall: 117427 | eff(%): 2.866 | loglstar: -inf < -80.296 < inf | logz: -115.722 +/- 0.584 | dlogz: 32.279 > 0.109
iter: 3366 | bound: 42 | nc: 38 | ncall: 117465 | eff(%): 2.866 | loglstar: -inf < -80.015 < inf | logz: -115.644 +/- 0.584 | dlogz: 32.200 > 0.109
iter: 3367 | bound: 42 | nc: 38 | ncall: 117503 | eff(%): 2.865 | loglstar: -inf < -79.985 < inf | logz: -115.563 +/- 0.584 | dlogz: 32.113 > 0.109
iter: 3368 | bound: 42 | nc: 38 | ncall: 117541 | eff(%): 2.865 | loglstar: -inf < -79.949 < inf | logz: -115.486 +/- 0.585 | dlogz: 32.021 > 0.109
iter: 3369 | bound: 42 | nc: 38 | ncall: 117579 | eff(%): 2.865 | loglstar: -inf < -79.784 < inf | logz: -115.407 +/- 0.585 | dlogz: 31.934 > 0.109
iter: 3370 | bound: 43 | nc: 38 | ncall: 117617 | eff(%): 2.865 | loglstar: -inf < -79.738 < inf | logz: -115.328 +/- 0.585 | dlogz: 31.846 > 0.109
iter: 3371 | bound: 43 | nc: 38 | ncall: 117655 | eff(%): 2.865 | loglstar: -inf < -79.578 < inf | logz: -115.247 +/- 0.585 | dlogz: 31.756 > 0.109
iter: 3372 | bound: 43 | nc: 38 | ncall: 117693 | eff(%): 2.865 | loglstar: -inf < -79.394 < inf | logz: -115.159 +/- 0.585 | dlogz: 31.666 > 0.109
iter: 3373 | bound: 43 | nc: 38 | ncall: 117731 | eff(%): 2.865 | loglstar: -inf < -79.338 < inf | logz: -115.071 +/- 0.585 | dlogz: 31.568 > 0.109
iter: 3374 | bound: 43 | nc: 38 | ncall: 117769 | eff(%): 2.865 | loglstar: -inf < -79.234 < inf | logz: -114.983 +/- 0.585 | dlogz: 31.469 > 0.109
iter: 3375 | bound: 43 | nc: 38 | ncall: 117807 | eff(%): 2.865 | loglstar: -inf < -78.996 < inf | logz: -114.889 +/- 0.586 | dlogz: 31.372 > 0.109
iter: 3376 | bound: 43 | nc: 38 | ncall: 117845 | eff(%): 2.865 | loglstar: -inf < -78.857 < inf | logz: -114.787 +/- 0.586 | dlogz: 31.268 > 0.109
iter: 3377 | bound: 43 | nc: 38 | ncall: 117883 | eff(%): 2.865 | loglstar: -inf < -78.776 < inf | logz: -114.686 +/- 0.586 | dlogz: 31.156 > 0.109
iter: 3378 | bound: 43 | nc: 38 | ncall: 117921 | eff(%): 2.865 | loglstar: -inf < -78.678 < inf | logz: -114.586 +/- 0.587 | dlogz: 31.045 > 0.109
iter: 3379 | bound: 43 | nc: 38 | ncall: 117959 | eff(%): 2.865 | loglstar: -inf < -78.675 < inf | logz: -114.492 +/- 0.587 | dlogz: 30.935 > 0.109
iter: 3380 | bound: 43 | nc: 38 | ncall: 117997 | eff(%): 2.864 | loglstar: -inf < -78.462 < inf | logz: -114.398 +/- 0.587 | dlogz: 30.832 > 0.109
iter: 3381 | bound: 43 | nc: 38 | ncall: 118035 | eff(%): 2.864 | loglstar: -inf < -78.381 < inf | logz: -114.299 +/- 0.587 | dlogz: 30.727 > 0.109
iter: 3382 | bound: 43 | nc: 38 | ncall: 118073 | eff(%): 2.864 | loglstar: -inf < -78.040 < inf | logz: -114.190 +/- 0.587 | dlogz: 30.619 > 0.109
iter: 3383 | bound: 43 | nc: 38 | ncall: 118111 | eff(%): 2.864 | loglstar: -inf < -78.030 < inf | logz: -114.076 +/- 0.588 | dlogz: 30.499 > 0.109
iter: 3384 | bound: 43 | nc: 38 | ncall: 118149 | eff(%): 2.864 | loglstar: -inf < -77.962 < inf | logz: -113.970 +/- 0.588 | dlogz: 30.375 > 0.109
iter: 3385 | bound: 43 | nc: 38 | ncall: 118187 | eff(%): 2.864 | loglstar: -inf < -77.728 < inf | logz: -113.861 +/- 0.588 | dlogz: 30.260 > 0.109
iter: 3386 | bound: 43 | nc: 38 | ncall: 118225 | eff(%): 2.864 | loglstar: -inf < -77.602 < inf | logz: -113.745 +/- 0.588 | dlogz: 30.140 > 0.109
iter: 3387 | bound: 43 | nc: 38 | ncall: 118263 | eff(%): 2.864 | loglstar: -inf < -77.597 < inf | logz: -113.636 +/- 0.589 | dlogz: 30.015 > 0.109
iter: 3388 | bound: 43 | nc: 38 | ncall: 118301 | eff(%): 2.864 | loglstar: -inf < -77.531 < inf | logz: -113.536 +/- 0.589 | dlogz: 29.896 > 0.109
iter: 3389 | bound: 43 | nc: 38 | ncall: 118339 | eff(%): 2.864 | loglstar: -inf < -77.519 < inf | logz: -113.442 +/- 0.589 | dlogz: 29.785 > 0.109
iter: 3390 | bound: 43 | nc: 38 | ncall: 118377 | eff(%): 2.864 | loglstar: -inf < -77.446 < inf | logz: -113.353 +/- 0.589 | dlogz: 29.681 > 0.109
iter: 3391 | bound: 43 | nc: 38 | ncall: 118415 | eff(%): 2.864 | loglstar: -inf < -77.242 < inf | logz: -113.260 +/- 0.589 | dlogz: 29.583 > 0.109
iter: 3392 | bound: 43 | nc: 38 | ncall: 118453 | eff(%): 2.864 | loglstar: -inf < -77.206 < inf | logz: -113.167 +/- 0.589 | dlogz: 29.480 > 0.109
iter: 3393 | bound: 43 | nc: 38 | ncall: 118491 | eff(%): 2.864 | loglstar: -inf < -77.038 < inf | logz: -113.073 +/- 0.589 | dlogz: 29.377 > 0.109
iter: 3394 | bound: 43 | nc: 38 | ncall: 118529 | eff(%): 2.863 | loglstar: -inf < -76.914 < inf | logz: -112.975 +/- 0.589 | dlogz: 29.273 > 0.109
iter: 3395 | bound: 43 | nc: 38 | ncall: 118567 | eff(%): 2.863 | loglstar: -inf < -76.912 < inf | logz: -112.882 +/- 0.589 | dlogz: 29.165 > 0.109
iter: 3396 | bound: 43 | nc: 38 | ncall: 118605 | eff(%): 2.863 | loglstar: -inf < -76.859 < inf | logz: -112.795 +/- 0.589 | dlogz: 29.062 > 0.109
iter: 3397 | bound: 43 | nc: 38 | ncall: 118643 | eff(%): 2.863 | loglstar: -inf < -76.772 < inf | logz: -112.711 +/- 0.589 | dlogz: 28.965 > 0.109
iter: 3398 | bound: 43 | nc: 38 | ncall: 118681 | eff(%): 2.863 | loglstar: -inf < -76.695 < inf | logz: -112.627 +/- 0.589 | dlogz: 28.871 > 0.109
iter: 3399 | bound: 43 | nc: 38 | ncall: 118719 | eff(%): 2.863 | loglstar: -inf < -76.621 < inf | logz: -112.545 +/- 0.589 | dlogz: 28.777 > 0.109
iter: 3400 | bound: 43 | nc: 38 | ncall: 118757 | eff(%): 2.863 | loglstar: -inf < -76.579 < inf | logz: -112.465 +/- 0.589 | dlogz: 28.685 > 0.109
iter: 3401 | bound: 43 | nc: 38 | ncall: 118795 | eff(%): 2.863 | loglstar: -inf < -76.569 < inf | logz: -112.391 +/- 0.589 | dlogz: 28.596 > 0.109
iter: 3402 | bound: 43 | nc: 38 | ncall: 118833 | eff(%): 2.863 | loglstar: -inf < -76.566 < inf | logz: -112.321 +/- 0.589 | dlogz: 28.511 > 0.109
iter: 3403 | bound: 43 | nc: 38 | ncall: 118871 | eff(%): 2.863 | loglstar: -inf < -76.549 < inf | logz: -112.256 +/- 0.589 | dlogz: 28.432 > 0.109
iter: 3404 | bound: 43 | nc: 38 | ncall: 118909 | eff(%): 2.863 | loglstar: -inf < -76.346 < inf | logz: -112.189 +/- 0.589 | dlogz: 28.357 > 0.109
iter: 3405 | bound: 43 | nc: 38 | ncall: 118947 | eff(%): 2.863 | loglstar: -inf < -76.342 < inf | logz: -112.120 +/- 0.589 | dlogz: 28.279 > 0.109
iter: 3406 | bound: 43 | nc: 38 | ncall: 118985 | eff(%): 2.863 | loglstar: -inf < -76.114 < inf | logz: -112.048 +/- 0.589 | dlogz: 28.201 > 0.109
iter: 3407 | bound: 43 | nc: 38 | ncall: 119023 | eff(%): 2.862 | loglstar: -inf < -76.080 < inf | logz: -111.974 +/- 0.589 | dlogz: 28.119 > 0.109
iter: 3408 | bound: 43 | nc: 38 | ncall: 119061 | eff(%): 2.862 | loglstar: -inf < -75.997 < inf | logz: -111.901 +/- 0.589 | dlogz: 28.034 > 0.109
iter: 3409 | bound: 43 | nc: 38 | ncall: 119099 | eff(%): 2.862 | loglstar: -inf < -75.614 < inf | logz: -111.815 +/- 0.589 | dlogz: 27.951 > 0.109
iter: 3410 | bound: 43 | nc: 38 | ncall: 119137 | eff(%): 2.862 | loglstar: -inf < -75.597 < inf | logz: -111.722 +/- 0.589 | dlogz: 27.856 > 0.109
iter: 3411 | bound: 43 | nc: 38 | ncall: 119175 | eff(%): 2.862 | loglstar: -inf < -75.579 < inf | logz: -111.636 +/- 0.589 | dlogz: 28.966 > 0.109
iter: 3412 | bound: 43 | nc: 38 | ncall: 119213 | eff(%): 2.862 | loglstar: -inf < -75.483 < inf | logz: -111.553 +/- 0.589 | dlogz: 28.870 > 0.109
iter: 3413 | bound: 43 | nc: 38 | ncall: 119251 | eff(%): 2.862 | loglstar: -inf < -75.458 < inf | logz: -111.473 +/- 0.589 | dlogz: 28.778 > 0.109
iter: 3414 | bound: 43 | nc: 38 | ncall: 119289 | eff(%): 2.862 | loglstar: -inf < -75.376 < inf | logz: -111.396 +/- 0.589 | dlogz: 28.687 > 0.109
iter: 3415 | bound: 43 | nc: 38 | ncall: 119327 | eff(%): 2.862 | loglstar: -inf < -75.363 < inf | logz: -111.321 +/- 0.589 | dlogz: 28.600 > 0.109
iter: 3416 | bound: 43 | nc: 38 | ncall: 119365 | eff(%): 2.862 | loglstar: -inf < -75.271 < inf | logz: -111.249 +/- 0.589 | dlogz: 28.516 > 0.109
iter: 3417 | bound: 43 | nc: 38 | ncall: 119403 | eff(%): 2.862 | loglstar: -inf < -75.089 < inf | logz: -111.173 +/- 0.589 | dlogz: 28.433 > 0.109
iter: 3418 | bound: 43 | nc: 38 | ncall: 119441 | eff(%): 2.862 | loglstar: -inf < -74.956 < inf | logz: -111.091 +/- 0.589 | dlogz: 28.347 > 0.109
iter: 3419 | bound: 43 | nc: 38 | ncall: 119479 | eff(%): 2.862 | loglstar: -inf < -74.831 < inf | logz: -111.006 +/- 0.590 | dlogz: 28.255 > 0.109
iter: 3420 | bound: 43 | nc: 38 | ncall: 119517 | eff(%): 2.862 | loglstar: -inf < -74.605 < inf | logz: -110.915 +/- 0.590 | dlogz: 28.161 > 0.109
iter: 3421 | bound: 43 | nc: 38 | ncall: 119555 | eff(%): 2.861 | loglstar: -inf < -74.261 < inf | logz: -110.804 +/- 0.590 | dlogz: 28.059 > 0.109
iter: 3422 | bound: 43 | nc: 38 | ncall: 119593 | eff(%): 2.861 | loglstar: -inf < -74.214 < inf | logz: -110.688 +/- 0.591 | dlogz: 27.939 > 0.109
iter: 3423 | bound: 43 | nc: 38 | ncall: 119631 | eff(%): 2.861 | loglstar: -inf < -74.178 < inf | logz: -110.580 +/- 0.591 | dlogz: 27.812 > 0.109
iter: 3424 | bound: 43 | nc: 38 | ncall: 119669 | eff(%): 2.861 | loglstar: -inf < -74.027 < inf | logz: -110.474 +/- 0.591 | dlogz: 27.695 > 0.109
iter: 3425 | bound: 43 | nc: 38 | ncall: 119707 | eff(%): 2.861 | loglstar: -inf < -73.970 < inf | logz: -110.370 +/- 0.591 | dlogz: 27.579 > 0.109
iter: 3426 | bound: 43 | nc: 38 | ncall: 119745 | eff(%): 2.861 | loglstar: -inf < -73.393 < inf | logz: -110.239 +/- 0.592 | dlogz: 27.465 > 0.109
iter: 3427 | bound: 43 | nc: 38 | ncall: 119783 | eff(%): 2.861 | loglstar: -inf < -73.351 < inf | logz: -110.092 +/- 0.592 | dlogz: 27.324 > 0.109
iter: 3428 | bound: 43 | nc: 38 | ncall: 119821 | eff(%): 2.861 | loglstar: -inf < -73.092 < inf | logz: -109.944 +/- 0.593 | dlogz: 27.167 > 0.109
iter: 3429 | bound: 44 | nc: 38 | ncall: 119859 | eff(%): 2.861 | loglstar: -inf < -72.997 < inf | logz: -109.794 +/- 0.593 | dlogz: 27.009 > 0.109
iter: 3430 | bound: 44 | nc: 38 | ncall: 119897 | eff(%): 2.861 | loglstar: -inf < -72.941 < inf | logz: -109.656 +/- 0.594 | dlogz: 26.849 > 0.109
iter: 3431 | bound: 44 | nc: 38 | ncall: 119935 | eff(%): 2.861 | loglstar: -inf < -72.876 < inf | logz: -109.529 +/- 0.594 | dlogz: 26.701 > 0.109
iter: 3432 | bound: 44 | nc: 38 | ncall: 119973 | eff(%): 2.861 | loglstar: -inf < -72.708 < inf | logz: -109.404 +/- 0.594 | dlogz: 26.564 > 0.109
iter: 3433 | bound: 44 | nc: 38 | ncall: 120011 | eff(%): 2.861 | loglstar: -inf < -72.682 < inf | logz: -109.284 +/- 0.594 | dlogz: 26.429 > 0.109
iter: 3434 | bound: 44 | nc: 38 | ncall: 120049 | eff(%): 2.860 | loglstar: -inf < -72.671 < inf | logz: -109.175 +/- 0.594 | dlogz: 26.299 > 0.109
iter: 3435 | bound: 44 | nc: 38 | ncall: 120087 | eff(%): 2.860 | loglstar: -inf < -72.579 < inf | logz: -109.074 +/- 0.594 | dlogz: 26.181 > 0.109
iter: 3436 | bound: 44 | nc: 38 | ncall: 120125 | eff(%): 2.860 | loglstar: -inf < -72.573 < inf | logz: -108.978 +/- 0.594 | dlogz: 26.069 > 0.109
iter: 3437 | bound: 44 | nc: 38 | ncall: 120163 | eff(%): 2.860 | loglstar: -inf < -72.500 < inf | logz: -108.888 +/- 0.594 | dlogz: 25.963 > 0.109
iter: 3438 | bound: 44 | nc: 38 | ncall: 120201 | eff(%): 2.860 | loglstar: -inf < -72.399 < inf | logz: -108.799 +/- 0.594 | dlogz: 25.863 > 0.109
iter: 3439 | bound: 44 | nc: 38 | ncall: 120239 | eff(%): 2.860 | loglstar: -inf < -72.341 < inf | logz: -108.712 +/- 0.594 | dlogz: 25.765 > 0.109
iter: 3440 | bound: 44 | nc: 38 | ncall: 120277 | eff(%): 2.860 | loglstar: -inf < -72.250 < inf | logz: -108.627 +/- 0.594 | dlogz: 25.667 > 0.109
iter: 3441 | bound: 44 | nc: 38 | ncall: 120315 | eff(%): 2.860 | loglstar: -inf < -72.152 < inf | logz: -108.541 +/- 0.594 | dlogz: 27.471 > 0.109
iter: 3442 | bound: 44 | nc: 38 | ncall: 120353 | eff(%): 2.860 | loglstar: -inf < -72.119 < inf | logz: -108.458 +/- 0.594 | dlogz: 27.376 > 0.109
iter: 3443 | bound: 44 | nc: 38 | ncall: 120391 | eff(%): 2.860 | loglstar: -inf < -72.112 < inf | logz: -108.381 +/- 0.593 | dlogz: 27.283 > 0.109
iter: 3444 | bound: 44 | nc: 38 | ncall: 120429 | eff(%): 2.860 | loglstar: -inf < -72.034 < inf | logz: -108.307 +/- 0.593 | dlogz: 27.196 > 0.109
iter: 3445 | bound: 44 | nc: 38 | ncall: 120467 | eff(%): 2.860 | loglstar: -inf < -71.952 < inf | logz: -108.233 +/- 0.593 | dlogz: 27.112 > 0.109
iter: 3446 | bound: 44 | nc: 38 | ncall: 120505 | eff(%): 2.860 | loglstar: -inf < -71.812 < inf | logz: -108.158 +/- 0.593 | dlogz: 27.028 > 0.109
iter: 3447 | bound: 44 | nc: 38 | ncall: 120543 | eff(%): 2.860 | loglstar: -inf < -71.733 < inf | logz: -108.080 +/- 0.593 | dlogz: 26.943 > 0.109
iter: 3448 | bound: 44 | nc: 38 | ncall: 120581 | eff(%): 2.859 | loglstar: -inf < -71.651 < inf | logz: -108.003 +/- 0.593 | dlogz: 26.855 > 0.109
iter: 3449 | bound: 44 | nc: 38 | ncall: 120619 | eff(%): 2.859 | loglstar: -inf < -71.634 < inf | logz: -107.929 +/- 0.593 | dlogz: 26.768 > 0.109
iter: 3450 | bound: 44 | nc: 38 | ncall: 120657 | eff(%): 2.859 | loglstar: -inf < -71.533 < inf | logz: -107.857 +/- 0.593 | dlogz: 26.684 > 0.109
iter: 3451 | bound: 44 | nc: 38 | ncall: 120695 | eff(%): 2.859 | loglstar: -inf < -71.499 < inf | logz: -107.785 +/- 0.593 | dlogz: 26.602 > 0.109
iter: 3452 | bound: 44 | nc: 38 | ncall: 120733 | eff(%): 2.859 | loglstar: -inf < -71.498 < inf | logz: -107.718 +/- 0.593 | dlogz: 26.521 > 0.109
iter: 3453 | bound: 44 | nc: 38 | ncall: 120771 | eff(%): 2.859 | loglstar: -inf < -71.434 < inf | logz: -107.654 +/- 0.593 | dlogz: 26.443 > 0.109
iter: 3454 | bound: 44 | nc: 38 | ncall: 120809 | eff(%): 2.859 | loglstar: -inf < -71.371 < inf | logz: -107.590 +/- 0.593 | dlogz: 32.773 > 0.109
iter: 3455 | bound: 44 | nc: 38 | ncall: 120847 | eff(%): 2.859 | loglstar: -inf < -71.367 < inf | logz: -107.529 +/- 0.593 | dlogz: 32.700 > 0.109
iter: 3456 | bound: 44 | nc: 38 | ncall: 120885 | eff(%): 2.859 | loglstar: -inf < -71.350 < inf | logz: -107.471 +/- 0.592 | dlogz: 32.629 > 0.109
iter: 3457 | bound: 44 | nc: 38 | ncall: 120923 | eff(%): 2.859 | loglstar: -inf < -71.308 < inf | logz: -107.416 +/- 0.592 | dlogz: 32.561 > 0.109
iter: 3458 | bound: 44 | nc: 38 | ncall: 120961 | eff(%): 2.859 | loglstar: -inf < -71.243 < inf | logz: -107.361 +/- 0.592 | dlogz: 32.495 > 0.109
iter: 3459 | bound: 44 | nc: 38 | ncall: 120999 | eff(%): 2.859 | loglstar: -inf < -71.174 < inf | logz: -107.306 +/- 0.592 | dlogz: 32.431 > 0.109
iter: 3460 | bound: 44 | nc: 38 | ncall: 121037 | eff(%): 2.859 | loglstar: -inf < -71.151 < inf | logz: -107.252 +/- 0.592 | dlogz: 32.365 > 0.109
iter: 3461 | bound: 44 | nc: 38 | ncall: 121075 | eff(%): 2.859 | loglstar: -inf < -71.113 < inf | logz: -107.199 +/- 0.592 | dlogz: 32.302 > 0.109
iter: 3462 | bound: 44 | nc: 38 | ncall: 121113 | eff(%): 2.858 | loglstar: -inf < -71.017 < inf | logz: -107.147 +/- 0.592 | dlogz: 32.239 > 0.109
iter: 3463 | bound: 44 | nc: 38 | ncall: 121151 | eff(%): 2.858 | loglstar: -inf < -70.951 < inf | logz: -107.093 +/- 0.592 | dlogz: 32.177 > 0.109
iter: 3464 | bound: 44 | nc: 38 | ncall: 121189 | eff(%): 2.858 | loglstar: -inf < -70.838 < inf | logz: -107.038 +/- 0.592 | dlogz: 32.113 > 0.109
iter: 3465 | bound: 44 | nc: 38 | ncall: 121227 | eff(%): 2.858 | loglstar: -inf < -70.820 < inf | logz: -106.983 +/- 0.592 | dlogz: 32.048 > 0.109
iter: 3466 | bound: 44 | nc: 38 | ncall: 121265 | eff(%): 2.858 | loglstar: -inf < -70.807 < inf | logz: -106.931 +/- 0.592 | dlogz: 31.983 > 0.109
iter: 3467 | bound: 44 | nc: 38 | ncall: 121303 | eff(%): 2.858 | loglstar: -inf < -70.681 < inf | logz: -106.878 +/- 0.592 | dlogz: 31.921 > 0.109
iter: 3468 | bound: 44 | nc: 38 | ncall: 121341 | eff(%): 2.858 | loglstar: -inf < -70.629 < inf | logz: -106.824 +/- 0.592 | dlogz: 31.858 > 0.109
iter: 3469 | bound: 44 | nc: 38 | ncall: 121379 | eff(%): 2.858 | loglstar: -inf < -70.542 < inf | logz: -106.770 +/- 0.592 | dlogz: 31.794 > 0.109
iter: 3470 | bound: 44 | nc: 38 | ncall: 121417 | eff(%): 2.858 | loglstar: -inf < -70.436 < inf | logz: -106.714 +/- 0.592 | dlogz: 31.730 > 0.109
iter: 3471 | bound: 44 | nc: 38 | ncall: 121455 | eff(%): 2.858 | loglstar: -inf < -70.394 < inf | logz: -106.657 +/- 0.592 | dlogz: 31.664 > 0.109
iter: 3472 | bound: 44 | nc: 38 | ncall: 121493 | eff(%): 2.858 | loglstar: -inf < -70.376 < inf | logz: -106.603 +/- 0.592 | dlogz: 31.598 > 0.109
iter: 3473 | bound: 44 | nc: 38 | ncall: 121531 | eff(%): 2.858 | loglstar: -inf < -70.308 < inf | logz: -106.549 +/- 0.592 | dlogz: 31.533 > 0.109
iter: 3474 | bound: 44 | nc: 38 | ncall: 121569 | eff(%): 2.858 | loglstar: -inf < -70.105 < inf | logz: -106.492 +/- 0.592 | dlogz: 31.470 > 0.109
iter: 3475 | bound: 44 | nc: 38 | ncall: 121607 | eff(%): 2.858 | loglstar: -inf < -70.096 < inf | logz: -106.432 +/- 0.592 | dlogz: 31.402 > 0.109
iter: 3476 | bound: 44 | nc: 38 | ncall: 121645 | eff(%): 2.857 | loglstar: -inf < -70.033 < inf | logz: -106.375 +/- 0.592 | dlogz: 31.333 > 0.109
iter: 3477 | bound: 44 | nc: 38 | ncall: 121683 | eff(%): 2.857 | loglstar: -inf < -69.893 < inf | logz: -106.315 +/- 0.592 | dlogz: 31.265 > 0.109
iter: 3478 | bound: 44 | nc: 38 | ncall: 121721 | eff(%): 2.857 | loglstar: -inf < -69.881 < inf | logz: -106.255 +/- 0.592 | dlogz: 31.196 > 0.109
iter: 3479 | bound: 44 | nc: 38 | ncall: 121759 | eff(%): 2.857 | loglstar: -inf < -69.867 < inf | logz: -106.198 +/- 0.592 | dlogz: 31.126 > 0.109
iter: 3480 | bound: 44 | nc: 38 | ncall: 121797 | eff(%): 2.857 | loglstar: -inf < -69.847 < inf | logz: -106.144 +/- 0.592 | dlogz: 31.059 > 0.109
iter: 3481 | bound: 44 | nc: 38 | ncall: 121835 | eff(%): 2.857 | loglstar: -inf < -69.847 < inf | logz: -106.093 +/- 0.592 | dlogz: 30.995 > 0.109
iter: 3482 | bound: 44 | nc: 38 | ncall: 121873 | eff(%): 2.857 | loglstar: -inf < -69.796 < inf | logz: -106.044 +/- 0.592 | dlogz: 30.934 > 0.109
iter: 3483 | bound: 44 | nc: 38 | ncall: 121911 | eff(%): 2.857 | loglstar: -inf < -69.755 < inf | logz: -105.995 +/- 0.592 | dlogz: 30.875 > 0.109
iter: 3484 | bound: 44 | nc: 38 | ncall: 121949 | eff(%): 2.857 | loglstar: -inf < -69.710 < inf | logz: -105.947 +/- 0.592 | dlogz: 30.816 > 0.109
iter: 3485 | bound: 44 | nc: 38 | ncall: 121987 | eff(%): 2.857 | loglstar: -inf < -69.673 < inf | logz: -105.899 +/- 0.592 | dlogz: 30.758 > 0.109
iter: 3486 | bound: 44 | nc: 38 | ncall: 122025 | eff(%): 2.857 | loglstar: -inf < -69.546 < inf | logz: -105.851 +/- 0.592 | dlogz: 30.700 > 0.109
iter: 3487 | bound: 44 | nc: 38 | ncall: 122063 | eff(%): 2.857 | loglstar: -inf < -69.475 < inf | logz: -105.801 +/- 0.592 | dlogz: 30.642 > 0.109
iter: 3488 | bound: 44 | nc: 38 | ncall: 122101 | eff(%): 2.857 | loglstar: -inf < -69.397 < inf | logz: -105.749 +/- 0.592 | dlogz: 30.582 > 0.109
iter: 3489 | bound: 44 | nc: 38 | ncall: 122139 | eff(%): 2.857 | loglstar: -inf < -69.382 < inf | logz: -105.699 +/- 0.592 | dlogz: 30.521 > 0.109
iter: 3490 | bound: 44 | nc: 38 | ncall: 122177 | eff(%): 2.857 | loglstar: -inf < -69.279 < inf | logz: -105.649 +/- 0.592 | dlogz: 30.460 > 0.109
iter: 3491 | bound: 44 | nc: 38 | ncall: 122215 | eff(%): 2.856 | loglstar: -inf < -69.058 < inf | logz: -105.593 +/- 0.592 | dlogz: 30.400 > 0.109
iter: 3492 | bound: 44 | nc: 38 | ncall: 122253 | eff(%): 2.856 | loglstar: -inf < -69.045 < inf | logz: -105.534 +/- 0.592 | dlogz: 30.334 > 0.109
iter: 3493 | bound: 44 | nc: 38 | ncall: 122291 | eff(%): 2.856 | loglstar: -inf < -69.038 < inf | logz: -105.479 +/- 0.592 | dlogz: 30.266 > 0.109
iter: 3494 | bound: 44 | nc: 38 | ncall: 122329 | eff(%): 2.856 | loglstar: -inf < -69.037 < inf | logz: -105.427 +/- 0.592 | dlogz: 30.201 > 0.109
iter: 3495 | bound: 44 | nc: 38 | ncall: 122367 | eff(%): 2.856 | loglstar: -inf < -69.016 < inf | logz: -105.378 +/- 0.592 | dlogz: 30.139 > 0.109
iter: 3496 | bound: 44 | nc: 38 | ncall: 122405 | eff(%): 2.856 | loglstar: -inf < -68.951 < inf | logz: -105.329 +/- 0.592 | dlogz: 30.079 > 0.109
iter: 3497 | bound: 44 | nc: 38 | ncall: 122443 | eff(%): 2.856 | loglstar: -inf < -68.816 < inf | logz: -105.278 +/- 0.592 | dlogz: 30.021 > 0.109
iter: 3498 | bound: 44 | nc: 38 | ncall: 122481 | eff(%): 2.856 | loglstar: -inf < -68.788 < inf | logz: -105.227 +/- 0.592 | dlogz: 29.960 > 0.109
iter: 3499 | bound: 44 | nc: 38 | ncall: 122519 | eff(%): 2.856 | loglstar: -inf < -68.723 < inf | logz: -105.176 +/- 0.592 | dlogz: 29.898 > 0.109
iter: 3500 | bound: 44 | nc: 38 | ncall: 122557 | eff(%): 2.856 | loglstar: -inf < -68.616 < inf | logz: -105.123 +/- 0.593 | dlogz: 29.837 > 0.109
iter: 3501 | bound: 44 | nc: 38 | ncall: 122595 | eff(%): 2.856 | loglstar: -inf < -68.463 < inf | logz: -105.067 +/- 0.593 | dlogz: 29.775 > 0.109
iter: 3502 | bound: 44 | nc: 38 | ncall: 122633 | eff(%): 2.856 | loglstar: -inf < -68.454 < inf | logz: -105.011 +/- 0.593 | dlogz: 29.709 > 0.109
iter: 3503 | bound: 44 | nc: 38 | ncall: 122671 | eff(%): 2.856 | loglstar: -inf < -68.422 < inf | logz: -104.957 +/- 0.593 | dlogz: 29.643 > 0.109
iter: 3504 | bound: 44 | nc: 38 | ncall: 122709 | eff(%): 2.856 | loglstar: -inf < -68.351 < inf | logz: -104.903 +/- 0.593 | dlogz: 29.579 > 0.109
iter: 3505 | bound: 44 | nc: 38 | ncall: 122747 | eff(%): 2.855 | loglstar: -inf < -68.248 < inf | logz: -104.849 +/- 0.593 | dlogz: 29.515 > 0.109
iter: 3506 | bound: 44 | nc: 38 | ncall: 122785 | eff(%): 2.855 | loglstar: -inf < -68.218 < inf | logz: -104.794 +/- 0.593 | dlogz: 29.450 > 0.109
iter: 3507 | bound: 44 | nc: 38 | ncall: 122823 | eff(%): 2.855 | loglstar: -inf < -68.194 < inf | logz: -104.741 +/- 0.593 | dlogz: 29.386 > 0.109
iter: 3508 | bound: 44 | nc: 38 | ncall: 122861 | eff(%): 2.855 | loglstar: -inf < -68.145 < inf | logz: -104.689 +/- 0.593 | dlogz: 29.323 > 0.109
iter: 3509 | bound: 44 | nc: 38 | ncall: 122899 | eff(%): 2.855 | loglstar: -inf < -68.144 < inf | logz: -104.640 +/- 0.593 | dlogz: 29.261 > 0.109
iter: 3510 | bound: 44 | nc: 38 | ncall: 122937 | eff(%): 2.855 | loglstar: -inf < -68.133 < inf | logz: -104.593 +/- 0.593 | dlogz: 29.202 > 0.109
iter: 3511 | bound: 45 | nc: 38 | ncall: 122975 | eff(%): 2.855 | loglstar: -inf < -68.076 < inf | logz: -104.546 +/- 0.593 | dlogz: 29.145 > 0.109
iter: 3512 | bound: 45 | nc: 38 | ncall: 123013 | eff(%): 2.855 | loglstar: -inf < -67.917 < inf | logz: -104.498 +/- 0.593 | dlogz: 29.089 > 0.109
iter: 3513 | bound: 45 | nc: 38 | ncall: 123051 | eff(%): 2.855 | loglstar: -inf < -67.911 < inf | logz: -104.448 +/- 0.593 | dlogz: 29.030 > 0.109
iter: 3514 | bound: 45 | nc: 38 | ncall: 123089 | eff(%): 2.855 | loglstar: -inf < -67.899 < inf | logz: -104.401 +/- 0.593 | dlogz: 28.970 > 0.109
iter: 3515 | bound: 45 | nc: 38 | ncall: 123127 | eff(%): 2.855 | loglstar: -inf < -67.879 < inf | logz: -104.355 +/- 0.593 | dlogz: 28.913 > 0.109
iter: 3516 | bound: 45 | nc: 38 | ncall: 123165 | eff(%): 2.855 | loglstar: -inf < -67.865 < inf | logz: -104.312 +/- 0.593 | dlogz: 28.858 > 0.109
iter: 3517 | bound: 45 | nc: 38 | ncall: 123203 | eff(%): 2.855 | loglstar: -inf < -67.817 < inf | logz: -104.269 +/- 0.593 | dlogz: 28.804 > 0.109
iter: 3518 | bound: 45 | nc: 38 | ncall: 123241 | eff(%): 2.855 | loglstar: -inf < -67.765 < inf | logz: -104.226 +/- 0.593 | dlogz: 28.752 > 0.109
iter: 3519 | bound: 45 | nc: 38 | ncall: 123279 | eff(%): 2.855 | loglstar: -inf < -67.753 < inf | logz: -104.185 +/- 0.593 | dlogz: 28.699 > 0.109
iter: 3520 | bound: 45 | nc: 38 | ncall: 123317 | eff(%): 2.854 | loglstar: -inf < -67.740 < inf | logz: -104.144 +/- 0.593 | dlogz: 28.647 > 0.109
iter: 3521 | bound: 45 | nc: 38 | ncall: 123355 | eff(%): 2.854 | loglstar: -inf < -67.712 < inf | logz: -104.105 +/- 0.593 | dlogz: 28.597 > 0.109
iter: 3522 | bound: 45 | nc: 38 | ncall: 123393 | eff(%): 2.854 | loglstar: -inf < -67.702 < inf | logz: -104.067 +/- 0.593 | dlogz: 28.548 > 0.109
iter: 3523 | bound: 45 | nc: 38 | ncall: 123431 | eff(%): 2.854 | loglstar: -inf < -67.277 < inf | logz: -104.022 +/- 0.593 | dlogz: 28.500 > 0.109
iter: 3524 | bound: 45 | nc: 38 | ncall: 123469 | eff(%): 2.854 | loglstar: -inf < -67.275 < inf | logz: -103.969 +/- 0.593 | dlogz: 28.444 > 0.109
iter: 3525 | bound: 45 | nc: 38 | ncall: 123507 | eff(%): 2.854 | loglstar: -inf < -67.262 < inf | logz: -103.920 +/- 0.594 | dlogz: 28.382 > 0.109
iter: 3526 | bound: 45 | nc: 38 | ncall: 123545 | eff(%): 2.854 | loglstar: -inf < -67.110 < inf | logz: -103.869 +/- 0.594 | dlogz: 28.323 > 0.109
iter: 3527 | bound: 45 | nc: 38 | ncall: 123583 | eff(%): 2.854 | loglstar: -inf < -67.064 < inf | logz: -103.816 +/- 0.594 | dlogz: 28.262 > 0.109
iter: 3528 | bound: 45 | nc: 38 | ncall: 123621 | eff(%): 2.854 | loglstar: -inf < -66.901 < inf | logz: -103.761 +/- 0.594 | dlogz: 28.199 > 0.109
iter: 3529 | bound: 45 | nc: 38 | ncall: 123659 | eff(%): 2.854 | loglstar: -inf < -66.823 < inf | logz: -103.704 +/- 0.594 | dlogz: 35.085 > 0.109
iter: 3530 | bound: 45 | nc: 38 | ncall: 123697 | eff(%): 2.854 | loglstar: -inf < -66.822 < inf | logz: -103.647 +/- 0.594 | dlogz: 35.017 > 0.109
iter: 3531 | bound: 45 | nc: 38 | ncall: 123735 | eff(%): 2.854 | loglstar: -inf < -66.774 < inf | logz: -103.593 +/- 0.594 | dlogz: 34.951 > 0.109
iter: 3532 | bound: 45 | nc: 38 | ncall: 123773 | eff(%): 2.854 | loglstar: -inf < -66.762 < inf | logz: -103.541 +/- 0.594 | dlogz: 34.887 > 0.109
iter: 3533 | bound: 45 | nc: 38 | ncall: 123811 | eff(%): 2.854 | loglstar: -inf < -66.566 < inf | logz: -103.486 +/- 0.595 | dlogz: 34.825 > 0.109
iter: 3534 | bound: 45 | nc: 38 | ncall: 123849 | eff(%): 2.853 | loglstar: -inf < -66.515 < inf | logz: -103.429 +/- 0.595 | dlogz: 34.760 > 0.109
iter: 3535 | bound: 45 | nc: 38 | ncall: 123887 | eff(%): 2.853 | loglstar: -inf < -66.467 < inf | logz: -103.372 +/- 0.595 | dlogz: 34.692 > 0.109
iter: 3536 | bound: 45 | nc: 38 | ncall: 123925 | eff(%): 2.853 | loglstar: -inf < -66.322 < inf | logz: -103.314 +/- 0.595 | dlogz: 34.626 > 0.109
iter: 3537 | bound: 45 | nc: 38 | ncall: 123963 | eff(%): 2.853 | loglstar: -inf < -66.199 < inf | logz: -103.251 +/- 0.595 | dlogz: 34.557 > 0.109
iter: 3538 | bound: 45 | nc: 38 | ncall: 124001 | eff(%): 2.853 | loglstar: -inf < -66.028 < inf | logz: -103.184 +/- 0.595 | dlogz: 34.485 > 0.109
iter: 3539 | bound: 45 | nc: 38 | ncall: 124039 | eff(%): 2.853 | loglstar: -inf < -65.832 < inf | logz: -103.110 +/- 0.596 | dlogz: 34.408 > 0.109
iter: 3540 | bound: 45 | nc: 38 | ncall: 124077 | eff(%): 2.853 | loglstar: -inf < -65.744 < inf | logz: -103.032 +/- 0.596 | dlogz: 34.324 > 0.109
iter: 3541 | bound: 45 | nc: 38 | ncall: 124115 | eff(%): 2.853 | loglstar: -inf < -65.731 < inf | logz: -102.956 +/- 0.596 | dlogz: 34.236 > 0.109
iter: 3542 | bound: 45 | nc: 38 | ncall: 124153 | eff(%): 2.853 | loglstar: -inf < -65.638 < inf | logz: -102.883 +/- 0.597 | dlogz: 34.150 > 0.109
iter: 3543 | bound: 45 | nc: 38 | ncall: 124191 | eff(%): 2.853 | loglstar: -inf < -65.367 < inf | logz: -102.802 +/- 0.597 | dlogz: 34.067 > 0.109
iter: 3544 | bound: 45 | nc: 38 | ncall: 124229 | eff(%): 2.853 | loglstar: -inf < -65.311 < inf | logz: -102.716 +/- 0.597 | dlogz: 33.976 > 0.109
iter: 3545 | bound: 45 | nc: 38 | ncall: 124267 | eff(%): 2.853 | loglstar: -inf < -65.108 < inf | logz: -102.626 +/- 0.598 | dlogz: 33.880 > 0.109
iter: 3546 | bound: 45 | nc: 38 | ncall: 124305 | eff(%): 2.853 | loglstar: -inf < -64.920 < inf | logz: -102.528 +/- 0.598 | dlogz: 33.780 > 0.109
iter: 3547 | bound: 45 | nc: 38 | ncall: 124343 | eff(%): 2.853 | loglstar: -inf < -64.912 < inf | logz: -102.431 +/- 0.599 | dlogz: 33.672 > 0.109
iter: 3548 | bound: 45 | nc: 38 | ncall: 124381 | eff(%): 2.853 | loglstar: -inf < -64.861 < inf | logz: -102.342 +/- 0.599 | dlogz: 33.566 > 0.109
iter: 3549 | bound: 45 | nc: 38 | ncall: 124419 | eff(%): 2.852 | loglstar: -inf < -64.859 < inf | logz: -102.258 +/- 0.599 | dlogz: 33.466 > 0.109
iter: 3550 | bound: 45 | nc: 38 | ncall: 124457 | eff(%): 2.852 | loglstar: -inf < -64.710 < inf | logz: -102.175 +/- 0.599 | dlogz: 33.372 > 0.109
iter: 3551 | bound: 45 | nc: 38 | ncall: 124495 | eff(%): 2.852 | loglstar: -inf < -64.698 < inf | logz: -102.094 +/- 0.599 | dlogz: 33.280 > 0.109
iter: 3552 | bound: 45 | nc: 38 | ncall: 124533 | eff(%): 2.852 | loglstar: -inf < -64.643 < inf | logz: -102.017 +/- 0.600 | dlogz: 33.188 > 0.109
iter: 3553 | bound: 45 | nc: 38 | ncall: 124571 | eff(%): 2.852 | loglstar: -inf < -64.467 < inf | logz: -101.938 +/- 0.600 | dlogz: 33.102 > 0.109
iter: 3554 | bound: 45 | nc: 38 | ncall: 124609 | eff(%): 2.852 | loglstar: -inf < -64.433 < inf | logz: -101.857 +/- 0.600 | dlogz: 33.012 > 0.109
iter: 3555 | bound: 45 | nc: 38 | ncall: 124647 | eff(%): 2.852 | loglstar: -inf < -64.364 < inf | logz: -101.780 +/- 0.600 | dlogz: 32.922 > 0.109
iter: 3556 | bound: 45 | nc: 38 | ncall: 124685 | eff(%): 2.852 | loglstar: -inf < -64.362 < inf | logz: -101.707 +/- 0.600 | dlogz: 32.835 > 0.109
iter: 3557 | bound: 45 | nc: 38 | ncall: 124723 | eff(%): 2.852 | loglstar: -inf < -64.309 < inf | logz: -101.637 +/- 0.600 | dlogz: 32.751 > 0.109
iter: 3558 | bound: 45 | nc: 38 | ncall: 124761 | eff(%): 2.852 | loglstar: -inf < -64.290 < inf | logz: -101.570 +/- 0.600 | dlogz: 32.672 > 0.109
iter: 3559 | bound: 45 | nc: 38 | ncall: 124799 | eff(%): 2.852 | loglstar: -inf < -64.204 < inf | logz: -101.505 +/- 0.600 | dlogz: 32.595 > 0.109
iter: 3560 | bound: 45 | nc: 38 | ncall: 124837 | eff(%): 2.852 | loglstar: -inf < -64.149 < inf | logz: -101.440 +/- 0.600 | dlogz: 32.519 > 0.109
iter: 3561 | bound: 45 | nc: 38 | ncall: 124875 | eff(%): 2.852 | loglstar: -inf < -64.059 < inf | logz: -101.375 +/- 0.600 | dlogz: 32.445 > 0.109
iter: 3562 | bound: 45 | nc: 38 | ncall: 124913 | eff(%): 2.852 | loglstar: -inf < -63.851 < inf | logz: -101.305 +/- 0.600 | dlogz: 32.370 > 0.109
iter: 3563 | bound: 45 | nc: 38 | ncall: 124951 | eff(%): 2.852 | loglstar: -inf < -63.704 < inf | logz: -101.228 +/- 0.600 | dlogz: 32.290 > 0.109
iter: 3564 | bound: 45 | nc: 38 | ncall: 124989 | eff(%): 2.851 | loglstar: -inf < -63.684 < inf | logz: -101.152 +/- 0.601 | dlogz: 32.203 > 0.109
iter: 3565 | bound: 45 | nc: 38 | ncall: 125027 | eff(%): 2.851 | loglstar: -inf < -63.612 < inf | logz: -101.078 +/- 0.601 | dlogz: 32.117 > 0.109
iter: 3566 | bound: 45 | nc: 38 | ncall: 125065 | eff(%): 2.851 | loglstar: -inf < -63.591 < inf | logz: -101.008 +/- 0.601 | dlogz: 32.034 > 0.109
iter: 3567 | bound: 45 | nc: 38 | ncall: 125103 | eff(%): 2.851 | loglstar: -inf < -63.589 < inf | logz: -100.941 +/- 0.601 | dlogz: 33.443 > 0.109
iter: 3568 | bound: 45 | nc: 38 | ncall: 125141 | eff(%): 2.851 | loglstar: -inf < -63.541 < inf | logz: -100.878 +/- 0.601 | dlogz: 33.367 > 0.109
iter: 3569 | bound: 45 | nc: 38 | ncall: 125179 | eff(%): 2.851 | loglstar: -inf < -63.400 < inf | logz: -100.814 +/- 0.601 | dlogz: 33.294 > 0.109
iter: 3570 | bound: 45 | nc: 38 | ncall: 125217 | eff(%): 2.851 | loglstar: -inf < -63.226 < inf | logz: -100.744 +/- 0.601 | dlogz: 33.219 > 0.109
iter: 3571 | bound: 45 | nc: 38 | ncall: 125255 | eff(%): 2.851 | loglstar: -inf < -63.155 < inf | logz: -100.671 +/- 0.601 | dlogz: 33.139 > 0.109
iter: 3572 | bound: 45 | nc: 38 | ncall: 125293 | eff(%): 2.851 | loglstar: -inf < -62.966 < inf | logz: -100.595 +/- 0.601 | dlogz: 33.057 > 0.109
iter: 3573 | bound: 45 | nc: 38 | ncall: 125331 | eff(%): 2.851 | loglstar: -inf < -62.931 < inf | logz: -100.517 +/- 0.601 | dlogz: 32.970 > 0.109
iter: 3574 | bound: 45 | nc: 38 | ncall: 125369 | eff(%): 2.851 | loglstar: -inf < -62.930 < inf | logz: -100.444 +/- 0.601 | dlogz: 32.882 > 0.109
iter: 3575 | bound: 45 | nc: 38 | ncall: 125407 | eff(%): 2.851 | loglstar: -inf < -62.914 < inf | logz: -100.376 +/- 0.601 | dlogz: 32.799 > 0.109
iter: 3576 | bound: 45 | nc: 38 | ncall: 125445 | eff(%): 2.851 | loglstar: -inf < -62.850 < inf | logz: -100.311 +/- 0.601 | dlogz: 32.722 > 0.109
iter: 3577 | bound: 45 | nc: 38 | ncall: 125483 | eff(%): 2.851 | loglstar: -inf < -62.821 < inf | logz: -100.247 +/- 0.601 | dlogz: 32.646 > 0.109
iter: 3578 | bound: 45 | nc: 38 | ncall: 125521 | eff(%): 2.851 | loglstar: -inf < -62.799 < inf | logz: -100.186 +/- 0.601 | dlogz: 32.573 > 0.109
iter: 3579 | bound: 45 | nc: 38 | ncall: 125559 | eff(%): 2.850 | loglstar: -inf < -62.741 < inf | logz: -100.127 +/- 0.601 | dlogz: 32.502 > 0.109
iter: 3580 | bound: 45 | nc: 38 | ncall: 125597 | eff(%): 2.850 | loglstar: -inf < -62.510 < inf | logz: -100.064 +/- 0.601 | dlogz: 32.433 > 0.109
iter: 3581 | bound: 45 | nc: 38 | ncall: 125635 | eff(%): 2.850 | loglstar: -inf < -62.427 < inf | logz: -99.995 +/- 0.601 | dlogz: 32.359 > 0.109
iter: 3582 | bound: 45 | nc: 38 | ncall: 125673 | eff(%): 2.850 | loglstar: -inf < -62.315 < inf | logz: -99.925 +/- 0.602 | dlogz: 32.281 > 0.109
iter: 3583 | bound: 45 | nc: 38 | ncall: 125711 | eff(%): 2.850 | loglstar: -inf < -62.202 < inf | logz: -99.852 +/- 0.602 | dlogz: 32.201 > 0.109
iter: 3584 | bound: 45 | nc: 38 | ncall: 125749 | eff(%): 2.850 | loglstar: -inf < -62.163 < inf | logz: -99.781 +/- 0.602 | dlogz: 32.118 > 0.109
iter: 3585 | bound: 45 | nc: 38 | ncall: 125787 | eff(%): 2.850 | loglstar: -inf < -61.961 < inf | logz: -99.706 +/- 0.602 | dlogz: 32.037 > 0.109
iter: 3586 | bound: 45 | nc: 38 | ncall: 125825 | eff(%): 2.850 | loglstar: -inf < -61.851 < inf | logz: -99.626 +/- 0.602 | dlogz: 31.952 > 0.109
iter: 3587 | bound: 45 | nc: 38 | ncall: 125863 | eff(%): 2.850 | loglstar: -inf < -61.770 < inf | logz: -99.546 +/- 0.602 | dlogz: 31.862 > 0.109
iter: 3588 | bound: 45 | nc: 38 | ncall: 125901 | eff(%): 2.850 | loglstar: -inf < -61.765 < inf | logz: -99.469 +/- 0.602 | dlogz: 31.772 > 0.109
iter: 3589 | bound: 45 | nc: 38 | ncall: 125939 | eff(%): 2.850 | loglstar: -inf < -61.753 < inf | logz: -99.398 +/- 0.602 | dlogz: 31.685 > 0.109
iter: 3590 | bound: 45 | nc: 38 | ncall: 125977 | eff(%): 2.850 | loglstar: -inf < -61.669 < inf | logz: -99.329 +/- 0.603 | dlogz: 31.604 > 0.109
iter: 3591 | bound: 45 | nc: 38 | ncall: 126015 | eff(%): 2.850 | loglstar: -inf < -61.588 < inf | logz: -99.260 +/- 0.603 | dlogz: 31.525 > 0.109
iter: 3592 | bound: 45 | nc: 38 | ncall: 126053 | eff(%): 2.850 | loglstar: -inf < -61.536 < inf | logz: -99.191 +/- 0.603 | dlogz: 31.446 > 0.109
iter: 3593 | bound: 45 | nc: 38 | ncall: 126091 | eff(%): 2.850 | loglstar: -inf < -61.342 < inf | logz: -99.120 +/- 0.603 | dlogz: 31.368 > 0.109
iter: 3594 | bound: 45 | nc: 38 | ncall: 126129 | eff(%): 2.849 | loglstar: -inf < -61.196 < inf | logz: -99.042 +/- 0.603 | dlogz: 31.286 > 0.109
iter: 3595 | bound: 45 | nc: 38 | ncall: 126167 | eff(%): 2.849 | loglstar: -inf < -61.057 < inf | logz: -98.960 +/- 0.603 | dlogz: 31.199 > 0.109
iter: 3596 | bound: 45 | nc: 38 | ncall: 126205 | eff(%): 2.849 | loglstar: -inf < -60.956 < inf | logz: -98.876 +/- 0.603 | dlogz: 31.107 > 0.109
iter: 3597 | bound: 45 | nc: 38 | ncall: 126243 | eff(%): 2.849 | loglstar: -inf < -60.697 < inf | logz: -98.784 +/- 0.604 | dlogz: 31.012 > 0.109
iter: 3598 | bound: 45 | nc: 38 | ncall: 126281 | eff(%): 2.849 | loglstar: -inf < -60.692 < inf | logz: -98.690 +/- 0.604 | dlogz: 30.911 > 0.109
iter: 3599 | bound: 45 | nc: 38 | ncall: 126319 | eff(%): 2.849 | loglstar: -inf < -60.647 < inf | logz: -98.603 +/- 0.604 | dlogz: 30.807 > 0.109
iter: 3600 | bound: 45 | nc: 38 | ncall: 126357 | eff(%): 2.849 | loglstar: -inf < -60.634 < inf | logz: -98.521 +/- 0.604 | dlogz: 30.710 > 0.109
iter: 3601 | bound: 45 | nc: 38 | ncall: 126395 | eff(%): 2.849 | loglstar: -inf < -60.490 < inf | logz: -98.440 +/- 0.604 | dlogz: 30.618 > 0.109
iter: 3602 | bound: 45 | nc: 38 | ncall: 126433 | eff(%): 2.849 | loglstar: -inf < -60.456 < inf | logz: -98.360 +/- 0.604 | dlogz: 30.527 > 0.109
iter: 3603 | bound: 45 | nc: 38 | ncall: 126471 | eff(%): 2.849 | loglstar: -inf < -60.448 < inf | logz: -98.285 +/- 0.604 | dlogz: 30.437 > 0.109
iter: 3604 | bound: 45 | nc: 38 | ncall: 126509 | eff(%): 2.849 | loglstar: -inf < -60.355 < inf | logz: -98.212 +/- 0.604 | dlogz: 30.352 > 0.109
iter: 3605 | bound: 45 | nc: 38 | ncall: 126547 | eff(%): 2.849 | loglstar: -inf < -60.162 < inf | logz: -98.134 +/- 0.605 | dlogz: 30.269 > 0.109
iter: 3606 | bound: 45 | nc: 38 | ncall: 126585 | eff(%): 2.849 | loglstar: -inf < -60.089 < inf | logz: -98.054 +/- 0.605 | dlogz: 30.182 > 0.109
iter: 3607 | bound: 45 | nc: 38 | ncall: 126623 | eff(%): 2.849 | loglstar: -inf < -60.040 < inf | logz: -97.976 +/- 0.605 | dlogz: 30.091 > 0.109
iter: 3608 | bound: 45 | nc: 38 | ncall: 126661 | eff(%): 2.849 | loglstar: -inf < -60.028 < inf | logz: -97.901 +/- 0.605 | dlogz: 30.003 > 0.109
iter: 3609 | bound: 45 | nc: 38 | ncall: 126699 | eff(%): 2.848 | loglstar: -inf < -60.021 < inf | logz: -97.832 +/- 0.605 | dlogz: 29.919 > 0.109
iter: 3610 | bound: 46 | nc: 38 | ncall: 126737 | eff(%): 2.848 | loglstar: -inf < -60.017 < inf | logz: -97.768 +/- 0.605 | dlogz: 29.840 > 0.109
iter: 3611 | bound: 46 | nc: 38 | ncall: 126775 | eff(%): 2.848 | loglstar: -inf < -59.905 < inf | logz: -97.705 +/- 0.605 | dlogz: 29.766 > 0.109
iter: 3612 | bound: 46 | nc: 38 | ncall: 126813 | eff(%): 2.848 | loglstar: -inf < -59.823 < inf | logz: -97.640 +/- 0.605 | dlogz: 29.692 > 0.109
iter: 3613 | bound: 46 | nc: 38 | ncall: 126851 | eff(%): 2.848 | loglstar: -inf < -59.771 < inf | logz: -97.576 +/- 0.605 | dlogz: 29.618 > 0.109
iter: 3614 | bound: 46 | nc: 38 | ncall: 126889 | eff(%): 2.848 | loglstar: -inf < -59.735 < inf | logz: -97.514 +/- 0.605 | dlogz: 29.543 > 0.109
iter: 3615 | bound: 46 | nc: 38 | ncall: 126927 | eff(%): 2.848 | loglstar: -inf < -59.699 < inf | logz: -97.453 +/- 0.605 | dlogz: 29.471 > 0.109
iter: 3616 | bound: 46 | nc: 38 | ncall: 126965 | eff(%): 2.848 | loglstar: -inf < -59.581 < inf | logz: -97.393 +/- 0.605 | dlogz: 29.401 > 0.109
iter: 3617 | bound: 46 | nc: 38 | ncall: 127003 | eff(%): 2.848 | loglstar: -inf < -59.548 < inf | logz: -97.332 +/- 0.605 | dlogz: 29.330 > 0.109
iter: 3618 | bound: 46 | nc: 38 | ncall: 127041 | eff(%): 2.848 | loglstar: -inf < -59.500 < inf | logz: -97.273 +/- 0.605 | dlogz: 29.260 > 0.109
iter: 3619 | bound: 46 | nc: 38 | ncall: 127079 | eff(%): 2.848 | loglstar: -inf < -59.497 < inf | logz: -97.216 +/- 0.605 | dlogz: 29.190 > 0.109
iter: 3620 | bound: 46 | nc: 38 | ncall: 127117 | eff(%): 2.848 | loglstar: -inf < -59.486 < inf | logz: -97.163 +/- 0.605 | dlogz: 29.124 > 0.109
iter: 3621 | bound: 46 | nc: 38 | ncall: 127155 | eff(%): 2.848 | loglstar: -inf < -59.426 < inf | logz: -97.111 +/- 0.605 | dlogz: 29.060 > 0.109
iter: 3622 | bound: 46 | nc: 38 | ncall: 127193 | eff(%): 2.848 | loglstar: -inf < -59.344 < inf | logz: -97.058 +/- 0.604 | dlogz: 28.998 > 0.109
iter: 3623 | bound: 46 | nc: 38 | ncall: 127231 | eff(%): 2.848 | loglstar: -inf < -59.305 < inf | logz: -97.006 +/- 0.604 | dlogz: 28.936 > 0.109
iter: 3624 | bound: 46 | nc: 38 | ncall: 127269 | eff(%): 2.848 | loglstar: -inf < -59.288 < inf | logz: -96.955 +/- 0.604 | dlogz: 28.874 > 0.109
iter: 3625 | bound: 46 | nc: 38 | ncall: 127307 | eff(%): 2.847 | loglstar: -inf < -59.234 < inf | logz: -96.905 +/- 0.604 | dlogz: 28.813 > 0.109
iter: 3626 | bound: 46 | nc: 38 | ncall: 127345 | eff(%): 2.847 | loglstar: -inf < -59.230 < inf | logz: -96.857 +/- 0.604 | dlogz: 28.754 > 0.109
iter: 3627 | bound: 46 | nc: 38 | ncall: 127383 | eff(%): 2.847 | loglstar: -inf < -59.225 < inf | logz: -96.812 +/- 0.604 | dlogz: 34.744 > 0.109
iter: 3628 | bound: 46 | nc: 38 | ncall: 127421 | eff(%): 2.847 | loglstar: -inf < -59.207 < inf | logz: -96.768 +/- 0.604 | dlogz: 34.688 > 0.109
iter: 3629 | bound: 46 | nc: 38 | ncall: 127459 | eff(%): 2.847 | loglstar: -inf < -59.184 < inf | logz: -96.726 +/- 0.604 | dlogz: 34.635 > 0.109
iter: 3630 | bound: 46 | nc: 38 | ncall: 127497 | eff(%): 2.847 | loglstar: -inf < -59.018 < inf | logz: -96.682 +/- 0.604 | dlogz: 34.583 > 0.109
iter: 3631 | bound: 46 | nc: 38 | ncall: 127535 | eff(%): 2.847 | loglstar: -inf < -58.875 < inf | logz: -96.633 +/- 0.604 | dlogz: 34.528 > 0.109
iter: 3632 | bound: 46 | nc: 38 | ncall: 127573 | eff(%): 2.847 | loglstar: -inf < -58.686 < inf | logz: -96.579 +/- 0.604 | dlogz: 34.470 > 0.109
iter: 3633 | bound: 46 | nc: 38 | ncall: 127611 | eff(%): 2.847 | loglstar: -inf < -58.537 < inf | logz: -96.519 +/- 0.604 | dlogz: 34.406 > 0.109
iter: 3634 | bound: 46 | nc: 38 | ncall: 127649 | eff(%): 2.847 | loglstar: -inf < -58.484 < inf | logz: -96.458 +/- 0.604 | dlogz: 34.336 > 0.109
iter: 3635 | bound: 46 | nc: 38 | ncall: 127687 | eff(%): 2.847 | loglstar: -inf < -58.435 < inf | logz: -96.397 +/- 0.604 | dlogz: 34.264 > 0.109
iter: 3636 | bound: 46 | nc: 38 | ncall: 127725 | eff(%): 2.847 | loglstar: -inf < -58.192 < inf | logz: -96.332 +/- 0.605 | dlogz: 34.194 > 0.109
iter: 3637 | bound: 46 | nc: 38 | ncall: 127763 | eff(%): 2.847 | loglstar: -inf < -58.100 < inf | logz: -96.261 +/- 0.605 | dlogz: 34.119 > 0.109
iter: 3638 | bound: 46 | nc: 38 | ncall: 127801 | eff(%): 2.847 | loglstar: -inf < -58.000 < inf | logz: -96.189 +/- 0.605 | dlogz: 34.038 > 0.109
iter: 3639 | bound: 46 | nc: 38 | ncall: 127839 | eff(%): 2.847 | loglstar: -inf < -57.962 < inf | logz: -96.118 +/- 0.605 | dlogz: 33.956 > 0.109
iter: 3640 | bound: 46 | nc: 38 | ncall: 127877 | eff(%): 2.846 | loglstar: -inf < -57.912 < inf | logz: -96.049 +/- 0.605 | dlogz: 33.875 > 0.109
iter: 3641 | bound: 46 | nc: 38 | ncall: 127915 | eff(%): 2.846 | loglstar: -inf < -57.781 < inf | logz: -95.979 +/- 0.605 | dlogz: 33.796 > 0.109
iter: 3642 | bound: 46 | nc: 38 | ncall: 127953 | eff(%): 2.846 | loglstar: -inf < -57.779 < inf | logz: -95.911 +/- 0.606 | dlogz: 33.717 > 0.109
iter: 3643 | bound: 46 | nc: 38 | ncall: 127991 | eff(%): 2.846 | loglstar: -inf < -57.737 < inf | logz: -95.846 +/- 0.606 | dlogz: 33.638 > 0.109
iter: 3644 | bound: 46 | nc: 38 | ncall: 128029 | eff(%): 2.846 | loglstar: -inf < -57.656 < inf | logz: -95.782 +/- 0.606 | dlogz: 33.563 > 0.109
iter: 3645 | bound: 46 | nc: 38 | ncall: 128067 | eff(%): 2.846 | loglstar: -inf < -57.461 < inf | logz: -95.713 +/- 0.606 | dlogz: 33.489 > 0.109
iter: 3646 | bound: 46 | nc: 38 | ncall: 128105 | eff(%): 2.846 | loglstar: -inf < -57.388 < inf | logz: -95.641 +/- 0.606 | dlogz: 33.411 > 0.109
iter: 3647 | bound: 46 | nc: 38 | ncall: 128143 | eff(%): 2.846 | loglstar: -inf < -57.362 < inf | logz: -95.572 +/- 0.606 | dlogz: 33.329 > 0.109
iter: 3648 | bound: 46 | nc: 38 | ncall: 128181 | eff(%): 2.846 | loglstar: -inf < -57.345 < inf | logz: -95.506 +/- 0.606 | dlogz: 33.249 > 0.109
iter: 3649 | bound: 46 | nc: 38 | ncall: 128219 | eff(%): 2.846 | loglstar: -inf < -57.329 < inf | logz: -95.444 +/- 0.606 | dlogz: 33.173 > 0.109
iter: 3650 | bound: 46 | nc: 38 | ncall: 128257 | eff(%): 2.846 | loglstar: -inf < -57.319 < inf | logz: -95.385 +/- 0.606 | dlogz: 33.101 > 0.109
iter: 3651 | bound: 46 | nc: 38 | ncall: 128295 | eff(%): 2.846 | loglstar: -inf < -57.286 < inf | logz: -95.329 +/- 0.606 | dlogz: 33.032 > 0.109
iter: 3652 | bound: 46 | nc: 38 | ncall: 128333 | eff(%): 2.846 | loglstar: -inf < -57.262 < inf | logz: -95.275 +/- 0.606 | dlogz: 32.966 > 0.109
iter: 3653 | bound: 46 | nc: 38 | ncall: 128371 | eff(%): 2.846 | loglstar: -inf < -57.101 < inf | logz: -95.219 +/- 0.606 | dlogz: 32.902 > 0.109
iter: 3654 | bound: 46 | nc: 38 | ncall: 128409 | eff(%): 2.846 | loglstar: -inf < -57.082 < inf | logz: -95.162 +/- 0.606 | dlogz: 32.837 > 0.109
iter: 3655 | bound: 46 | nc: 38 | ncall: 128447 | eff(%): 2.846 | loglstar: -inf < -57.027 < inf | logz: -95.107 +/- 0.606 | dlogz: 32.770 > 0.109
iter: 3656 | bound: 46 | nc: 38 | ncall: 128485 | eff(%): 2.845 | loglstar: -inf < -56.993 < inf | logz: -95.052 +/- 0.607 | dlogz: 32.705 > 0.109
iter: 3657 | bound: 46 | nc: 38 | ncall: 128523 | eff(%): 2.845 | loglstar: -inf < -56.992 < inf | logz: -95.001 +/- 0.607 | dlogz: 32.640 > 0.109
iter: 3658 | bound: 46 | nc: 38 | ncall: 128561 | eff(%): 2.845 | loglstar: -inf < -56.774 < inf | logz: -94.946 +/- 0.607 | dlogz: 32.579 > 0.109
iter: 3659 | bound: 46 | nc: 38 | ncall: 128599 | eff(%): 2.845 | loglstar: -inf < -56.764 < inf | logz: -94.889 +/- 0.607 | dlogz: 32.514 > 0.109
iter: 3660 | bound: 46 | nc: 38 | ncall: 128637 | eff(%): 2.845 | loglstar: -inf < -56.710 < inf | logz: -94.834 +/- 0.607 | dlogz: 32.447 > 0.109
iter: 3661 | bound: 46 | nc: 38 | ncall: 128675 | eff(%): 2.845 | loglstar: -inf < -56.675 < inf | logz: -94.780 +/- 0.607 | dlogz: 32.382 > 0.109
iter: 3662 | bound: 46 | nc: 38 | ncall: 128713 | eff(%): 2.845 | loglstar: -inf < -56.522 < inf | logz: -94.724 +/- 0.607 | dlogz: 32.318 > 0.109
iter: 3663 | bound: 46 | nc: 38 | ncall: 128751 | eff(%): 2.845 | loglstar: -inf < -56.490 < inf | logz: -94.667 +/- 0.607 | dlogz: 32.253 > 0.109
iter: 3664 | bound: 46 | nc: 38 | ncall: 128789 | eff(%): 2.845 | loglstar: -inf < -56.484 < inf | logz: -94.613 +/- 0.607 | dlogz: 32.186 > 0.109
iter: 3665 | bound: 46 | nc: 38 | ncall: 128827 | eff(%): 2.845 | loglstar: -inf < -56.447 < inf | logz: -94.561 +/- 0.607 | dlogz: 32.121 > 0.109
iter: 3666 | bound: 46 | nc: 38 | ncall: 128865 | eff(%): 2.845 | loglstar: -inf < -56.423 < inf | logz: -94.510 +/- 0.607 | dlogz: 32.059 > 0.109
iter: 3667 | bound: 46 | nc: 38 | ncall: 128903 | eff(%): 2.845 | loglstar: -inf < -56.298 < inf | logz: -94.459 +/- 0.607 | dlogz: 31.999 > 0.109
iter: 3668 | bound: 46 | nc: 38 | ncall: 128941 | eff(%): 2.845 | loglstar: -inf < -56.284 < inf | logz: -94.407 +/- 0.607 | dlogz: 31.937 > 0.109
iter: 3669 | bound: 46 | nc: 38 | ncall: 128979 | eff(%): 2.845 | loglstar: -inf < -56.233 < inf | logz: -94.357 +/- 0.607 | dlogz: 31.876 > 0.109
iter: 3670 | bound: 46 | nc: 38 | ncall: 129017 | eff(%): 2.845 | loglstar: -inf < -56.192 < inf | logz: -94.307 +/- 0.607 | dlogz: 31.815 > 0.109
iter: 3671 | bound: 46 | nc: 38 | ncall: 129055 | eff(%): 2.845 | loglstar: -inf < -56.158 < inf | logz: -94.259 +/- 0.607 | dlogz: 31.756 > 0.109
iter: 3672 | bound: 46 | nc: 38 | ncall: 129093 | eff(%): 2.844 | loglstar: -inf < -56.152 < inf | logz: -94.212 +/- 0.607 | dlogz: 31.697 > 0.109
iter: 3673 | bound: 46 | nc: 38 | ncall: 129131 | eff(%): 2.844 | loglstar: -inf < -56.115 < inf | logz: -94.167 +/- 0.607 | dlogz: 31.641 > 0.109
iter: 3674 | bound: 46 | nc: 38 | ncall: 129169 | eff(%): 2.844 | loglstar: -inf < -56.103 < inf | logz: -94.123 +/- 0.607 | dlogz: 31.586 > 0.109
iter: 3675 | bound: 46 | nc: 38 | ncall: 129207 | eff(%): 2.844 | loglstar: -inf < -56.101 < inf | logz: -94.081 +/- 0.607 | dlogz: 31.532 > 0.109
iter: 3676 | bound: 46 | nc: 38 | ncall: 129245 | eff(%): 2.844 | loglstar: -inf < -56.068 < inf | logz: -94.041 +/- 0.607 | dlogz: 31.480 > 0.109
iter: 3677 | bound: 46 | nc: 38 | ncall: 129283 | eff(%): 2.844 | loglstar: -inf < -56.058 < inf | logz: -94.001 +/- 0.607 | dlogz: 31.430 > 0.109
iter: 3678 | bound: 46 | nc: 38 | ncall: 129321 | eff(%): 2.844 | loglstar: -inf < -55.990 < inf | logz: -93.962 +/- 0.607 | dlogz: 31.380 > 0.109
iter: 3679 | bound: 46 | nc: 38 | ncall: 129359 | eff(%): 2.844 | loglstar: -inf < -55.849 < inf | logz: -93.921 +/- 0.607 | dlogz: 31.331 > 0.109
iter: 3680 | bound: 46 | nc: 38 | ncall: 129397 | eff(%): 2.844 | loglstar: -inf < -55.846 < inf | logz: -93.879 +/- 0.607 | dlogz: 31.280 > 0.109
iter: 3681 | bound: 46 | nc: 38 | ncall: 129435 | eff(%): 2.844 | loglstar: -inf < -55.796 < inf | logz: -93.838 +/- 0.607 | dlogz: 31.228 > 0.109
iter: 3682 | bound: 46 | nc: 38 | ncall: 129473 | eff(%): 2.844 | loglstar: -inf < -55.774 < inf | logz: -93.798 +/- 0.607 | dlogz: 31.177 > 0.109
iter: 3683 | bound: 46 | nc: 38 | ncall: 129511 | eff(%): 2.844 | loglstar: -inf < -55.699 < inf | logz: -93.758 +/- 0.607 | dlogz: 31.127 > 0.109
iter: 3684 | bound: 46 | nc: 38 | ncall: 129549 | eff(%): 2.844 | loglstar: -inf < -55.625 < inf | logz: -93.716 +/- 0.607 | dlogz: 31.077 > 0.109
iter: 3685 | bound: 47 | nc: 38 | ncall: 129587 | eff(%): 2.844 | loglstar: -inf < -55.612 < inf | logz: -93.675 +/- 0.607 | dlogz: 31.026 > 0.109
iter: 3686 | bound: 47 | nc: 38 | ncall: 129625 | eff(%): 2.844 | loglstar: -inf < -55.539 < inf | logz: -93.635 +/- 0.607 | dlogz: 30.975 > 0.109
iter: 3687 | bound: 47 | nc: 38 | ncall: 129663 | eff(%): 2.844 | loglstar: -inf < -55.522 < inf | logz: -93.594 +/- 0.607 | dlogz: 30.924 > 0.109
iter: 3688 | bound: 47 | nc: 38 | ncall: 129701 | eff(%): 2.843 | loglstar: -inf < -55.469 < inf | logz: -93.555 +/- 0.607 | dlogz: 30.874 > 0.109
iter: 3689 | bound: 47 | nc: 38 | ncall: 129739 | eff(%): 2.843 | loglstar: -inf < -55.437 < inf | logz: -93.515 +/- 0.607 | dlogz: 30.824 > 0.109
iter: 3690 | bound: 47 | nc: 38 | ncall: 129777 | eff(%): 2.843 | loglstar: -inf < -55.429 < inf | logz: -93.477 +/- 0.607 | dlogz: 30.775 > 0.109
iter: 3691 | bound: 47 | nc: 38 | ncall: 129815 | eff(%): 2.843 | loglstar: -inf < -55.423 < inf | logz: -93.440 +/- 0.607 | dlogz: 30.726 > 0.109
iter: 3692 | bound: 47 | nc: 38 | ncall: 129853 | eff(%): 2.843 | loglstar: -inf < -55.273 < inf | logz: -93.402 +/- 0.607 | dlogz: 30.679 > 0.109
iter: 3693 | bound: 47 | nc: 38 | ncall: 129891 | eff(%): 2.843 | loglstar: -inf < -55.252 < inf | logz: -93.362 +/- 0.607 | dlogz: 30.631 > 0.109
iter: 3694 | bound: 47 | nc: 38 | ncall: 129929 | eff(%): 2.843 | loglstar: -inf < -55.243 < inf | logz: -93.324 +/- 0.607 | dlogz: 30.582 > 0.109
iter: 3695 | bound: 47 | nc: 38 | ncall: 129967 | eff(%): 2.843 | loglstar: -inf < -55.138 < inf | logz: -93.286 +/- 0.607 | dlogz: 30.534 > 0.109
iter: 3696 | bound: 47 | nc: 38 | ncall: 130005 | eff(%): 2.843 | loglstar: -inf < -55.101 < inf | logz: -93.246 +/- 0.607 | dlogz: 30.485 > 0.109
iter: 3697 | bound: 47 | nc: 38 | ncall: 130043 | eff(%): 2.843 | loglstar: -inf < -55.094 < inf | logz: -93.208 +/- 0.607 | dlogz: 30.436 > 0.109
iter: 3698 | bound: 47 | nc: 38 | ncall: 130081 | eff(%): 2.843 | loglstar: -inf < -55.091 < inf | logz: -93.171 +/- 0.607 | dlogz: 30.388 > 0.109
iter: 3699 | bound: 47 | nc: 38 | ncall: 130119 | eff(%): 2.843 | loglstar: -inf < -54.946 < inf | logz: -93.134 +/- 0.607 | dlogz: 30.341 > 0.109
iter: 3700 | bound: 47 | nc: 38 | ncall: 130157 | eff(%): 2.843 | loglstar: -inf < -54.928 < inf | logz: -93.095 +/- 0.607 | dlogz: 30.294 > 0.109
iter: 3701 | bound: 47 | nc: 38 | ncall: 130195 | eff(%): 2.843 | loglstar: -inf < -54.826 < inf | logz: -93.055 +/- 0.607 | dlogz: 30.245 > 0.109
iter: 3702 | bound: 47 | nc: 38 | ncall: 130233 | eff(%): 2.843 | loglstar: -inf < -54.824 < inf | logz: -93.016 +/- 0.607 | dlogz: 30.195 > 0.109
iter: 3703 | bound: 47 | nc: 38 | ncall: 130271 | eff(%): 2.843 | loglstar: -inf < -54.808 < inf | logz: -92.978 +/- 0.607 | dlogz: 30.146 > 0.109
iter: 3704 | bound: 47 | nc: 38 | ncall: 130309 | eff(%): 2.842 | loglstar: -inf < -54.801 < inf | logz: -92.941 +/- 0.607 | dlogz: 30.098 > 0.109
iter: 3705 | bound: 48 | nc: 38 | ncall: 130347 | eff(%): 2.842 | loglstar: -inf < -54.716 < inf | logz: -92.904 +/- 0.607 | dlogz: 30.051 > 0.109
iter: 3706 | bound: 48 | nc: 38 | ncall: 130385 | eff(%): 2.842 | loglstar: -inf < -54.553 < inf | logz: -92.865 +/- 0.607 | dlogz: 30.005 > 0.109
iter: 3707 | bound: 48 | nc: 38 | ncall: 130423 | eff(%): 2.842 | loglstar: -inf < -54.456 < inf | logz: -92.822 +/- 0.607 | dlogz: 29.955 > 0.109
iter: 3708 | bound: 48 | nc: 38 | ncall: 130461 | eff(%): 2.842 | loglstar: -inf < -54.438 < inf | logz: -92.779 +/- 0.607 | dlogz: 29.903 > 0.109
iter: 3709 | bound: 48 | nc: 38 | ncall: 130499 | eff(%): 2.842 | loglstar: -inf < -54.404 < inf | logz: -92.737 +/- 0.607 | dlogz: 29.850 > 0.109
iter: 3710 | bound: 48 | nc: 38 | ncall: 130537 | eff(%): 2.842 | loglstar: -inf < -54.366 < inf | logz: -92.696 +/- 0.607 | dlogz: 29.798 > 0.109
iter: 3711 | bound: 48 | nc: 38 | ncall: 130575 | eff(%): 2.842 | loglstar: -inf < -54.344 < inf | logz: -92.656 +/- 0.607 | dlogz: 29.747 > 0.109
iter: 3712 | bound: 48 | nc: 38 | ncall: 130613 | eff(%): 2.842 | loglstar: -inf < -54.332 < inf | logz: -92.617 +/- 0.607 | dlogz: 29.696 > 0.109
iter: 3713 | bound: 48 | nc: 38 | ncall: 130651 | eff(%): 2.842 | loglstar: -inf < -54.286 < inf | logz: -92.579 +/- 0.608 | dlogz: 29.648 > 0.109
iter: 3714 | bound: 48 | nc: 38 | ncall: 130689 | eff(%): 2.842 | loglstar: -inf < -54.234 < inf | logz: -92.540 +/- 0.608 | dlogz: 29.599 > 0.109
iter: 3715 | bound: 48 | nc: 38 | ncall: 130727 | eff(%): 2.842 | loglstar: -inf < -53.906 < inf | logz: -92.496 +/- 0.608 | dlogz: 29.551 > 0.109
iter: 3716 | bound: 48 | nc: 38 | ncall: 130765 | eff(%): 2.842 | loglstar: -inf < -53.840 < inf | logz: -92.445 +/- 0.608 | dlogz: 29.496 > 0.109
iter: 3717 | bound: 48 | nc: 38 | ncall: 130803 | eff(%): 2.842 | loglstar: -inf < -53.807 < inf | logz: -92.395 +/- 0.608 | dlogz: 29.436 > 0.109
iter: 3718 | bound: 48 | nc: 38 | ncall: 130841 | eff(%): 2.842 | loglstar: -inf < -53.803 < inf | logz: -92.347 +/- 0.608 | dlogz: 29.376 > 0.109
iter: 3719 | bound: 48 | nc: 38 | ncall: 130879 | eff(%): 2.842 | loglstar: -inf < -53.784 < inf | logz: -92.301 +/- 0.608 | dlogz: 29.318 > 0.109
iter: 3720 | bound: 48 | nc: 38 | ncall: 130917 | eff(%): 2.841 | loglstar: -inf < -53.746 < inf | logz: -92.256 +/- 0.608 | dlogz: 29.262 > 0.109
iter: 3721 | bound: 48 | nc: 38 | ncall: 130955 | eff(%): 2.841 | loglstar: -inf < -53.635 < inf | logz: -92.211 +/- 0.608 | dlogz: 29.207 > 0.109
iter: 3722 | bound: 48 | nc: 38 | ncall: 130993 | eff(%): 2.841 | loglstar: -inf < -53.631 < inf | logz: -92.165 +/- 0.609 | dlogz: 29.152 > 0.109
iter: 3723 | bound: 48 | nc: 38 | ncall: 131031 | eff(%): 2.841 | loglstar: -inf < -53.614 < inf | logz: -92.121 +/- 0.609 | dlogz: 29.096 > 0.109
iter: 3724 | bound: 48 | nc: 38 | ncall: 131069 | eff(%): 2.841 | loglstar: -inf < -53.557 < inf | logz: -92.078 +/- 0.609 | dlogz: 29.043 > 0.109
iter: 3725 | bound: 48 | nc: 38 | ncall: 131107 | eff(%): 2.841 | loglstar: -inf < -53.520 < inf | logz: -92.036 +/- 0.609 | dlogz: 28.990 > 0.109
iter: 3726 | bound: 48 | nc: 38 | ncall: 131145 | eff(%): 2.841 | loglstar: -inf < -53.441 < inf | logz: -91.993 +/- 0.609 | dlogz: 28.937 > 0.109
iter: 3727 | bound: 48 | nc: 38 | ncall: 131183 | eff(%): 2.841 | loglstar: -inf < -53.390 < inf | logz: -91.949 +/- 0.609 | dlogz: 28.884 > 0.109
iter: 3728 | bound: 48 | nc: 38 | ncall: 131221 | eff(%): 2.841 | loglstar: -inf < -53.386 < inf | logz: -91.907 +/- 0.609 | dlogz: 28.831 > 0.109
iter: 3729 | bound: 48 | nc: 38 | ncall: 131259 | eff(%): 2.841 | loglstar: -inf < -53.363 < inf | logz: -91.866 +/- 0.609 | dlogz: 28.778 > 0.109
iter: 3730 | bound: 48 | nc: 38 | ncall: 131297 | eff(%): 2.841 | loglstar: -inf < -53.219 < inf | logz: -91.824 +/- 0.609 | dlogz: 28.728 > 0.109
iter: 3731 | bound: 48 | nc: 38 | ncall: 131335 | eff(%): 2.841 | loglstar: -inf < -53.072 < inf | logz: -91.778 +/- 0.609 | dlogz: 28.675 > 0.109
iter: 3732 | bound: 48 | nc: 38 | ncall: 131373 | eff(%): 2.841 | loglstar: -inf < -53.000 < inf | logz: -91.729 +/- 0.609 | dlogz: 28.619 > 0.109
iter: 3733 | bound: 48 | nc: 38 | ncall: 131411 | eff(%): 2.841 | loglstar: -inf < -52.967 < inf | logz: -91.681 +/- 0.610 | dlogz: 28.560 > 0.109
iter: 3734 | bound: 48 | nc: 38 | ncall: 131449 | eff(%): 2.841 | loglstar: -inf < -52.948 < inf | logz: -91.634 +/- 0.610 | dlogz: 28.502 > 0.109
iter: 3735 | bound: 48 | nc: 38 | ncall: 131487 | eff(%): 2.841 | loglstar: -inf < -52.948 < inf | logz: -91.589 +/- 0.610 | dlogz: 28.445 > 0.109
iter: 3736 | bound: 48 | nc: 38 | ncall: 131525 | eff(%): 2.841 | loglstar: -inf < -52.941 < inf | logz: -91.546 +/- 0.610 | dlogz: 28.391 > 0.109
iter: 3737 | bound: 48 | nc: 38 | ncall: 131563 | eff(%): 2.840 | loglstar: -inf < -52.900 < inf | logz: -91.505 +/- 0.610 | dlogz: 28.338 > 0.109
iter: 3738 | bound: 48 | nc: 38 | ncall: 131601 | eff(%): 2.840 | loglstar: -inf < -52.789 < inf | logz: -91.463 +/- 0.610 | dlogz: 28.287 > 0.109
iter: 3739 | bound: 48 | nc: 38 | ncall: 131639 | eff(%): 2.840 | loglstar: -inf < -52.787 < inf | logz: -91.420 +/- 0.610 | dlogz: 28.235 > 0.109
iter: 3740 | bound: 48 | nc: 38 | ncall: 131677 | eff(%): 2.840 | loglstar: -inf < -52.775 < inf | logz: -91.379 +/- 0.610 | dlogz: 28.182 > 0.109
iter: 3741 | bound: 48 | nc: 38 | ncall: 131715 | eff(%): 2.840 | loglstar: -inf < -52.703 < inf | logz: -91.339 +/- 0.610 | dlogz: 28.131 > 0.109
iter: 3742 | bound: 48 | nc: 38 | ncall: 131753 | eff(%): 2.840 | loglstar: -inf < -52.686 < inf | logz: -91.299 +/- 0.610 | dlogz: 28.081 > 0.109
iter: 3743 | bound: 48 | nc: 38 | ncall: 131791 | eff(%): 2.840 | loglstar: -inf < -52.594 < inf | logz: -91.259 +/- 0.610 | dlogz: 28.031 > 0.109
iter: 3744 | bound: 48 | nc: 38 | ncall: 131829 | eff(%): 2.840 | loglstar: -inf < -52.542 < inf | logz: -91.217 +/- 0.610 | dlogz: 27.981 > 0.109
iter: 3745 | bound: 48 | nc: 38 | ncall: 131867 | eff(%): 2.840 | loglstar: -inf < -52.541 < inf | logz: -91.177 +/- 0.610 | dlogz: 27.930 > 0.109
iter: 3746 | bound: 48 | nc: 38 | ncall: 131905 | eff(%): 2.840 | loglstar: -inf < -52.522 < inf | logz: -91.139 +/- 0.610 | dlogz: 27.880 > 0.109
iter: 3747 | bound: 48 | nc: 38 | ncall: 131943 | eff(%): 2.840 | loglstar: -inf < -52.522 < inf | logz: -91.101 +/- 0.610 | dlogz: 27.831 > 0.109
iter: 3748 | bound: 48 | nc: 38 | ncall: 131981 | eff(%): 2.840 | loglstar: -inf < -52.430 < inf | logz: -91.064 +/- 0.610 | dlogz: 27.784 > 0.109
iter: 3749 | bound: 48 | nc: 38 | ncall: 132019 | eff(%): 2.840 | loglstar: -inf < -52.406 < inf | logz: -91.027 +/- 0.610 | dlogz: 27.737 > 0.109
iter: 3750 | bound: 48 | nc: 38 | ncall: 132057 | eff(%): 2.840 | loglstar: -inf < -52.348 < inf | logz: -90.989 +/- 0.610 | dlogz: 27.689 > 0.109
iter: 3751 | bound: 48 | nc: 38 | ncall: 132095 | eff(%): 2.840 | loglstar: -inf < -52.233 < inf | logz: -90.951 +/- 0.610 | dlogz: 27.642 > 0.109
iter: 3752 | bound: 48 | nc: 38 | ncall: 132133 | eff(%): 2.840 | loglstar: -inf < -52.222 < inf | logz: -90.911 +/- 0.611 | dlogz: 27.593 > 0.109
iter: 3753 | bound: 48 | nc: 38 | ncall: 132171 | eff(%): 2.840 | loglstar: -inf < -52.087 < inf | logz: -90.871 +/- 0.611 | dlogz: 27.544 > 0.109
iter: 3754 | bound: 48 | nc: 38 | ncall: 132209 | eff(%): 2.839 | loglstar: -inf < -52.014 < inf | logz: -90.829 +/- 0.611 | dlogz: 27.494 > 0.109
iter: 3755 | bound: 48 | nc: 38 | ncall: 132247 | eff(%): 2.839 | loglstar: -inf < -52.003 < inf | logz: -90.787 +/- 0.611 | dlogz: 27.441 > 0.109
iter: 3756 | bound: 49 | nc: 38 | ncall: 132285 | eff(%): 2.839 | loglstar: -inf < -51.939 < inf | logz: -90.745 +/- 0.611 | dlogz: 27.389 > 0.109
iter: 3757 | bound: 49 | nc: 38 | ncall: 132323 | eff(%): 2.839 | loglstar: -inf < -51.925 < inf | logz: -90.704 +/- 0.611 | dlogz: 27.338 > 0.109
iter: 3758 | bound: 49 | nc: 38 | ncall: 132361 | eff(%): 2.839 | loglstar: -inf < -51.791 < inf | logz: -90.662 +/- 0.611 | dlogz: 27.287 > 0.109
iter: 3759 | bound: 49 | nc: 38 | ncall: 132399 | eff(%): 2.839 | loglstar: -inf < -51.785 < inf | logz: -90.620 +/- 0.611 | dlogz: 27.235 > 0.109
iter: 3760 | bound: 49 | nc: 38 | ncall: 132437 | eff(%): 2.839 | loglstar: -inf < -51.617 < inf | logz: -90.576 +/- 0.611 | dlogz: 27.183 > 0.109
iter: 3761 | bound: 49 | nc: 38 | ncall: 132475 | eff(%): 2.839 | loglstar: -inf < -51.398 < inf | logz: -90.525 +/- 0.611 | dlogz: 27.129 > 0.109
iter: 3762 | bound: 49 | nc: 38 | ncall: 132513 | eff(%): 2.839 | loglstar: -inf < -51.295 < inf | logz: -90.469 +/- 0.612 | dlogz: 27.068 > 0.109
iter: 3763 | bound: 49 | nc: 38 | ncall: 132551 | eff(%): 2.839 | loglstar: -inf < -51.214 < inf | logz: -90.412 +/- 0.612 | dlogz: 27.002 > 0.109
iter: 3764 | bound: 49 | nc: 38 | ncall: 132589 | eff(%): 2.839 | loglstar: -inf < -51.067 < inf | logz: -90.352 +/- 0.612 | dlogz: 26.935 > 0.109
iter: 3765 | bound: 49 | nc: 38 | ncall: 132627 | eff(%): 2.839 | loglstar: -inf < -51.032 < inf | logz: -90.291 +/- 0.612 | dlogz: 26.865 > 0.109
iter: 3766 | bound: 49 | nc: 38 | ncall: 132665 | eff(%): 2.839 | loglstar: -inf < -51.005 < inf | logz: -90.232 +/- 0.613 | dlogz: 26.794 > 0.109
iter: 3767 | bound: 49 | nc: 38 | ncall: 132703 | eff(%): 2.839 | loglstar: -inf < -50.968 < inf | logz: -90.176 +/- 0.613 | dlogz: 26.726 > 0.109
iter: 3768 | bound: 49 | nc: 38 | ncall: 132741 | eff(%): 2.839 | loglstar: -inf < -50.908 < inf | logz: -90.120 +/- 0.613 | dlogz: 26.659 > 0.109
iter: 3769 | bound: 49 | nc: 38 | ncall: 132779 | eff(%): 2.839 | loglstar: -inf < -50.893 < inf | logz: -90.066 +/- 0.613 | dlogz: 26.594 > 0.109
iter: 3770 | bound: 49 | nc: 38 | ncall: 132817 | eff(%): 2.838 | loglstar: -inf < -50.737 < inf | logz: -90.011 +/- 0.613 | dlogz: 26.529 > 0.109
iter: 3771 | bound: 49 | nc: 38 | ncall: 132855 | eff(%): 2.838 | loglstar: -inf < -50.704 < inf | logz: -89.954 +/- 0.613 | dlogz: 26.464 > 0.109
iter: 3772 | bound: 49 | nc: 38 | ncall: 132893 | eff(%): 2.838 | loglstar: -inf < -50.691 < inf | logz: -89.899 +/- 0.614 | dlogz: 26.397 > 0.109
iter: 3773 | bound: 50 | nc: 38 | ncall: 132931 | eff(%): 2.838 | loglstar: -inf < -50.659 < inf | logz: -89.847 +/- 0.614 | dlogz: 26.333 > 0.109
iter: 3774 | bound: 50 | nc: 38 | ncall: 132969 | eff(%): 2.838 | loglstar: -inf < -50.658 < inf | logz: -89.797 +/- 0.614 | dlogz: 26.271 > 0.109
iter: 3775 | bound: 50 | nc: 38 | ncall: 133007 | eff(%): 2.838 | loglstar: -inf < -50.639 < inf | logz: -89.749 +/- 0.614 | dlogz: 26.211 > 0.109
iter: 3776 | bound: 50 | nc: 38 | ncall: 133045 | eff(%): 2.838 | loglstar: -inf < -50.447 < inf | logz: -89.699 +/- 0.614 | dlogz: 26.153 > 0.109
iter: 3777 | bound: 50 | nc: 38 | ncall: 133083 | eff(%): 2.838 | loglstar: -inf < -50.327 < inf | logz: -89.644 +/- 0.614 | dlogz: 26.093 > 0.109
iter: 3778 | bound: 50 | nc: 38 | ncall: 133121 | eff(%): 2.838 | loglstar: -inf < -50.276 < inf | logz: -89.588 +/- 0.614 | dlogz: 26.028 > 0.109
iter: 3779 | bound: 50 | nc: 38 | ncall: 133159 | eff(%): 2.838 | loglstar: -inf < -50.212 < inf | logz: -89.533 +/- 0.614 | dlogz: 25.962 > 0.109
iter: 3780 | bound: 50 | nc: 38 | ncall: 133197 | eff(%): 2.838 | loglstar: -inf < -50.179 < inf | logz: -89.478 +/- 0.615 | dlogz: 25.897 > 0.109
iter: 3781 | bound: 50 | nc: 38 | ncall: 133235 | eff(%): 2.838 | loglstar: -inf < -50.150 < inf | logz: -89.425 +/- 0.615 | dlogz: 25.832 > 0.109
iter: 3782 | bound: 50 | nc: 38 | ncall: 133273 | eff(%): 2.838 | loglstar: -inf < -50.131 < inf | logz: -89.375 +/- 0.615 | dlogz: 25.770 > 0.109
iter: 3783 | bound: 50 | nc: 38 | ncall: 133311 | eff(%): 2.838 | loglstar: -inf < -50.038 < inf | logz: -89.324 +/- 0.615 | dlogz: 25.709 > 0.109
iter: 3784 | bound: 50 | nc: 38 | ncall: 133349 | eff(%): 2.838 | loglstar: -inf < -49.917 < inf | logz: -89.271 +/- 0.615 | dlogz: 25.648 > 0.109
iter: 3785 | bound: 50 | nc: 38 | ncall: 133387 | eff(%): 2.838 | loglstar: -inf < -49.738 < inf | logz: -89.213 +/- 0.615 | dlogz: 25.585 > 0.109
iter: 3786 | bound: 50 | nc: 38 | ncall: 133425 | eff(%): 2.838 | loglstar: -inf < -49.665 < inf | logz: -89.152 +/- 0.615 | dlogz: 25.517 > 0.109
iter: 3787 | bound: 50 | nc: 38 | ncall: 133463 | eff(%): 2.837 | loglstar: -inf < -49.544 < inf | logz: -89.089 +/- 0.616 | dlogz: 25.446 > 0.109
iter: 3788 | bound: 50 | nc: 38 | ncall: 133501 | eff(%): 2.837 | loglstar: -inf < -49.528 < inf | logz: -89.027 +/- 0.616 | dlogz: 25.374 > 0.109
iter: 3789 | bound: 50 | nc: 38 | ncall: 133539 | eff(%): 2.837 | loglstar: -inf < -49.447 < inf | logz: -88.966 +/- 0.616 | dlogz: 25.301 > 0.109
iter: 3790 | bound: 50 | nc: 38 | ncall: 133577 | eff(%): 2.837 | loglstar: -inf < -49.374 < inf | logz: -88.905 +/- 0.616 | dlogz: 25.231 > 0.109
iter: 3791 | bound: 50 | nc: 38 | ncall: 133615 | eff(%): 2.837 | loglstar: -inf < -49.093 < inf | logz: -88.836 +/- 0.616 | dlogz: 25.159 > 0.109
iter: 3792 | bound: 50 | nc: 38 | ncall: 133653 | eff(%): 2.837 | loglstar: -inf < -49.029 < inf | logz: -88.762 +/- 0.617 | dlogz: 25.081 > 0.109
iter: 3793 | bound: 50 | nc: 38 | ncall: 133691 | eff(%): 2.837 | loglstar: -inf < -49.011 < inf | logz: -88.691 +/- 0.617 | dlogz: 24.997 > 0.109
iter: 3794 | bound: 50 | nc: 38 | ncall: 133729 | eff(%): 2.837 | loglstar: -inf < -49.006 < inf | logz: -88.624 +/- 0.617 | dlogz: 24.915 > 0.109
iter: 3795 | bound: 50 | nc: 38 | ncall: 133767 | eff(%): 2.837 | loglstar: -inf < -48.932 < inf | logz: -88.560 +/- 0.617 | dlogz: 24.839 > 0.109
iter: 3796 | bound: 50 | nc: 38 | ncall: 133805 | eff(%): 2.837 | loglstar: -inf < -48.857 < inf | logz: -88.496 +/- 0.617 | dlogz: 24.765 > 0.109
iter: 3797 | bound: 50 | nc: 38 | ncall: 133843 | eff(%): 2.837 | loglstar: -inf < -48.824 < inf | logz: -88.433 +/- 0.617 | dlogz: 24.690 > 0.109
iter: 3798 | bound: 50 | nc: 38 | ncall: 133881 | eff(%): 2.837 | loglstar: -inf < -48.813 < inf | logz: -88.373 +/- 0.617 | dlogz: 24.617 > 0.109
iter: 3799 | bound: 50 | nc: 38 | ncall: 133919 | eff(%): 2.837 | loglstar: -inf < -48.761 < inf | logz: -88.315 +/- 0.618 | dlogz: 24.548 > 0.109
iter: 3800 | bound: 50 | nc: 38 | ncall: 133957 | eff(%): 2.837 | loglstar: -inf < -48.750 < inf | logz: -88.259 +/- 0.618 | dlogz: 24.480 > 0.109
iter: 3801 | bound: 50 | nc: 38 | ncall: 133995 | eff(%): 2.837 | loglstar: -inf < -48.716 < inf | logz: -88.205 +/- 0.618 | dlogz: 24.414 > 0.109
iter: 3802 | bound: 50 | nc: 38 | ncall: 134033 | eff(%): 2.837 | loglstar: -inf < -48.591 < inf | logz: -88.151 +/- 0.618 | dlogz: 24.351 > 0.109
iter: 3803 | bound: 50 | nc: 38 | ncall: 134071 | eff(%): 2.837 | loglstar: -inf < -48.590 < inf | logz: -88.097 +/- 0.618 | dlogz: 24.286 > 0.109
iter: 3804 | bound: 50 | nc: 38 | ncall: 134109 | eff(%): 2.836 | loglstar: -inf < -48.506 < inf | logz: -88.044 +/- 0.618 | dlogz: 24.222 > 0.109
iter: 3805 | bound: 50 | nc: 38 | ncall: 134147 | eff(%): 2.836 | loglstar: -inf < -48.487 < inf | logz: -87.991 +/- 0.618 | dlogz: 24.159 > 0.109
iter: 3806 | bound: 50 | nc: 38 | ncall: 134185 | eff(%): 2.836 | loglstar: -inf < -48.256 < inf | logz: -87.935 +/- 0.618 | dlogz: 24.096 > 0.109
iter: 3807 | bound: 50 | nc: 38 | ncall: 134223 | eff(%): 2.836 | loglstar: -inf < -48.101 < inf | logz: -87.872 +/- 0.618 | dlogz: 24.030 > 0.109
iter: 3808 | bound: 50 | nc: 38 | ncall: 134261 | eff(%): 2.836 | loglstar: -inf < -48.065 < inf | logz: -87.807 +/- 0.618 | dlogz: 23.957 > 0.109
iter: 3809 | bound: 50 | nc: 38 | ncall: 134299 | eff(%): 2.836 | loglstar: -inf < -48.027 < inf | logz: -87.745 +/- 0.618 | dlogz: 23.883 > 0.109
iter: 3810 | bound: 50 | nc: 38 | ncall: 134337 | eff(%): 2.836 | loglstar: -inf < -48.007 < inf | logz: -87.685 +/- 0.618 | dlogz: 23.810 > 0.109
iter: 3811 | bound: 50 | nc: 38 | ncall: 134375 | eff(%): 2.836 | loglstar: -inf < -47.878 < inf | logz: -87.625 +/- 0.619 | dlogz: 23.741 > 0.109
iter: 3812 | bound: 50 | nc: 38 | ncall: 134413 | eff(%): 2.836 | loglstar: -inf < -47.853 < inf | logz: -87.565 +/- 0.619 | dlogz: 23.671 > 0.109
iter: 3813 | bound: 50 | nc: 38 | ncall: 134451 | eff(%): 2.836 | loglstar: -inf < -47.843 < inf | logz: -87.507 +/- 0.619 | dlogz: 23.600 > 0.109
iter: 3814 | bound: 50 | nc: 38 | ncall: 134489 | eff(%): 2.836 | loglstar: -inf < -47.816 < inf | logz: -87.453 +/- 0.619 | dlogz: 23.533 > 0.109
iter: 3815 | bound: 50 | nc: 38 | ncall: 134527 | eff(%): 2.836 | loglstar: -inf < -47.803 < inf | logz: -87.400 +/- 0.619 | dlogz: 23.469 > 0.109
iter: 3816 | bound: 50 | nc: 38 | ncall: 134565 | eff(%): 2.836 | loglstar: -inf < -47.735 < inf | logz: -87.349 +/- 0.619 | dlogz: 23.406 > 0.109
iter: 3817 | bound: 50 | nc: 38 | ncall: 134603 | eff(%): 2.836 | loglstar: -inf < -47.726 < inf | logz: -87.299 +/- 0.619 | dlogz: 23.345 > 0.109
iter: 3818 | bound: 50 | nc: 38 | ncall: 134641 | eff(%): 2.836 | loglstar: -inf < -47.717 < inf | logz: -87.251 +/- 0.619 | dlogz: 23.285 > 0.109
iter: 3819 | bound: 50 | nc: 38 | ncall: 134679 | eff(%): 2.836 | loglstar: -inf < -47.698 < inf | logz: -87.206 +/- 0.619 | dlogz: 23.227 > 0.109
iter: 3820 | bound: 50 | nc: 38 | ncall: 134717 | eff(%): 2.836 | loglstar: -inf < -47.651 < inf | logz: -87.161 +/- 0.619 | dlogz: 23.172 > 0.109
iter: 3821 | bound: 50 | nc: 38 | ncall: 134755 | eff(%): 2.836 | loglstar: -inf < -47.614 < inf | logz: -87.117 +/- 0.619 | dlogz: 23.117 > 0.109
iter: 3822 | bound: 50 | nc: 38 | ncall: 134793 | eff(%): 2.835 | loglstar: -inf < -47.536 < inf | logz: -87.072 +/- 0.619 | dlogz: 23.063 > 0.109
iter: 3823 | bound: 50 | nc: 38 | ncall: 134831 | eff(%): 2.835 | loglstar: -inf < -47.492 < inf | logz: -87.028 +/- 0.619 | dlogz: 23.008 > 0.109
iter: 3824 | bound: 50 | nc: 38 | ncall: 134869 | eff(%): 2.835 | loglstar: -inf < -47.453 < inf | logz: -86.984 +/- 0.619 | dlogz: 22.954 > 0.109
iter: 3825 | bound: 50 | nc: 38 | ncall: 134907 | eff(%): 2.835 | loglstar: -inf < -47.400 < inf | logz: -86.940 +/- 0.619 | dlogz: 22.900 > 0.109
iter: 3826 | bound: 50 | nc: 38 | ncall: 134945 | eff(%): 2.835 | loglstar: -inf < -47.375 < inf | logz: -86.897 +/- 0.619 | dlogz: 22.846 > 0.109
iter: 3827 | bound: 50 | nc: 38 | ncall: 134983 | eff(%): 2.835 | loglstar: -inf < -47.278 < inf | logz: -86.854 +/- 0.619 | dlogz: 22.793 > 0.109
iter: 3828 | bound: 50 | nc: 38 | ncall: 135021 | eff(%): 2.835 | loglstar: -inf < -47.143 < inf | logz: -86.807 +/- 0.619 | dlogz: 22.740 > 0.109
iter: 3829 | bound: 50 | nc: 38 | ncall: 135059 | eff(%): 2.835 | loglstar: -inf < -47.107 < inf | logz: -86.760 +/- 0.619 | dlogz: 22.684 > 0.109
iter: 3830 | bound: 50 | nc: 38 | ncall: 135097 | eff(%): 2.835 | loglstar: -inf < -46.926 < inf | logz: -86.710 +/- 0.619 | dlogz: 22.626 > 0.109
iter: 3831 | bound: 50 | nc: 38 | ncall: 135135 | eff(%): 2.835 | loglstar: -inf < -46.925 < inf | logz: -86.658 +/- 0.619 | dlogz: 22.566 > 0.109
iter: 3832 | bound: 50 | nc: 38 | ncall: 135173 | eff(%): 2.835 | loglstar: -inf < -46.878 < inf | logz: -86.609 +/- 0.619 | dlogz: 22.505 > 0.109
iter: 3833 | bound: 50 | nc: 38 | ncall: 135211 | eff(%): 2.835 | loglstar: -inf < -46.824 < inf | logz: -86.560 +/- 0.619 | dlogz: 22.445 > 0.109
iter: 3834 | bound: 50 | nc: 38 | ncall: 135249 | eff(%): 2.835 | loglstar: -inf < -46.789 < inf | logz: -86.511 +/- 0.619 | dlogz: 22.386 > 0.109
iter: 3835 | bound: 50 | nc: 38 | ncall: 135287 | eff(%): 2.835 | loglstar: -inf < -46.786 < inf | logz: -86.464 +/- 0.619 | dlogz: 22.328 > 0.109
iter: 3836 | bound: 50 | nc: 38 | ncall: 135325 | eff(%): 2.835 | loglstar: -inf < -46.779 < inf | logz: -86.420 +/- 0.619 | dlogz: 22.271 > 0.109
iter: 3837 | bound: 50 | nc: 38 | ncall: 135363 | eff(%): 2.835 | loglstar: -inf < -46.704 < inf | logz: -86.376 +/- 0.619 | dlogz: 22.217 > 0.109
iter: 3838 | bound: 50 | nc: 38 | ncall: 135401 | eff(%): 2.835 | loglstar: -inf < -46.679 < inf | logz: -86.333 +/- 0.619 | dlogz: 22.163 > 0.109
iter: 3839 | bound: 50 | nc: 38 | ncall: 135439 | eff(%): 2.834 | loglstar: -inf < -46.574 < inf | logz: -86.289 +/- 0.619 | dlogz: 22.110 > 0.109
iter: 3840 | bound: 50 | nc: 38 | ncall: 135477 | eff(%): 2.834 | loglstar: -inf < -46.511 < inf | logz: -86.243 +/- 0.619 | dlogz: 22.055 > 0.109
iter: 3841 | bound: 50 | nc: 38 | ncall: 135515 | eff(%): 2.834 | loglstar: -inf < -46.503 < inf | logz: -86.199 +/- 0.619 | dlogz: 22.000 > 0.109
iter: 3842 | bound: 50 | nc: 38 | ncall: 135553 | eff(%): 2.834 | loglstar: -inf < -46.435 < inf | logz: -86.155 +/- 0.619 | dlogz: 21.946 > 0.109
iter: 3843 | bound: 50 | nc: 38 | ncall: 135591 | eff(%): 2.834 | loglstar: -inf < -46.179 < inf | logz: -86.106 +/- 0.619 | dlogz: 21.892 > 0.109
iter: 3844 | bound: 50 | nc: 38 | ncall: 135629 | eff(%): 2.834 | loglstar: -inf < -46.131 < inf | logz: -86.052 +/- 0.620 | dlogz: 21.833 > 0.109
iter: 3845 | bound: 50 | nc: 38 | ncall: 135667 | eff(%): 2.834 | loglstar: -inf < -46.073 < inf | logz: -85.999 +/- 0.620 | dlogz: 21.769 > 0.109
iter: 3846 | bound: 50 | nc: 38 | ncall: 135705 | eff(%): 2.834 | loglstar: -inf < -45.980 < inf | logz: -85.946 +/- 0.620 | dlogz: 21.707 > 0.109
iter: 3847 | bound: 50 | nc: 38 | ncall: 135743 | eff(%): 2.834 | loglstar: -inf < -45.979 < inf | logz: -85.893 +/- 0.620 | dlogz: 21.643 > 0.109
iter: 3848 | bound: 50 | nc: 38 | ncall: 135781 | eff(%): 2.834 | loglstar: -inf < -45.959 < inf | logz: -85.843 +/- 0.620 | dlogz: 21.581 > 0.109
iter: 3849 | bound: 50 | nc: 38 | ncall: 135819 | eff(%): 2.834 | loglstar: -inf < -45.909 < inf | logz: -85.794 +/- 0.620 | dlogz: 21.521 > 0.109
iter: 3850 | bound: 50 | nc: 38 | ncall: 135857 | eff(%): 2.834 | loglstar: -inf < -45.898 < inf | logz: -85.747 +/- 0.620 | dlogz: 21.462 > 0.109
iter: 3851 | bound: 50 | nc: 38 | ncall: 135895 | eff(%): 2.834 | loglstar: -inf < -45.838 < inf | logz: -85.701 +/- 0.620 | dlogz: 21.405 > 0.109
iter: 3852 | bound: 50 | nc: 38 | ncall: 135933 | eff(%): 2.834 | loglstar: -inf < -45.822 < inf | logz: -85.655 +/- 0.620 | dlogz: 21.348 > 0.109
iter: 3853 | bound: 50 | nc: 38 | ncall: 135971 | eff(%): 2.834 | loglstar: -inf < -45.777 < inf | logz: -85.610 +/- 0.620 | dlogz: 21.293 > 0.109
iter: 3854 | bound: 50 | nc: 38 | ncall: 136009 | eff(%): 2.834 | loglstar: -inf < -45.770 < inf | logz: -85.567 +/- 0.620 | dlogz: 21.238 > 0.109
iter: 3855 | bound: 50 | nc: 38 | ncall: 136047 | eff(%): 2.834 | loglstar: -inf < -45.749 < inf | logz: -85.525 +/- 0.620 | dlogz: 21.185 > 0.109
iter: 3856 | bound: 50 | nc: 38 | ncall: 136085 | eff(%): 2.834 | loglstar: -inf < -45.742 < inf | logz: -85.485 +/- 0.620 | dlogz: 21.133 > 0.109
iter: 3857 | bound: 50 | nc: 38 | ncall: 136123 | eff(%): 2.833 | loglstar: -inf < -45.585 < inf | logz: -85.444 +/- 0.620 | dlogz: 21.083 > 0.109
iter: 3858 | bound: 50 | nc: 38 | ncall: 136161 | eff(%): 2.833 | loglstar: -inf < -45.397 < inf | logz: -85.397 +/- 0.620 | dlogz: 21.032 > 0.109
iter: 3859 | bound: 50 | nc: 38 | ncall: 136199 | eff(%): 2.833 | loglstar: -inf < -45.164 < inf | logz: -85.342 +/- 0.621 | dlogz: 20.975 > 0.109
iter: 3860 | bound: 50 | nc: 38 | ncall: 136237 | eff(%): 2.833 | loglstar: -inf < -45.121 < inf | logz: -85.284 +/- 0.621 | dlogz: 20.910 > 0.109
iter: 3861 | bound: 50 | nc: 38 | ncall: 136275 | eff(%): 2.833 | loglstar: -inf < -45.034 < inf | logz: -85.226 +/- 0.621 | dlogz: 20.842 > 0.109
iter: 3862 | bound: 50 | nc: 38 | ncall: 136313 | eff(%): 2.833 | loglstar: -inf < -45.026 < inf | logz: -85.169 +/- 0.621 | dlogz: 20.774 > 0.109
iter: 3863 | bound: 50 | nc: 38 | ncall: 136351 | eff(%): 2.833 | loglstar: -inf < -45.008 < inf | logz: -85.115 +/- 0.621 | dlogz: 20.707 > 0.109
iter: 3864 | bound: 50 | nc: 38 | ncall: 136389 | eff(%): 2.833 | loglstar: -inf < -44.967 < inf | logz: -85.063 +/- 0.621 | dlogz: 20.643 > 0.109
iter: 3865 | bound: 50 | nc: 38 | ncall: 136427 | eff(%): 2.833 | loglstar: -inf < -44.922 < inf | logz: -85.012 +/- 0.621 | dlogz: 20.581 > 0.109
iter: 3866 | bound: 50 | nc: 38 | ncall: 136465 | eff(%): 2.833 | loglstar: -inf < -44.919 < inf | logz: -84.962 +/- 0.621 | dlogz: 20.520 > 0.109
iter: 3867 | bound: 50 | nc: 38 | ncall: 136503 | eff(%): 2.833 | loglstar: -inf < -44.913 < inf | logz: -84.916 +/- 0.622 | dlogz: 20.461 > 0.109
iter: 3868 | bound: 50 | nc: 38 | ncall: 136541 | eff(%): 2.833 | loglstar: -inf < -44.760 < inf | logz: -84.868 +/- 0.622 | dlogz: 20.404 > 0.109
iter: 3869 | bound: 50 | nc: 38 | ncall: 136579 | eff(%): 2.833 | loglstar: -inf < -44.696 < inf | logz: -84.817 +/- 0.622 | dlogz: 20.346 > 0.109
iter: 3870 | bound: 50 | nc: 38 | ncall: 136617 | eff(%): 2.833 | loglstar: -inf < -44.683 < inf | logz: -84.768 +/- 0.622 | dlogz: 20.286 > 0.109
iter: 3871 | bound: 50 | nc: 38 | ncall: 136655 | eff(%): 2.833 | loglstar: -inf < -44.642 < inf | logz: -84.720 +/- 0.622 | dlogz: 20.226 > 0.109
iter: 3872 | bound: 51 | nc: 38 | ncall: 136693 | eff(%): 2.833 | loglstar: -inf < -44.591 < inf | logz: -84.673 +/- 0.622 | dlogz: 20.169 > 0.109
iter: 3873 | bound: 51 | nc: 38 | ncall: 136731 | eff(%): 2.833 | loglstar: -inf < -44.534 < inf | logz: -84.626 +/- 0.622 | dlogz: 20.112 > 0.109
iter: 3874 | bound: 51 | nc: 38 | ncall: 136769 | eff(%): 2.833 | loglstar: -inf < -44.460 < inf | logz: -84.579 +/- 0.622 | dlogz: 20.055 > 0.109
iter: 3875 | bound: 51 | nc: 38 | ncall: 136807 | eff(%): 2.832 | loglstar: -inf < -44.400 < inf | logz: -84.531 +/- 0.622 | dlogz: 19.997 > 0.109
iter: 3876 | bound: 51 | nc: 38 | ncall: 136845 | eff(%): 2.832 | loglstar: -inf < -44.388 < inf | logz: -84.484 +/- 0.622 | dlogz: 19.939 > 0.109
iter: 3877 | bound: 51 | nc: 38 | ncall: 136883 | eff(%): 2.832 | loglstar: -inf < -44.354 < inf | logz: -84.438 +/- 0.622 | dlogz: 19.883 > 0.109
iter: 3878 | bound: 51 | nc: 38 | ncall: 136921 | eff(%): 2.832 | loglstar: -inf < -44.353 < inf | logz: -84.395 +/- 0.622 | dlogz: 19.827 > 0.109
iter: 3879 | bound: 51 | nc: 38 | ncall: 136959 | eff(%): 2.832 | loglstar: -inf < -44.129 < inf | logz: -84.348 +/- 0.622 | dlogz: 19.774 > 0.109
iter: 3880 | bound: 51 | nc: 38 | ncall: 136997 | eff(%): 2.832 | loglstar: -inf < -43.829 < inf | logz: -84.291 +/- 0.622 | dlogz: 19.717 > 0.109
iter: 3881 | bound: 51 | nc: 38 | ncall: 137035 | eff(%): 2.832 | loglstar: -inf < -43.816 < inf | logz: -84.229 +/- 0.623 | dlogz: 19.650 > 0.109
iter: 3882 | bound: 51 | nc: 38 | ncall: 137073 | eff(%): 2.832 | loglstar: -inf < -43.725 < inf | logz: -84.169 +/- 0.623 | dlogz: 19.578 > 0.109
iter: 3883 | bound: 51 | nc: 38 | ncall: 137111 | eff(%): 2.832 | loglstar: -inf < -43.678 < inf | logz: -84.108 +/- 0.623 | dlogz: 19.508 > 0.109
iter: 3884 | bound: 51 | nc: 38 | ncall: 137149 | eff(%): 2.832 | loglstar: -inf < -43.604 < inf | logz: -84.048 +/- 0.623 | dlogz: 19.437 > 0.109
iter: 3885 | bound: 51 | nc: 38 | ncall: 137187 | eff(%): 2.832 | loglstar: -inf < -43.586 < inf | logz: -83.990 +/- 0.623 | dlogz: 19.368 > 0.109
iter: 3886 | bound: 51 | nc: 38 | ncall: 137225 | eff(%): 2.832 | loglstar: -inf < -43.528 < inf | logz: -83.933 +/- 0.623 | dlogz: 19.299 > 0.109
iter: 3887 | bound: 51 | nc: 38 | ncall: 137263 | eff(%): 2.832 | loglstar: -inf < -43.470 < inf | logz: -83.877 +/- 0.624 | dlogz: 19.232 > 0.109
iter: 3888 | bound: 51 | nc: 38 | ncall: 137301 | eff(%): 2.832 | loglstar: -inf < -43.340 < inf | logz: -83.819 +/- 0.624 | dlogz: 19.166 > 0.109
iter: 3889 | bound: 51 | nc: 38 | ncall: 137339 | eff(%): 2.832 | loglstar: -inf < -43.274 < inf | logz: -83.759 +/- 0.624 | dlogz: 19.098 > 0.109
iter: 3890 | bound: 51 | nc: 38 | ncall: 137377 | eff(%): 2.832 | loglstar: -inf < -43.212 < inf | logz: -83.700 +/- 0.624 | dlogz: 19.029 > 0.109
iter: 3891 | bound: 51 | nc: 38 | ncall: 137415 | eff(%): 2.832 | loglstar: -inf < -43.202 < inf | logz: -83.643 +/- 0.624 | dlogz: 18.960 > 0.109
iter: 3892 | bound: 51 | nc: 38 | ncall: 137453 | eff(%): 2.832 | loglstar: -inf < -43.196 < inf | logz: -83.589 +/- 0.624 | dlogz: 18.892 > 0.109
iter: 3893 | bound: 51 | nc: 38 | ncall: 137491 | eff(%): 2.831 | loglstar: -inf < -43.120 < inf | logz: -83.536 +/- 0.624 | dlogz: 18.828 > 0.109
iter: 3894 | bound: 51 | nc: 38 | ncall: 137529 | eff(%): 2.831 | loglstar: -inf < -43.093 < inf | logz: -83.483 +/- 0.624 | dlogz: 18.765 > 0.109
iter: 3895 | bound: 51 | nc: 38 | ncall: 137567 | eff(%): 2.831 | loglstar: -inf < -43.093 < inf | logz: -83.433 +/- 0.624 | dlogz: 18.703 > 0.109
iter: 3896 | bound: 51 | nc: 38 | ncall: 137605 | eff(%): 2.831 | loglstar: -inf < -43.066 < inf | logz: -83.386 +/- 0.624 | dlogz: 18.643 > 0.109
iter: 3897 | bound: 51 | nc: 38 | ncall: 137643 | eff(%): 2.831 | loglstar: -inf < -43.058 < inf | logz: -83.340 +/- 0.624 | dlogz: 18.585 > 0.109
iter: 3898 | bound: 51 | nc: 38 | ncall: 137681 | eff(%): 2.831 | loglstar: -inf < -43.042 < inf | logz: -83.296 +/- 0.624 | dlogz: 18.530 > 0.109
iter: 3899 | bound: 51 | nc: 38 | ncall: 137719 | eff(%): 2.831 | loglstar: -inf < -42.910 < inf | logz: -83.251 +/- 0.624 | dlogz: 18.476 > 0.109
iter: 3900 | bound: 51 | nc: 38 | ncall: 137757 | eff(%): 2.831 | loglstar: -inf < -42.882 < inf | logz: -83.205 +/- 0.624 | dlogz: 18.421 > 0.109
iter: 3901 | bound: 51 | nc: 38 | ncall: 137795 | eff(%): 2.831 | loglstar: -inf < -42.875 < inf | logz: -83.161 +/- 0.624 | dlogz: 18.365 > 0.109
iter: 3902 | bound: 51 | nc: 38 | ncall: 137833 | eff(%): 2.831 | loglstar: -inf < -42.865 < inf | logz: -83.118 +/- 0.624 | dlogz: 18.311 > 0.109
iter: 3903 | bound: 51 | nc: 38 | ncall: 137871 | eff(%): 2.831 | loglstar: -inf < -42.859 < inf | logz: -83.078 +/- 0.624 | dlogz: 18.258 > 0.109
iter: 3904 | bound: 51 | nc: 38 | ncall: 137909 | eff(%): 2.831 | loglstar: -inf < -42.745 < inf | logz: -83.037 +/- 0.624 | dlogz: 18.208 > 0.109
iter: 3905 | bound: 51 | nc: 38 | ncall: 137947 | eff(%): 2.831 | loglstar: -inf < -42.684 < inf | logz: -82.995 +/- 0.625 | dlogz: 18.157 > 0.109
iter: 3906 | bound: 51 | nc: 38 | ncall: 137985 | eff(%): 2.831 | loglstar: -inf < -42.666 < inf | logz: -82.953 +/- 0.625 | dlogz: 18.105 > 0.109
iter: 3907 | bound: 51 | nc: 38 | ncall: 138023 | eff(%): 2.831 | loglstar: -inf < -42.595 < inf | logz: -82.911 +/- 0.625 | dlogz: 18.053 > 0.109
iter: 3908 | bound: 51 | nc: 38 | ncall: 138061 | eff(%): 2.831 | loglstar: -inf < -42.559 < inf | logz: -82.869 +/- 0.625 | dlogz: 18.001 > 0.109
iter: 3909 | bound: 52 | nc: 38 | ncall: 138099 | eff(%): 2.831 | loglstar: -inf < -42.528 < inf | logz: -82.829 +/- 0.625 | dlogz: 17.950 > 0.109
iter: 3910 | bound: 52 | nc: 38 | ncall: 138137 | eff(%): 2.831 | loglstar: -inf < -42.516 < inf | logz: -82.789 +/- 0.625 | dlogz: 17.899 > 0.109
iter: 3911 | bound: 52 | nc: 38 | ncall: 138175 | eff(%): 2.830 | loglstar: -inf < -42.349 < inf | logz: -82.747 +/- 0.625 | dlogz: 17.849 > 0.109
iter: 3912 | bound: 52 | nc: 38 | ncall: 138213 | eff(%): 2.830 | loglstar: -inf < -42.342 < inf | logz: -82.705 +/- 0.625 | dlogz: 17.798 > 0.109
iter: 3913 | bound: 52 | nc: 38 | ncall: 138251 | eff(%): 2.830 | loglstar: -inf < -42.311 < inf | logz: -82.663 +/- 0.625 | dlogz: 17.745 > 0.109
iter: 3914 | bound: 52 | nc: 38 | ncall: 138289 | eff(%): 2.830 | loglstar: -inf < -42.309 < inf | logz: -82.623 +/- 0.625 | dlogz: 17.694 > 0.109
iter: 3915 | bound: 52 | nc: 38 | ncall: 138327 | eff(%): 2.830 | loglstar: -inf < -42.242 < inf | logz: -82.584 +/- 0.625 | dlogz: 17.644 > 0.109
iter: 3916 | bound: 52 | nc: 38 | ncall: 138365 | eff(%): 2.830 | loglstar: -inf < -42.221 < inf | logz: -82.545 +/- 0.625 | dlogz: 17.594 > 0.109
iter: 3917 | bound: 52 | nc: 38 | ncall: 138403 | eff(%): 2.830 | loglstar: -inf < -42.134 < inf | logz: -82.505 +/- 0.625 | dlogz: 17.545 > 0.109
iter: 3918 | bound: 52 | nc: 38 | ncall: 138441 | eff(%): 2.830 | loglstar: -inf < -42.113 < inf | logz: -82.466 +/- 0.625 | dlogz: 17.496 > 0.109
iter: 3919 | bound: 52 | nc: 38 | ncall: 138479 | eff(%): 2.830 | loglstar: -inf < -42.071 < inf | logz: -82.427 +/- 0.625 | dlogz: 17.446 > 0.109
iter: 3920 | bound: 53 | nc: 38 | ncall: 138517 | eff(%): 2.830 | loglstar: -inf < -42.041 < inf | logz: -82.388 +/- 0.625 | dlogz: 17.398 > 0.109
iter: 3921 | bound: 53 | nc: 38 | ncall: 138555 | eff(%): 2.830 | loglstar: -inf < -42.022 < inf | logz: -82.351 +/- 0.625 | dlogz: 17.349 > 0.109
iter: 3922 | bound: 53 | nc: 38 | ncall: 138593 | eff(%): 2.830 | loglstar: -inf < -41.973 < inf | logz: -82.314 +/- 0.625 | dlogz: 17.302 > 0.109
iter: 3923 | bound: 53 | nc: 38 | ncall: 138631 | eff(%): 2.830 | loglstar: -inf < -41.940 < inf | logz: -82.277 +/- 0.625 | dlogz: 17.255 > 0.109
iter: 3924 | bound: 53 | nc: 38 | ncall: 138669 | eff(%): 2.830 | loglstar: -inf < -41.889 < inf | logz: -82.240 +/- 0.625 | dlogz: 17.208 > 0.109
iter: 3925 | bound: 53 | nc: 38 | ncall: 138707 | eff(%): 2.830 | loglstar: -inf < -41.832 < inf | logz: -82.203 +/- 0.625 | dlogz: 17.162 > 0.109
iter: 3926 | bound: 53 | nc: 38 | ncall: 138745 | eff(%): 2.830 | loglstar: -inf < -41.797 < inf | logz: -82.167 +/- 0.625 | dlogz: 17.115 > 0.109
iter: 3927 | bound: 53 | nc: 38 | ncall: 138783 | eff(%): 2.830 | loglstar: -inf < -41.773 < inf | logz: -82.130 +/- 0.625 | dlogz: 17.068 > 0.109
iter: 3928 | bound: 53 | nc: 38 | ncall: 138821 | eff(%): 2.830 | loglstar: -inf < -41.771 < inf | logz: -82.095 +/- 0.625 | dlogz: 17.022 > 0.109
iter: 3929 | bound: 53 | nc: 38 | ncall: 138859 | eff(%): 2.829 | loglstar: -inf < -41.464 < inf | logz: -82.056 +/- 0.625 | dlogz: 16.977 > 0.109
iter: 3930 | bound: 53 | nc: 38 | ncall: 138897 | eff(%): 2.829 | loglstar: -inf < -41.438 < inf | logz: -82.012 +/- 0.625 | dlogz: 16.927 > 0.109
iter: 3931 | bound: 53 | nc: 38 | ncall: 138935 | eff(%): 2.829 | loglstar: -inf < -41.381 < inf | logz: -81.969 +/- 0.625 | dlogz: 16.873 > 0.109
iter: 3932 | bound: 53 | nc: 38 | ncall: 138973 | eff(%): 2.829 | loglstar: -inf < -41.205 < inf | logz: -81.922 +/- 0.625 | dlogz: 16.820 > 0.109
iter: 3933 | bound: 53 | nc: 38 | ncall: 139011 | eff(%): 2.829 | loglstar: -inf < -41.194 < inf | logz: -81.875 +/- 0.625 | dlogz: 16.764 > 0.109
iter: 3934 | bound: 53 | nc: 38 | ncall: 139049 | eff(%): 2.829 | loglstar: -inf < -41.185 < inf | logz: -81.829 +/- 0.625 | dlogz: 16.706 > 0.109
iter: 3935 | bound: 53 | nc: 38 | ncall: 139087 | eff(%): 2.829 | loglstar: -inf < -41.151 < inf | logz: -81.785 +/- 0.626 | dlogz: 16.651 > 0.109
iter: 3936 | bound: 53 | nc: 38 | ncall: 139125 | eff(%): 2.829 | loglstar: -inf < -41.100 < inf | logz: -81.741 +/- 0.626 | dlogz: 16.597 > 0.109
iter: 3937 | bound: 53 | nc: 38 | ncall: 139163 | eff(%): 2.829 | loglstar: -inf < -41.020 < inf | logz: -81.697 +/- 0.626 | dlogz: 16.543 > 0.109
iter: 3938 | bound: 53 | nc: 38 | ncall: 139201 | eff(%): 2.829 | loglstar: -inf < -40.952 < inf | logz: -81.652 +/- 0.626 | dlogz: 16.489 > 0.109
iter: 3939 | bound: 53 | nc: 38 | ncall: 139239 | eff(%): 2.829 | loglstar: -inf < -40.860 < inf | logz: -81.606 +/- 0.626 | dlogz: 16.434 > 0.109
iter: 3940 | bound: 53 | nc: 38 | ncall: 139277 | eff(%): 2.829 | loglstar: -inf < -40.849 < inf | logz: -81.560 +/- 0.626 | dlogz: 16.378 > 0.109
iter: 3941 | bound: 53 | nc: 38 | ncall: 139315 | eff(%): 2.829 | loglstar: -inf < -40.814 < inf | logz: -81.516 +/- 0.626 | dlogz: 16.322 > 0.109
iter: 3942 | bound: 53 | nc: 38 | ncall: 139353 | eff(%): 2.829 | loglstar: -inf < -40.721 < inf | logz: -81.471 +/- 0.626 | dlogz: 16.268 > 0.109
iter: 3943 | bound: 53 | nc: 38 | ncall: 139391 | eff(%): 2.829 | loglstar: -inf < -40.606 < inf | logz: -81.424 +/- 0.626 | dlogz: 16.213 > 0.109
iter: 3944 | bound: 53 | nc: 38 | ncall: 139429 | eff(%): 2.829 | loglstar: -inf < -40.606 < inf | logz: -81.377 +/- 0.626 | dlogz: 16.156 > 0.109
iter: 3945 | bound: 53 | nc: 38 | ncall: 139467 | eff(%): 2.829 | loglstar: -inf < -40.591 < inf | logz: -81.332 +/- 0.627 | dlogz: 16.099 > 0.109
iter: 3946 | bound: 53 | nc: 38 | ncall: 139505 | eff(%): 2.829 | loglstar: -inf < -40.564 < inf | logz: -81.289 +/- 0.627 | dlogz: 16.044 > 0.109
iter: 3947 | bound: 53 | nc: 38 | ncall: 139543 | eff(%): 2.829 | loglstar: -inf < -40.563 < inf | logz: -81.247 +/- 0.627 | dlogz: 15.991 > 0.109
iter: 3948 | bound: 53 | nc: 38 | ncall: 139581 | eff(%): 2.828 | loglstar: -inf < -40.534 < inf | logz: -81.207 +/- 0.627 | dlogz: 15.939 > 0.109
iter: 3949 | bound: 53 | nc: 38 | ncall: 139619 | eff(%): 2.828 | loglstar: -inf < -40.523 < inf | logz: -81.167 +/- 0.627 | dlogz: 15.889 > 0.109
iter: 3950 | bound: 53 | nc: 38 | ncall: 139657 | eff(%): 2.828 | loglstar: -inf < -40.521 < inf | logz: -81.130 +/- 0.627 | dlogz: 15.840 > 0.109
iter: 3951 | bound: 53 | nc: 38 | ncall: 139695 | eff(%): 2.828 | loglstar: -inf < -40.510 < inf | logz: -81.094 +/- 0.627 | dlogz: 15.792 > 0.109
iter: 3952 | bound: 53 | nc: 38 | ncall: 139733 | eff(%): 2.828 | loglstar: -inf < -40.443 < inf | logz: -81.058 +/- 0.627 | dlogz: 15.746 > 0.109
iter: 3953 | bound: 53 | nc: 38 | ncall: 139771 | eff(%): 2.828 | loglstar: -inf < -40.414 < inf | logz: -81.022 +/- 0.627 | dlogz: 15.701 > 0.109
iter: 3954 | bound: 53 | nc: 38 | ncall: 139809 | eff(%): 2.828 | loglstar: -inf < -40.395 < inf | logz: -80.987 +/- 0.627 | dlogz: 15.655 > 0.109
iter: 3955 | bound: 53 | nc: 38 | ncall: 139847 | eff(%): 2.828 | loglstar: -inf < -40.295 < inf | logz: -80.952 +/- 0.627 | dlogz: 15.610 > 0.109
iter: 3956 | bound: 53 | nc: 38 | ncall: 139885 | eff(%): 2.828 | loglstar: -inf < -40.224 < inf | logz: -80.914 +/- 0.627 | dlogz: 15.564 > 0.109
iter: 3957 | bound: 53 | nc: 38 | ncall: 139923 | eff(%): 2.828 | loglstar: -inf < -40.205 < inf | logz: -80.878 +/- 0.627 | dlogz: 15.517 > 0.109
iter: 3958 | bound: 53 | nc: 38 | ncall: 139961 | eff(%): 2.828 | loglstar: -inf < -40.105 < inf | logz: -80.840 +/- 0.627 | dlogz: 15.470 > 0.109
iter: 3959 | bound: 53 | nc: 38 | ncall: 139999 | eff(%): 2.828 | loglstar: -inf < -39.977 < inf | logz: -80.800 +/- 0.627 | dlogz: 15.423 > 0.109
iter: 3960 | bound: 53 | nc: 38 | ncall: 140037 | eff(%): 2.828 | loglstar: -inf < -39.963 < inf | logz: -80.759 +/- 0.627 | dlogz: 15.373 > 0.109
iter: 3961 | bound: 53 | nc: 38 | ncall: 140075 | eff(%): 2.828 | loglstar: -inf < -39.934 < inf | logz: -80.720 +/- 0.627 | dlogz: 15.322 > 0.109
iter: 3962 | bound: 53 | nc: 38 | ncall: 140113 | eff(%): 2.828 | loglstar: -inf < -39.882 < inf | logz: -80.680 +/- 0.627 | dlogz: 15.273 > 0.109
iter: 3963 | bound: 53 | nc: 38 | ncall: 140151 | eff(%): 2.828 | loglstar: -inf < -39.798 < inf | logz: -80.640 +/- 0.627 | dlogz: 15.223 > 0.109
iter: 3964 | bound: 53 | nc: 38 | ncall: 140189 | eff(%): 2.828 | loglstar: -inf < -39.771 < inf | logz: -80.600 +/- 0.627 | dlogz: 15.173 > 0.109
iter: 3965 | bound: 53 | nc: 38 | ncall: 140227 | eff(%): 2.828 | loglstar: -inf < -39.676 < inf | logz: -80.559 +/- 0.627 | dlogz: 15.123 > 0.109
iter: 3966 | bound: 53 | nc: 38 | ncall: 140265 | eff(%): 2.828 | loglstar: -inf < -39.676 < inf | logz: -80.519 +/- 0.627 | dlogz: 15.073 > 0.109
iter: 3967 | bound: 53 | nc: 38 | ncall: 140303 | eff(%): 2.827 | loglstar: -inf < -39.645 < inf | logz: -80.480 +/- 0.628 | dlogz: 15.022 > 0.109
iter: 3968 | bound: 53 | nc: 38 | ncall: 140341 | eff(%): 2.827 | loglstar: -inf < -39.547 < inf | logz: -80.440 +/- 0.628 | dlogz: 14.973 > 0.109
iter: 3969 | bound: 53 | nc: 38 | ncall: 140379 | eff(%): 2.827 | loglstar: -inf < -39.503 < inf | logz: -80.399 +/- 0.628 | dlogz: 14.923 > 0.109
iter: 3970 | bound: 53 | nc: 38 | ncall: 140417 | eff(%): 2.827 | loglstar: -inf < -39.482 < inf | logz: -80.359 +/- 0.628 | dlogz: 14.873 > 0.109
iter: 3971 | bound: 53 | nc: 38 | ncall: 140455 | eff(%): 2.827 | loglstar: -inf < -39.370 < inf | logz: -80.319 +/- 0.628 | dlogz: 14.823 > 0.109
iter: 3972 | bound: 53 | nc: 38 | ncall: 140493 | eff(%): 2.827 | loglstar: -inf < -39.302 < inf | logz: -80.277 +/- 0.628 | dlogz: 14.772 > 0.109
iter: 3973 | bound: 53 | nc: 38 | ncall: 140531 | eff(%): 2.827 | loglstar: -inf < -39.209 < inf | logz: -80.233 +/- 0.628 | dlogz: 14.720 > 0.109
iter: 3974 | bound: 53 | nc: 38 | ncall: 140569 | eff(%): 2.827 | loglstar: -inf < -39.207 < inf | logz: -80.190 +/- 0.628 | dlogz: 14.667 > 0.109
iter: 3975 | bound: 53 | nc: 38 | ncall: 140607 | eff(%): 2.827 | loglstar: -inf < -39.101 < inf | logz: -80.147 +/- 0.628 | dlogz: 14.614 > 0.109
iter: 3976 | bound: 53 | nc: 38 | ncall: 140645 | eff(%): 2.827 | loglstar: -inf < -38.975 < inf | logz: -80.101 +/- 0.628 | dlogz: 14.561 > 0.109
iter: 3977 | bound: 53 | nc: 38 | ncall: 140683 | eff(%): 2.827 | loglstar: -inf < -38.955 < inf | logz: -80.055 +/- 0.628 | dlogz: 14.505 > 0.109
iter: 3978 | bound: 53 | nc: 38 | ncall: 140721 | eff(%): 2.827 | loglstar: -inf < -38.929 < inf | logz: -80.009 +/- 0.629 | dlogz: 14.448 > 0.109
iter: 3979 | bound: 53 | nc: 38 | ncall: 140759 | eff(%): 2.827 | loglstar: -inf < -38.920 < inf | logz: -79.966 +/- 0.629 | dlogz: 14.393 > 0.109
iter: 3980 | bound: 53 | nc: 38 | ncall: 140797 | eff(%): 2.827 | loglstar: -inf < -38.914 < inf | logz: -79.924 +/- 0.629 | dlogz: 14.340 > 0.109
iter: 3981 | bound: 53 | nc: 38 | ncall: 140835 | eff(%): 2.827 | loglstar: -inf < -38.859 < inf | logz: -79.884 +/- 0.629 | dlogz: 14.288 > 0.109
iter: 3982 | bound: 53 | nc: 38 | ncall: 140873 | eff(%): 2.827 | loglstar: -inf < -38.817 < inf | logz: -79.843 +/- 0.629 | dlogz: 14.238 > 0.109
iter: 3983 | bound: 53 | nc: 38 | ncall: 140911 | eff(%): 2.827 | loglstar: -inf < -38.708 < inf | logz: -79.801 +/- 0.629 | dlogz: 14.187 > 0.109
iter: 3984 | bound: 53 | nc: 38 | ncall: 140949 | eff(%): 2.827 | loglstar: -inf < -38.673 < inf | logz: -79.759 +/- 0.629 | dlogz: 14.135 > 0.109
iter: 3985 | bound: 53 | nc: 38 | ncall: 140987 | eff(%): 2.827 | loglstar: -inf < -38.659 < inf | logz: -79.718 +/- 0.629 | dlogz: 14.083 > 0.109
iter: 3986 | bound: 53 | nc: 38 | ncall: 141025 | eff(%): 2.826 | loglstar: -inf < -38.649 < inf | logz: -79.678 +/- 0.629 | dlogz: 14.716 > 0.109
iter: 3987 | bound: 53 | nc: 38 | ncall: 141063 | eff(%): 2.826 | loglstar: -inf < -38.544 < inf | logz: -79.638 +/- 0.629 | dlogz: 14.666 > 0.109
iter: 3988 | bound: 53 | nc: 38 | ncall: 141101 | eff(%): 2.826 | loglstar: -inf < -38.531 < inf | logz: -79.597 +/- 0.629 | dlogz: 14.616 > 0.109
iter: 3989 | bound: 53 | nc: 38 | ncall: 141139 | eff(%): 2.826 | loglstar: -inf < -38.422 < inf | logz: -79.556 +/- 0.629 | dlogz: 14.995 > 0.109
iter: 3990 | bound: 53 | nc: 38 | ncall: 141177 | eff(%): 2.826 | loglstar: -inf < -38.412 < inf | logz: -79.515 +/- 0.629 | dlogz: 14.944 > 0.109
iter: 3991 | bound: 53 | nc: 38 | ncall: 141215 | eff(%): 2.826 | loglstar: -inf < -38.401 < inf | logz: -79.476 +/- 0.630 | dlogz: 14.893 > 0.109
iter: 3992 | bound: 53 | nc: 38 | ncall: 141253 | eff(%): 2.826 | loglstar: -inf < -38.399 < inf | logz: -79.438 +/- 0.630 | dlogz: 14.843 > 0.109
iter: 3993 | bound: 53 | nc: 38 | ncall: 141291 | eff(%): 2.826 | loglstar: -inf < -38.270 < inf | logz: -79.399 +/- 0.630 | dlogz: 14.795 > 0.109
iter: 3994 | bound: 53 | nc: 38 | ncall: 141329 | eff(%): 2.826 | loglstar: -inf < -38.210 < inf | logz: -79.358 +/- 0.630 | dlogz: 14.747 > 0.109
iter: 3995 | bound: 53 | nc: 38 | ncall: 141367 | eff(%): 2.826 | loglstar: -inf < -38.089 < inf | logz: -79.316 +/- 0.630 | dlogz: 14.696 > 0.109
iter: 3996 | bound: 53 | nc: 38 | ncall: 141405 | eff(%): 2.826 | loglstar: -inf < -38.032 < inf | logz: -79.273 +/- 0.630 | dlogz: 14.644 > 0.109
iter: 3997 | bound: 53 | nc: 38 | ncall: 141443 | eff(%): 2.826 | loglstar: -inf < -37.883 < inf | logz: -79.227 +/- 0.630 | dlogz: 14.591 > 0.109
iter: 3998 | bound: 53 | nc: 38 | ncall: 141481 | eff(%): 2.826 | loglstar: -inf < -37.876 < inf | logz: -79.180 +/- 0.630 | dlogz: 14.535 > 0.109
iter: 3999 | bound: 53 | nc: 38 | ncall: 141519 | eff(%): 2.826 | loglstar: -inf < -37.869 < inf | logz: -79.136 +/- 0.630 | dlogz: 14.478 > 0.109
iter: 4000 | bound: 53 | nc: 38 | ncall: 141557 | eff(%): 2.826 | loglstar: -inf < -37.784 < inf | logz: -79.092 +/- 0.630 | dlogz: 14.424 > 0.109
iter: 4001 | bound: 53 | nc: 38 | ncall: 141595 | eff(%): 2.826 | loglstar: -inf < -37.776 < inf | logz: -79.048 +/- 0.630 | dlogz: 14.370 > 0.109
iter: 4002 | bound: 53 | nc: 38 | ncall: 141633 | eff(%): 2.826 | loglstar: -inf < -37.743 < inf | logz: -79.005 +/- 0.631 | dlogz: 14.316 > 0.109
iter: 4003 | bound: 53 | nc: 38 | ncall: 141671 | eff(%): 2.826 | loglstar: -inf < -37.734 < inf | logz: -78.964 +/- 0.631 | dlogz: 14.264 > 0.109
iter: 4004 | bound: 53 | nc: 38 | ncall: 141709 | eff(%): 2.826 | loglstar: -inf < -37.677 < inf | logz: -78.924 +/- 0.631 | dlogz: 17.504 > 0.109
iter: 4005 | bound: 53 | nc: 38 | ncall: 141747 | eff(%): 2.825 | loglstar: -inf < -37.647 < inf | logz: -78.884 +/- 0.631 | dlogz: 17.454 > 0.109
iter: 4006 | bound: 53 | nc: 38 | ncall: 141785 | eff(%): 2.825 | loglstar: -inf < -37.633 < inf | logz: -78.845 +/- 0.631 | dlogz: 17.403 > 0.109
iter: 4007 | bound: 53 | nc: 38 | ncall: 141823 | eff(%): 2.825 | loglstar: -inf < -37.623 < inf | logz: -78.807 +/- 0.631 | dlogz: 17.354 > 0.109
iter: 4008 | bound: 53 | nc: 38 | ncall: 141861 | eff(%): 2.825 | loglstar: -inf < -37.568 < inf | logz: -78.770 +/- 0.631 | dlogz: 17.307 > 0.109
iter: 4009 | bound: 53 | nc: 38 | ncall: 141899 | eff(%): 2.825 | loglstar: -inf < -37.563 < inf | logz: -78.733 +/- 0.631 | dlogz: 17.260 > 0.109
iter: 4010 | bound: 53 | nc: 38 | ncall: 141937 | eff(%): 2.825 | loglstar: -inf < -37.489 < inf | logz: -78.697 +/- 0.631 | dlogz: 17.213 > 0.109
iter: 4011 | bound: 53 | nc: 38 | ncall: 141975 | eff(%): 2.825 | loglstar: -inf < -37.441 < inf | logz: -78.660 +/- 0.631 | dlogz: 17.167 > 0.109
iter: 4012 | bound: 53 | nc: 38 | ncall: 142013 | eff(%): 2.825 | loglstar: -inf < -37.327 < inf | logz: -78.622 +/- 0.631 | dlogz: 17.120 > 0.109
iter: 4013 | bound: 53 | nc: 38 | ncall: 142051 | eff(%): 2.825 | loglstar: -inf < -37.272 < inf | logz: -78.583 +/- 0.631 | dlogz: 17.072 > 0.109
iter: 4014 | bound: 53 | nc: 38 | ncall: 142089 | eff(%): 2.825 | loglstar: -inf < -37.257 < inf | logz: -78.544 +/- 0.631 | dlogz: 17.023 > 0.109
iter: 4015 | bound: 53 | nc: 38 | ncall: 142127 | eff(%): 2.825 | loglstar: -inf < -37.248 < inf | logz: -78.507 +/- 0.631 | dlogz: 16.974 > 0.109
iter: 4016 | bound: 53 | nc: 38 | ncall: 142165 | eff(%): 2.825 | loglstar: -inf < -37.079 < inf | logz: -78.467 +/- 0.631 | dlogz: 16.927 > 0.109
iter: 4017 | bound: 53 | nc: 38 | ncall: 142203 | eff(%): 2.825 | loglstar: -inf < -37.048 < inf | logz: -78.426 +/- 0.631 | dlogz: 16.878 > 0.109
iter: 4018 | bound: 53 | nc: 38 | ncall: 142241 | eff(%): 2.825 | loglstar: -inf < -37.029 < inf | logz: -78.386 +/- 0.631 | dlogz: 16.827 > 0.109
iter: 4019 | bound: 54 | nc: 38 | ncall: 142279 | eff(%): 2.825 | loglstar: -inf < -37.027 < inf | logz: -78.348 +/- 0.632 | dlogz: 16.777 > 0.109
iter: 4020 | bound: 54 | nc: 38 | ncall: 142317 | eff(%): 2.825 | loglstar: -inf < -37.002 < inf | logz: -78.311 +/- 0.632 | dlogz: 16.728 > 0.109
iter: 4021 | bound: 54 | nc: 38 | ncall: 142355 | eff(%): 2.825 | loglstar: -inf < -36.967 < inf | logz: -78.274 +/- 0.632 | dlogz: 16.681 > 0.109
iter: 4022 | bound: 54 | nc: 38 | ncall: 142393 | eff(%): 2.825 | loglstar: -inf < -36.967 < inf | logz: -78.239 +/- 0.632 | dlogz: 16.635 > 0.109
iter: 4023 | bound: 54 | nc: 38 | ncall: 142431 | eff(%): 2.825 | loglstar: -inf < -36.912 < inf | logz: -78.204 +/- 0.632 | dlogz: 16.589 > 0.109
iter: 4024 | bound: 54 | nc: 38 | ncall: 142469 | eff(%): 2.824 | loglstar: -inf < -36.875 < inf | logz: -78.169 +/- 0.632 | dlogz: 16.544 > 0.109
iter: 4025 | bound: 54 | nc: 38 | ncall: 142507 | eff(%): 2.824 | loglstar: -inf < -36.829 < inf | logz: -78.134 +/- 0.632 | dlogz: 16.499 > 0.109
iter: 4026 | bound: 54 | nc: 38 | ncall: 142545 | eff(%): 2.824 | loglstar: -inf < -36.770 < inf | logz: -78.099 +/- 0.632 | dlogz: 16.455 > 0.109
iter: 4027 | bound: 54 | nc: 38 | ncall: 142583 | eff(%): 2.824 | loglstar: -inf < -36.729 < inf | logz: -78.063 +/- 0.632 | dlogz: 16.409 > 0.109
iter: 4028 | bound: 54 | nc: 38 | ncall: 142621 | eff(%): 2.824 | loglstar: -inf < -36.679 < inf | logz: -78.028 +/- 0.632 | dlogz: 16.364 > 0.109
iter: 4029 | bound: 54 | nc: 38 | ncall: 142659 | eff(%): 2.824 | loglstar: -inf < -36.545 < inf | logz: -77.991 +/- 0.632 | dlogz: 16.319 > 0.109
iter: 4030 | bound: 54 | nc: 38 | ncall: 142697 | eff(%): 2.824 | loglstar: -inf < -36.423 < inf | logz: -77.951 +/- 0.632 | dlogz: 16.272 > 0.109
iter: 4031 | bound: 54 | nc: 38 | ncall: 142735 | eff(%): 2.824 | loglstar: -inf < -36.411 < inf | logz: -77.910 +/- 0.632 | dlogz: 16.222 > 0.109
iter: 4032 | bound: 54 | nc: 38 | ncall: 142773 | eff(%): 2.824 | loglstar: -inf < -36.401 < inf | logz: -77.871 +/- 0.632 | dlogz: 16.171 > 0.109
iter: 4033 | bound: 54 | nc: 38 | ncall: 142811 | eff(%): 2.824 | loglstar: -inf < -36.399 < inf | logz: -77.834 +/- 0.632 | dlogz: 16.122 > 0.109
iter: 4034 | bound: 54 | nc: 38 | ncall: 142849 | eff(%): 2.824 | loglstar: -inf < -36.373 < inf | logz: -77.797 +/- 0.632 | dlogz: 16.075 > 0.109
iter: 4035 | bound: 54 | nc: 38 | ncall: 142887 | eff(%): 2.824 | loglstar: -inf < -36.281 < inf | logz: -77.761 +/- 0.632 | dlogz: 16.029 > 0.109
iter: 4036 | bound: 54 | nc: 38 | ncall: 142925 | eff(%): 2.824 | loglstar: -inf < -36.118 < inf | logz: -77.721 +/- 0.632 | dlogz: 15.982 > 0.109
iter: 4037 | bound: 54 | nc: 38 | ncall: 142963 | eff(%): 2.824 | loglstar: -inf < -36.111 < inf | logz: -77.680 +/- 0.633 | dlogz: 15.932 > 0.109
iter: 4038 | bound: 54 | nc: 38 | ncall: 143001 | eff(%): 2.824 | loglstar: -inf < -36.069 < inf | logz: -77.640 +/- 0.633 | dlogz: 15.881 > 0.109
iter: 4039 | bound: 54 | nc: 38 | ncall: 143039 | eff(%): 2.824 | loglstar: -inf < -36.047 < inf | logz: -77.600 +/- 0.633 | dlogz: 15.831 > 0.109
iter: 4040 | bound: 55 | nc: 38 | ncall: 143077 | eff(%): 2.824 | loglstar: -inf < -36.042 < inf | logz: -77.562 +/- 0.633 | dlogz: 15.782 > 0.109
iter: 4041 | bound: 55 | nc: 38 | ncall: 143115 | eff(%): 2.824 | loglstar: -inf < -36.003 < inf | logz: -77.525 +/- 0.633 | dlogz: 15.734 > 0.109
iter: 4042 | bound: 55 | nc: 38 | ncall: 143153 | eff(%): 2.824 | loglstar: -inf < -35.936 < inf | logz: -77.488 +/- 0.633 | dlogz: 15.686 > 0.109
iter: 4043 | bound: 55 | nc: 38 | ncall: 143191 | eff(%): 2.824 | loglstar: -inf < -35.887 < inf | logz: -77.450 +/- 0.633 | dlogz: 15.639 > 0.109
iter: 4044 | bound: 55 | nc: 38 | ncall: 143229 | eff(%): 2.823 | loglstar: -inf < -35.851 < inf | logz: -77.412 +/- 0.633 | dlogz: 15.592 > 0.109
iter: 4045 | bound: 55 | nc: 38 | ncall: 143267 | eff(%): 2.823 | loglstar: -inf < -35.849 < inf | logz: -77.376 +/- 0.633 | dlogz: 15.544 > 0.109
iter: 4046 | bound: 55 | nc: 38 | ncall: 143305 | eff(%): 2.823 | loglstar: -inf < -35.681 < inf | logz: -77.338 +/- 0.633 | dlogz: 15.498 > 0.109
iter: 4047 | bound: 55 | nc: 38 | ncall: 143343 | eff(%): 2.823 | loglstar: -inf < -35.624 < inf | logz: -77.298 +/- 0.633 | dlogz: 15.450 > 0.109
iter: 4048 | bound: 55 | nc: 38 | ncall: 143381 | eff(%): 2.823 | loglstar: -inf < -35.615 < inf | logz: -77.258 +/- 0.633 | dlogz: 15.399 > 0.109
iter: 4049 | bound: 55 | nc: 38 | ncall: 143419 | eff(%): 2.823 | loglstar: -inf < -35.566 < inf | logz: -77.219 +/- 0.633 | dlogz: 15.350 > 0.109
iter: 4050 | bound: 55 | nc: 38 | ncall: 143457 | eff(%): 2.823 | loglstar: -inf < -35.512 < inf | logz: -77.180 +/- 0.634 | dlogz: 15.301 > 0.109
iter: 4051 | bound: 56 | nc: 38 | ncall: 143495 | eff(%): 2.823 | loglstar: -inf < -35.438 < inf | logz: -77.140 +/- 0.634 | dlogz: 15.252 > 0.109
iter: 4052 | bound: 56 | nc: 38 | ncall: 143533 | eff(%): 2.823 | loglstar: -inf < -35.430 < inf | logz: -77.101 +/- 0.634 | dlogz: 15.202 > 0.109
iter: 4053 | bound: 56 | nc: 38 | ncall: 143571 | eff(%): 2.823 | loglstar: -inf < -35.412 < inf | logz: -77.063 +/- 0.634 | dlogz: 15.153 > 0.109
iter: 4054 | bound: 56 | nc: 38 | ncall: 143609 | eff(%): 2.823 | loglstar: -inf < -35.378 < inf | logz: -77.026 +/- 0.634 | dlogz: 15.105 > 0.109
iter: 4055 | bound: 56 | nc: 38 | ncall: 143647 | eff(%): 2.823 | loglstar: -inf < -35.366 < inf | logz: -76.990 +/- 0.634 | dlogz: 15.058 > 0.109
iter: 4056 | bound: 56 | nc: 38 | ncall: 143685 | eff(%): 2.823 | loglstar: -inf < -35.347 < inf | logz: -76.955 +/- 0.634 | dlogz: 15.012 > 0.109
iter: 4057 | bound: 56 | nc: 38 | ncall: 143723 | eff(%): 2.823 | loglstar: -inf < -35.298 < inf | logz: -76.920 +/- 0.634 | dlogz: 14.967 > 0.109
iter: 4058 | bound: 56 | nc: 38 | ncall: 143761 | eff(%): 2.823 | loglstar: -inf < -35.193 < inf | logz: -76.884 +/- 0.634 | dlogz: 14.922 > 0.109
iter: 4059 | bound: 56 | nc: 38 | ncall: 143799 | eff(%): 2.823 | loglstar: -inf < -35.167 < inf | logz: -76.848 +/- 0.634 | dlogz: 14.877 > 0.109
iter: 4060 | bound: 56 | nc: 38 | ncall: 143837 | eff(%): 2.823 | loglstar: -inf < -35.160 < inf | logz: -76.812 +/- 0.634 | dlogz: 14.830 > 0.109
iter: 4061 | bound: 56 | nc: 38 | ncall: 143875 | eff(%): 2.823 | loglstar: -inf < -35.140 < inf | logz: -76.778 +/- 0.634 | dlogz: 14.785 > 0.109
iter: 4062 | bound: 56 | nc: 38 | ncall: 143913 | eff(%): 2.823 | loglstar: -inf < -35.060 < inf | logz: -76.743 +/- 0.634 | dlogz: 14.740 > 0.109
iter: 4063 | bound: 56 | nc: 38 | ncall: 143951 | eff(%): 2.822 | loglstar: -inf < -34.946 < inf | logz: -76.707 +/- 0.634 | dlogz: 14.696 > 0.109
iter: 4064 | bound: 56 | nc: 38 | ncall: 143989 | eff(%): 2.822 | loglstar: -inf < -34.802 < inf | logz: -76.667 +/- 0.634 | dlogz: 14.649 > 0.109
iter: 4065 | bound: 56 | nc: 38 | ncall: 144027 | eff(%): 2.822 | loglstar: -inf < -34.794 < inf | logz: -76.626 +/- 0.634 | dlogz: 14.600 > 0.109
iter: 4066 | bound: 56 | nc: 38 | ncall: 144065 | eff(%): 2.822 | loglstar: -inf < -34.784 < inf | logz: -76.588 +/- 0.635 | dlogz: 14.549 > 0.109
iter: 4067 | bound: 56 | nc: 38 | ncall: 144103 | eff(%): 2.822 | loglstar: -inf < -34.681 < inf | logz: -76.548 +/- 0.635 | dlogz: 14.500 > 0.109
iter: 4068 | bound: 56 | nc: 38 | ncall: 144141 | eff(%): 2.822 | loglstar: -inf < -34.569 < inf | logz: -76.507 +/- 0.635 | dlogz: 14.451 > 0.109
iter: 4069 | bound: 56 | nc: 38 | ncall: 144179 | eff(%): 2.822 | loglstar: -inf < -34.495 < inf | logz: -76.463 +/- 0.635 | dlogz: 14.400 > 0.109
iter: 4070 | bound: 56 | nc: 38 | ncall: 144217 | eff(%): 2.822 | loglstar: -inf < -34.474 < inf | logz: -76.420 +/- 0.635 | dlogz: 14.346 > 0.109
iter: 4071 | bound: 56 | nc: 38 | ncall: 144255 | eff(%): 2.822 | loglstar: -inf < -34.469 < inf | logz: -76.379 +/- 0.635 | dlogz: 14.293 > 0.109
iter: 4072 | bound: 56 | nc: 38 | ncall: 144293 | eff(%): 2.822 | loglstar: -inf < -34.463 < inf | logz: -76.340 +/- 0.635 | dlogz: 14.242 > 0.109
iter: 4073 | bound: 56 | nc: 38 | ncall: 144331 | eff(%): 2.822 | loglstar: -inf < -34.432 < inf | logz: -76.301 +/- 0.635 | dlogz: 14.193 > 0.109
iter: 4074 | bound: 56 | nc: 38 | ncall: 144369 | eff(%): 2.822 | loglstar: -inf < -34.429 < inf | logz: -76.264 +/- 0.635 | dlogz: 14.144 > 0.109
iter: 4075 | bound: 56 | nc: 38 | ncall: 144407 | eff(%): 2.822 | loglstar: -inf < -34.388 < inf | logz: -76.228 +/- 0.635 | dlogz: 14.097 > 0.109
iter: 4076 | bound: 56 | nc: 38 | ncall: 144445 | eff(%): 2.822 | loglstar: -inf < -34.334 < inf | logz: -76.191 +/- 0.635 | dlogz: 14.051 > 0.109
iter: 4077 | bound: 56 | nc: 38 | ncall: 144483 | eff(%): 2.822 | loglstar: -inf < -34.274 < inf | logz: -76.155 +/- 0.636 | dlogz: 16.017 > 0.109
iter: 4078 | bound: 56 | nc: 38 | ncall: 144521 | eff(%): 2.822 | loglstar: -inf < -34.232 < inf | logz: -76.118 +/- 0.636 | dlogz: 15.970 > 0.109
iter: 4079 | bound: 56 | nc: 38 | ncall: 144559 | eff(%): 2.822 | loglstar: -inf < -34.224 < inf | logz: -76.082 +/- 0.636 | dlogz: 15.923 > 0.109
iter: 4080 | bound: 56 | nc: 38 | ncall: 144597 | eff(%): 2.822 | loglstar: -inf < -34.142 < inf | logz: -76.046 +/- 0.636 | dlogz: 21.185 > 0.109
iter: 4081 | bound: 56 | nc: 38 | ncall: 144635 | eff(%): 2.822 | loglstar: -inf < -34.123 < inf | logz: -76.009 +/- 0.636 | dlogz: 21.139 > 0.109
iter: 4082 | bound: 56 | nc: 38 | ncall: 144673 | eff(%): 2.822 | loglstar: -inf < -34.109 < inf | logz: -75.974 +/- 0.636 | dlogz: 21.092 > 0.109
iter: 4083 | bound: 56 | nc: 38 | ncall: 144711 | eff(%): 2.821 | loglstar: -inf < -34.075 < inf | logz: -75.940 +/- 0.636 | dlogz: 21.047 > 0.109
iter: 4084 | bound: 56 | nc: 38 | ncall: 144749 | eff(%): 2.821 | loglstar: -inf < -34.066 < inf | logz: -75.906 +/- 0.636 | dlogz: 21.003 > 0.109
iter: 4085 | bound: 56 | nc: 38 | ncall: 144787 | eff(%): 2.821 | loglstar: -inf < -34.022 < inf | logz: -75.873 +/- 0.636 | dlogz: 20.959 > 0.109
iter: 4086 | bound: 56 | nc: 38 | ncall: 144825 | eff(%): 2.821 | loglstar: -inf < -33.943 < inf | logz: -75.839 +/- 0.636 | dlogz: 20.916 > 0.109
iter: 4087 | bound: 56 | nc: 38 | ncall: 144863 | eff(%): 2.821 | loglstar: -inf < -33.908 < inf | logz: -75.805 +/- 0.636 | dlogz: 20.873 > 0.109
iter: 4088 | bound: 56 | nc: 38 | ncall: 144901 | eff(%): 2.821 | loglstar: -inf < -33.874 < inf | logz: -75.771 +/- 0.636 | dlogz: 20.828 > 0.109
iter: 4089 | bound: 56 | nc: 38 | ncall: 144939 | eff(%): 2.821 | loglstar: -inf < -33.861 < inf | logz: -75.738 +/- 0.636 | dlogz: 20.785 > 0.109
iter: 4090 | bound: 56 | nc: 38 | ncall: 144977 | eff(%): 2.821 | loglstar: -inf < -33.843 < inf | logz: -75.706 +/- 0.636 | dlogz: 20.741 > 0.109
iter: 4091 | bound: 57 | nc: 38 | ncall: 145015 | eff(%): 2.821 | loglstar: -inf < -33.766 < inf | logz: -75.673 +/- 0.636 | dlogz: 20.699 > 0.109
iter: 4092 | bound: 57 | nc: 38 | ncall: 145053 | eff(%): 2.821 | loglstar: -inf < -33.756 < inf | logz: -75.641 +/- 0.636 | dlogz: 20.657 > 0.109
iter: 4093 | bound: 57 | nc: 38 | ncall: 145091 | eff(%): 2.821 | loglstar: -inf < -33.754 < inf | logz: -75.609 +/- 0.636 | dlogz: 20.614 > 0.109
iter: 4094 | bound: 57 | nc: 38 | ncall: 145129 | eff(%): 2.821 | loglstar: -inf < -33.706 < inf | logz: -75.579 +/- 0.636 | dlogz: 20.573 > 0.109
iter: 4095 | bound: 57 | nc: 38 | ncall: 145167 | eff(%): 2.821 | loglstar: -inf < -33.679 < inf | logz: -75.548 +/- 0.636 | dlogz: 20.532 > 0.109
iter: 4096 | bound: 57 | nc: 38 | ncall: 145205 | eff(%): 2.821 | loglstar: -inf < -33.660 < inf | logz: -75.518 +/- 0.636 | dlogz: 20.492 > 0.109
iter: 4097 | bound: 57 | nc: 38 | ncall: 145243 | eff(%): 2.821 | loglstar: -inf < -33.645 < inf | logz: -75.488 +/- 0.636 | dlogz: 20.451 > 0.109
iter: 4098 | bound: 57 | nc: 38 | ncall: 145281 | eff(%): 2.821 | loglstar: -inf < -33.611 < inf | logz: -75.459 +/- 0.636 | dlogz: 20.412 > 0.109
iter: 4099 | bound: 57 | nc: 38 | ncall: 145319 | eff(%): 2.821 | loglstar: -inf < -33.579 < inf | logz: -75.430 +/- 0.636 | dlogz: 20.373 > 0.109
iter: 4100 | bound: 57 | nc: 38 | ncall: 145357 | eff(%): 2.821 | loglstar: -inf < -33.571 < inf | logz: -75.402 +/- 0.636 | dlogz: 20.334 > 0.109
iter: 4101 | bound: 57 | nc: 38 | ncall: 145395 | eff(%): 2.821 | loglstar: -inf < -33.554 < inf | logz: -75.374 +/- 0.636 | dlogz: 20.296 > 0.109
iter: 4102 | bound: 57 | nc: 38 | ncall: 145433 | eff(%): 2.821 | loglstar: -inf < -33.446 < inf | logz: -75.346 +/- 0.636 | dlogz: 20.258 > 0.109
iter: 4103 | bound: 57 | nc: 38 | ncall: 145471 | eff(%): 2.820 | loglstar: -inf < -33.429 < inf | logz: -75.317 +/- 0.636 | dlogz: 20.220 > 0.109
iter: 4104 | bound: 57 | nc: 38 | ncall: 145509 | eff(%): 2.820 | loglstar: -inf < -33.369 < inf | logz: -75.288 +/- 0.636 | dlogz: 20.181 > 0.109
iter: 4105 | bound: 57 | nc: 38 | ncall: 145547 | eff(%): 2.820 | loglstar: -inf < -33.337 < inf | logz: -75.258 +/- 0.637 | dlogz: 20.142 > 0.109
iter: 4106 | bound: 57 | nc: 38 | ncall: 145585 | eff(%): 2.820 | loglstar: -inf < -33.331 < inf | logz: -75.230 +/- 0.637 | dlogz: 20.103 > 0.109
iter: 4107 | bound: 57 | nc: 38 | ncall: 145623 | eff(%): 2.820 | loglstar: -inf < -33.325 < inf | logz: -75.202 +/- 0.637 | dlogz: 20.064 > 0.109
iter: 4108 | bound: 57 | nc: 38 | ncall: 145661 | eff(%): 2.820 | loglstar: -inf < -33.322 < inf | logz: -75.175 +/- 0.637 | dlogz: 20.026 > 0.109
iter: 4109 | bound: 57 | nc: 38 | ncall: 145699 | eff(%): 2.820 | loglstar: -inf < -33.310 < inf | logz: -75.149 +/- 0.637 | dlogz: 19.989 > 0.109
iter: 4110 | bound: 57 | nc: 38 | ncall: 145737 | eff(%): 2.820 | loglstar: -inf < -33.273 < inf | logz: -75.123 +/- 0.637 | dlogz: 19.953 > 0.109
iter: 4111 | bound: 58 | nc: 38 | ncall: 145775 | eff(%): 2.820 | loglstar: -inf < -33.272 < inf | logz: -75.098 +/- 0.637 | dlogz: 19.918 > 0.109
iter: 4112 | bound: 58 | nc: 38 | ncall: 145813 | eff(%): 2.820 | loglstar: -inf < -33.265 < inf | logz: -75.073 +/- 0.637 | dlogz: 19.882 > 0.109
iter: 4113 | bound: 58 | nc: 38 | ncall: 145851 | eff(%): 2.820 | loglstar: -inf < -33.227 < inf | logz: -75.049 +/- 0.637 | dlogz: 19.848 > 0.109
iter: 4114 | bound: 58 | nc: 38 | ncall: 145889 | eff(%): 2.820 | loglstar: -inf < -33.204 < inf | logz: -75.025 +/- 0.637 | dlogz: 19.813 > 0.109
iter: 4115 | bound: 58 | nc: 38 | ncall: 145927 | eff(%): 2.820 | loglstar: -inf < -33.198 < inf | logz: -75.001 +/- 0.637 | dlogz: 19.779 > 0.109
iter: 4116 | bound: 58 | nc: 38 | ncall: 145965 | eff(%): 2.820 | loglstar: -inf < -33.154 < inf | logz: -74.977 +/- 0.637 | dlogz: 19.746 > 0.109
iter: 4117 | bound: 58 | nc: 38 | ncall: 146003 | eff(%): 2.820 | loglstar: -inf < -33.139 < inf | logz: -74.954 +/- 0.637 | dlogz: 19.712 > 0.109
iter: 4118 | bound: 58 | nc: 38 | ncall: 146041 | eff(%): 2.820 | loglstar: -inf < -33.120 < inf | logz: -74.931 +/- 0.637 | dlogz: 19.679 > 0.109
iter: 4119 | bound: 58 | nc: 38 | ncall: 146079 | eff(%): 2.820 | loglstar: -inf < -32.954 < inf | logz: -74.906 +/- 0.637 | dlogz: 19.646 > 0.109
iter: 4120 | bound: 58 | nc: 38 | ncall: 146117 | eff(%): 2.820 | loglstar: -inf < -32.845 < inf | logz: -74.879 +/- 0.637 | dlogz: 19.611 > 0.109
iter: 4121 | bound: 58 | nc: 38 | ncall: 146155 | eff(%): 2.820 | loglstar: -inf < -32.830 < inf | logz: -74.851 +/- 0.637 | dlogz: 19.574 > 0.109
iter: 4122 | bound: 58 | nc: 38 | ncall: 146193 | eff(%): 2.820 | loglstar: -inf < -32.827 < inf | logz: -74.824 +/- 0.637 | dlogz: 19.536 > 0.109
iter: 4123 | bound: 58 | nc: 38 | ncall: 146231 | eff(%): 2.820 | loglstar: -inf < -32.787 < inf | logz: -74.798 +/- 0.637 | dlogz: 19.499 > 0.109
iter: 4124 | bound: 58 | nc: 38 | ncall: 146269 | eff(%): 2.819 | loglstar: -inf < -32.764 < inf | logz: -74.771 +/- 0.637 | dlogz: 19.463 > 0.109
iter: 4125 | bound: 58 | nc: 38 | ncall: 146307 | eff(%): 2.819 | loglstar: -inf < -32.763 < inf | logz: -74.745 +/- 0.637 | dlogz: 19.426 > 0.109
iter: 4126 | bound: 58 | nc: 38 | ncall: 146345 | eff(%): 2.819 | loglstar: -inf < -32.738 < inf | logz: -74.720 +/- 0.637 | dlogz: 19.391 > 0.109
iter: 4127 | bound: 58 | nc: 38 | ncall: 146383 | eff(%): 2.819 | loglstar: -inf < -32.733 < inf | logz: -74.695 +/- 0.637 | dlogz: 19.355 > 0.109
iter: 4128 | bound: 58 | nc: 38 | ncall: 146421 | eff(%): 2.819 | loglstar: -inf < -32.687 < inf | logz: -74.671 +/- 0.637 | dlogz: 19.321 > 0.109
iter: 4129 | bound: 58 | nc: 38 | ncall: 146459 | eff(%): 2.819 | loglstar: -inf < -32.675 < inf | logz: -74.647 +/- 0.637 | dlogz: 19.286 > 0.109
iter: 4130 | bound: 58 | nc: 38 | ncall: 146497 | eff(%): 2.819 | loglstar: -inf < -32.667 < inf | logz: -74.623 +/- 0.637 | dlogz: 19.252 > 0.109
iter: 4131 | bound: 58 | nc: 38 | ncall: 146535 | eff(%): 2.819 | loglstar: -inf < -32.656 < inf | logz: -74.599 +/- 0.637 | dlogz: 19.218 > 0.109
iter: 4132 | bound: 58 | nc: 38 | ncall: 146573 | eff(%): 2.819 | loglstar: -inf < -32.538 < inf | logz: -74.575 +/- 0.637 | dlogz: 19.185 > 0.109
iter: 4133 | bound: 58 | nc: 38 | ncall: 146611 | eff(%): 2.819 | loglstar: -inf < -32.514 < inf | logz: -74.551 +/- 0.637 | dlogz: 19.151 > 0.109
iter: 4134 | bound: 58 | nc: 38 | ncall: 146649 | eff(%): 2.819 | loglstar: -inf < -32.486 < inf | logz: -74.526 +/- 0.637 | dlogz: 19.116 > 0.109
iter: 4135 | bound: 58 | nc: 38 | ncall: 146687 | eff(%): 2.819 | loglstar: -inf < -32.462 < inf | logz: -74.501 +/- 0.637 | dlogz: 19.082 > 0.109
iter: 4136 | bound: 58 | nc: 38 | ncall: 146725 | eff(%): 2.819 | loglstar: -inf < -32.390 < inf | logz: -74.477 +/- 0.637 | dlogz: 19.047 > 0.109
iter: 4137 | bound: 58 | nc: 38 | ncall: 146763 | eff(%): 2.819 | loglstar: -inf < -32.318 < inf | logz: -74.451 +/- 0.637 | dlogz: 19.012 > 0.109
iter: 4138 | bound: 58 | nc: 38 | ncall: 146801 | eff(%): 2.819 | loglstar: -inf < -32.281 < inf | logz: -74.425 +/- 0.637 | dlogz: 18.977 > 0.109
iter: 4139 | bound: 58 | nc: 38 | ncall: 146839 | eff(%): 2.819 | loglstar: -inf < -32.280 < inf | logz: -74.399 +/- 0.637 | dlogz: 18.941 > 0.109
iter: 4140 | bound: 58 | nc: 38 | ncall: 146877 | eff(%): 2.819 | loglstar: -inf < -32.200 < inf | logz: -74.373 +/- 0.637 | dlogz: 18.905 > 0.109
iter: 4141 | bound: 58 | nc: 38 | ncall: 146915 | eff(%): 2.819 | loglstar: -inf < -32.197 < inf | logz: -74.347 +/- 0.637 | dlogz: 18.869 > 0.109
iter: 4142 | bound: 58 | nc: 38 | ncall: 146953 | eff(%): 2.819 | loglstar: -inf < -32.117 < inf | logz: -74.321 +/- 0.638 | dlogz: 18.833 > 0.109
iter: 4143 | bound: 58 | nc: 38 | ncall: 146991 | eff(%): 2.819 | loglstar: -inf < -32.115 < inf | logz: -74.295 +/- 0.638 | dlogz: 18.797 > 0.109
iter: 4144 | bound: 58 | nc: 38 | ncall: 147029 | eff(%): 2.818 | loglstar: -inf < -32.107 < inf | logz: -74.269 +/- 0.638 | dlogz: 18.761 > 0.109
iter: 4145 | bound: 58 | nc: 38 | ncall: 147067 | eff(%): 2.818 | loglstar: -inf < -32.081 < inf | logz: -74.244 +/- 0.638 | dlogz: 18.725 > 0.109
iter: 4146 | bound: 59 | nc: 38 | ncall: 147105 | eff(%): 2.818 | loglstar: -inf < -32.049 < inf | logz: -74.219 +/- 0.638 | dlogz: 18.690 > 0.109
iter: 4147 | bound: 59 | nc: 38 | ncall: 147143 | eff(%): 2.818 | loglstar: -inf < -32.015 < inf | logz: -74.194 +/- 0.638 | dlogz: 18.655 > 0.109
iter: 4148 | bound: 59 | nc: 38 | ncall: 147181 | eff(%): 2.818 | loglstar: -inf < -32.006 < inf | logz: -74.170 +/- 0.638 | dlogz: 18.621 > 0.109
iter: 4149 | bound: 59 | nc: 38 | ncall: 147219 | eff(%): 2.818 | loglstar: -inf < -32.006 < inf | logz: -74.146 +/- 0.638 | dlogz: 18.586 > 0.109
iter: 4150 | bound: 59 | nc: 38 | ncall: 147257 | eff(%): 2.818 | loglstar: -inf < -31.960 < inf | logz: -74.122 +/- 0.638 | dlogz: 18.552 > 0.109
iter: 4151 | bound: 59 | nc: 38 | ncall: 147295 | eff(%): 2.818 | loglstar: -inf < -31.941 < inf | logz: -74.099 +/- 0.638 | dlogz: 18.519 > 0.109
iter: 4152 | bound: 59 | nc: 38 | ncall: 147333 | eff(%): 2.818 | loglstar: -inf < -31.758 < inf | logz: -74.074 +/- 0.638 | dlogz: 18.485 > 0.109
iter: 4153 | bound: 59 | nc: 38 | ncall: 147371 | eff(%): 2.818 | loglstar: -inf < -31.749 < inf | logz: -74.047 +/- 0.638 | dlogz: 18.450 > 0.109
iter: 4154 | bound: 59 | nc: 38 | ncall: 147409 | eff(%): 2.818 | loglstar: -inf < -31.716 < inf | logz: -74.021 +/- 0.638 | dlogz: 18.414 > 0.109
iter: 4155 | bound: 59 | nc: 38 | ncall: 147447 | eff(%): 2.818 | loglstar: -inf < -31.680 < inf | logz: -73.994 +/- 0.638 | dlogz: 18.377 > 0.109
iter: 4156 | bound: 59 | nc: 38 | ncall: 147485 | eff(%): 2.818 | loglstar: -inf < -31.675 < inf | logz: -73.969 +/- 0.638 | dlogz: 18.341 > 0.109
iter: 4157 | bound: 59 | nc: 38 | ncall: 147523 | eff(%): 2.818 | loglstar: -inf < -31.599 < inf | logz: -73.943 +/- 0.638 | dlogz: 18.305 > 0.109
iter: 4158 | bound: 59 | nc: 38 | ncall: 147561 | eff(%): 2.818 | loglstar: -inf < -31.595 < inf | logz: -73.917 +/- 0.638 | dlogz: 18.269 > 0.109
iter: 4159 | bound: 59 | nc: 38 | ncall: 147599 | eff(%): 2.818 | loglstar: -inf < -31.594 < inf | logz: -73.891 +/- 0.638 | dlogz: 18.233 > 0.109
iter: 4160 | bound: 59 | nc: 38 | ncall: 147637 | eff(%): 2.818 | loglstar: -inf < -31.526 < inf | logz: -73.866 +/- 0.638 | dlogz: 18.198 > 0.109
iter: 4161 | bound: 59 | nc: 38 | ncall: 147675 | eff(%): 2.818 | loglstar: -inf < -31.383 < inf | logz: -73.839 +/- 0.639 | dlogz: 18.163 > 0.109
iter: 4162 | bound: 59 | nc: 38 | ncall: 147713 | eff(%): 2.818 | loglstar: -inf < -31.243 < inf | logz: -73.809 +/- 0.639 | dlogz: 18.126 > 0.109
iter: 4163 | bound: 59 | nc: 38 | ncall: 147751 | eff(%): 2.818 | loglstar: -inf < -31.181 < inf | logz: -73.777 +/- 0.639 | dlogz: 18.086 > 0.109
iter: 4164 | bound: 59 | nc: 38 | ncall: 147789 | eff(%): 2.818 | loglstar: -inf < -31.157 < inf | logz: -73.745 +/- 0.639 | dlogz: 18.044 > 0.109
iter: 4165 | bound: 59 | nc: 38 | ncall: 147827 | eff(%): 2.817 | loglstar: -inf < -31.037 < inf | logz: -73.713 +/- 0.639 | dlogz: 18.003 > 0.109
iter: 4166 | bound: 59 | nc: 38 | ncall: 147865 | eff(%): 2.817 | loglstar: -inf < -31.009 < inf | logz: -73.679 +/- 0.639 | dlogz: 17.960 > 0.109
iter: 4167 | bound: 59 | nc: 38 | ncall: 147903 | eff(%): 2.817 | loglstar: -inf < -30.929 < inf | logz: -73.644 +/- 0.639 | dlogz: 17.916 > 0.109
iter: 4168 | bound: 59 | nc: 38 | ncall: 147941 | eff(%): 2.817 | loglstar: -inf < -30.901 < inf | logz: -73.610 +/- 0.639 | dlogz: 17.872 > 0.109
iter: 4169 | bound: 59 | nc: 38 | ncall: 147979 | eff(%): 2.817 | loglstar: -inf < -30.831 < inf | logz: -73.575 +/- 0.640 | dlogz: 17.827 > 0.109
iter: 4170 | bound: 59 | nc: 38 | ncall: 148017 | eff(%): 2.817 | loglstar: -inf < -30.671 < inf | logz: -73.538 +/- 0.640 | dlogz: 17.783 > 0.109
iter: 4171 | bound: 59 | nc: 38 | ncall: 148055 | eff(%): 2.817 | loglstar: -inf < -30.655 < inf | logz: -73.499 +/- 0.640 | dlogz: 17.736 > 0.109
iter: 4172 | bound: 59 | nc: 38 | ncall: 148093 | eff(%): 2.817 | loglstar: -inf < -30.651 < inf | logz: -73.462 +/- 0.640 | dlogz: 17.687 > 0.109
iter: 4173 | bound: 59 | nc: 38 | ncall: 148131 | eff(%): 2.817 | loglstar: -inf < -30.645 < inf | logz: -73.427 +/- 0.640 | dlogz: 17.640 > 0.109
iter: 4174 | bound: 59 | nc: 38 | ncall: 148169 | eff(%): 2.817 | loglstar: -inf < -30.640 < inf | logz: -73.392 +/- 0.640 | dlogz: 17.594 > 0.109
iter: 4175 | bound: 59 | nc: 38 | ncall: 148207 | eff(%): 2.817 | loglstar: -inf < -30.621 < inf | logz: -73.359 +/- 0.641 | dlogz: 17.550 > 0.109
iter: 4176 | bound: 60 | nc: 38 | ncall: 148245 | eff(%): 2.817 | loglstar: -inf < -30.611 < inf | logz: -73.327 +/- 0.641 | dlogz: 17.507 > 0.109
iter: 4177 | bound: 60 | nc: 38 | ncall: 148283 | eff(%): 2.817 | loglstar: -inf < -30.598 < inf | logz: -73.295 +/- 0.641 | dlogz: 17.464 > 0.109
iter: 4178 | bound: 60 | nc: 38 | ncall: 148321 | eff(%): 2.817 | loglstar: -inf < -30.588 < inf | logz: -73.265 +/- 0.641 | dlogz: 17.423 > 0.109
iter: 4179 | bound: 60 | nc: 38 | ncall: 148359 | eff(%): 2.817 | loglstar: -inf < -30.584 < inf | logz: -73.235 +/- 0.641 | dlogz: 17.383 > 0.109
iter: 4180 | bound: 60 | nc: 38 | ncall: 148397 | eff(%): 2.817 | loglstar: -inf < -30.544 < inf | logz: -73.206 +/- 0.641 | dlogz: 17.343 > 0.109
iter: 4181 | bound: 60 | nc: 38 | ncall: 148435 | eff(%): 2.817 | loglstar: -inf < -30.536 < inf | logz: -73.178 +/- 0.641 | dlogz: 17.304 > 0.109
iter: 4182 | bound: 60 | nc: 38 | ncall: 148473 | eff(%): 2.817 | loglstar: -inf < -30.531 < inf | logz: -73.150 +/- 0.641 | dlogz: 17.266 > 0.109
iter: 4183 | bound: 60 | nc: 38 | ncall: 148511 | eff(%): 2.817 | loglstar: -inf < -30.519 < inf | logz: -73.123 +/- 0.641 | dlogz: 17.228 > 0.109
iter: 4184 | bound: 60 | nc: 38 | ncall: 148549 | eff(%): 2.817 | loglstar: -inf < -30.494 < inf | logz: -73.097 +/- 0.641 | dlogz: 17.191 > 0.109
iter: 4185 | bound: 60 | nc: 38 | ncall: 148587 | eff(%): 2.817 | loglstar: -inf < -30.475 < inf | logz: -73.071 +/- 0.641 | dlogz: 17.155 > 0.109
iter: 4186 | bound: 60 | nc: 38 | ncall: 148625 | eff(%): 2.816 | loglstar: -inf < -30.465 < inf | logz: -73.045 +/- 0.641 | dlogz: 17.119 > 0.109
iter: 4187 | bound: 60 | nc: 38 | ncall: 148663 | eff(%): 2.816 | loglstar: -inf < -30.455 < inf | logz: -73.021 +/- 0.641 | dlogz: 17.084 > 0.109
iter: 4188 | bound: 60 | nc: 38 | ncall: 148701 | eff(%): 2.816 | loglstar: -inf < -30.450 < inf | logz: -72.996 +/- 0.641 | dlogz: 17.049 > 0.109
iter: 4189 | bound: 60 | nc: 38 | ncall: 148739 | eff(%): 2.816 | loglstar: -inf < -30.397 < inf | logz: -72.972 +/- 0.641 | dlogz: 17.015 > 0.109
iter: 4190 | bound: 60 | nc: 38 | ncall: 148777 | eff(%): 2.816 | loglstar: -inf < -30.385 < inf | logz: -72.948 +/- 0.641 | dlogz: 16.981 > 0.109
iter: 4191 | bound: 60 | nc: 38 | ncall: 148815 | eff(%): 2.816 | loglstar: -inf < -30.369 < inf | logz: -72.925 +/- 0.641 | dlogz: 16.947 > 0.109
iter: 4192 | bound: 60 | nc: 38 | ncall: 148853 | eff(%): 2.816 | loglstar: -inf < -30.299 < inf | logz: -72.901 +/- 0.641 | dlogz: 16.913 > 0.109
iter: 4193 | bound: 60 | nc: 38 | ncall: 148891 | eff(%): 2.816 | loglstar: -inf < -30.288 < inf | logz: -72.877 +/- 0.641 | dlogz: 16.879 > 0.109
iter: 4194 | bound: 60 | nc: 38 | ncall: 148929 | eff(%): 2.816 | loglstar: -inf < -30.280 < inf | logz: -72.854 +/- 0.642 | dlogz: 16.846 > 0.109
iter: 4195 | bound: 60 | nc: 38 | ncall: 148967 | eff(%): 2.816 | loglstar: -inf < -30.278 < inf | logz: -72.831 +/- 0.642 | dlogz: 16.812 > 0.109
iter: 4196 | bound: 60 | nc: 38 | ncall: 149005 | eff(%): 2.816 | loglstar: -inf < -30.255 < inf | logz: -72.809 +/- 0.642 | dlogz: 16.780 > 0.109
iter: 4197 | bound: 60 | nc: 38 | ncall: 149043 | eff(%): 2.816 | loglstar: -inf < -30.203 < inf | logz: -72.786 +/- 0.642 | dlogz: 16.747 > 0.109
iter: 4198 | bound: 60 | nc: 38 | ncall: 149081 | eff(%): 2.816 | loglstar: -inf < -30.202 < inf | logz: -72.764 +/- 0.642 | dlogz: 16.715 > 0.109
iter: 4199 | bound: 60 | nc: 38 | ncall: 149119 | eff(%): 2.816 | loglstar: -inf < -30.197 < inf | logz: -72.742 +/- 0.642 | dlogz: 16.683 > 0.109
iter: 4200 | bound: 60 | nc: 38 | ncall: 149157 | eff(%): 2.816 | loglstar: -inf < -30.197 < inf | logz: -72.721 +/- 0.642 | dlogz: 16.651 > 0.109
iter: 4201 | bound: 60 | nc: 38 | ncall: 149195 | eff(%): 2.816 | loglstar: -inf < -30.185 < inf | logz: -72.701 +/- 0.642 | dlogz: 16.620 > 0.109
iter: 4202 | bound: 60 | nc: 38 | ncall: 149233 | eff(%): 2.816 | loglstar: -inf < -30.184 < inf | logz: -72.681 +/- 0.642 | dlogz: 16.590 > 0.109
iter: 4203 | bound: 60 | nc: 38 | ncall: 149271 | eff(%): 2.816 | loglstar: -inf < -30.151 < inf | logz: -72.661 +/- 0.642 | dlogz: 16.560 > 0.109
iter: 4204 | bound: 60 | nc: 38 | ncall: 149309 | eff(%): 2.816 | loglstar: -inf < -30.132 < inf | logz: -72.641 +/- 0.642 | dlogz: 16.530 > 0.109
iter: 4205 | bound: 60 | nc: 38 | ncall: 149347 | eff(%): 2.816 | loglstar: -inf < -30.129 < inf | logz: -72.622 +/- 0.642 | dlogz: 16.501 > 0.109
iter: 4206 | bound: 60 | nc: 38 | ncall: 149385 | eff(%): 2.816 | loglstar: -inf < -30.118 < inf | logz: -72.603 +/- 0.642 | dlogz: 16.471 > 0.109
iter: 4207 | bound: 60 | nc: 38 | ncall: 149423 | eff(%): 2.815 | loglstar: -inf < -30.113 < inf | logz: -72.585 +/- 0.642 | dlogz: 16.442 > 0.109
iter: 4208 | bound: 60 | nc: 38 | ncall: 149461 | eff(%): 2.815 | loglstar: -inf < -30.101 < inf | logz: -72.567 +/- 0.642 | dlogz: 16.414 > 0.109
iter: 4209 | bound: 60 | nc: 38 | ncall: 149499 | eff(%): 2.815 | loglstar: -inf < -30.022 < inf | logz: -72.548 +/- 0.642 | dlogz: 16.386 > 0.109
iter: 4210 | bound: 60 | nc: 38 | ncall: 149537 | eff(%): 2.815 | loglstar: -inf < -30.009 < inf | logz: -72.529 +/- 0.642 | dlogz: 16.357 > 0.109
iter: 4211 | bound: 60 | nc: 38 | ncall: 149575 | eff(%): 2.815 | loglstar: -inf < -29.986 < inf | logz: -72.511 +/- 0.642 | dlogz: 16.329 > 0.109
iter: 4212 | bound: 60 | nc: 38 | ncall: 149613 | eff(%): 2.815 | loglstar: -inf < -29.981 < inf | logz: -72.492 +/- 0.642 | dlogz: 16.300 > 0.109
iter: 4213 | bound: 60 | nc: 38 | ncall: 149651 | eff(%): 2.815 | loglstar: -inf < -29.954 < inf | logz: -72.474 +/- 0.642 | dlogz: 16.272 > 0.109
iter: 4214 | bound: 60 | nc: 38 | ncall: 149689 | eff(%): 2.815 | loglstar: -inf < -29.946 < inf | logz: -72.456 +/- 0.642 | dlogz: 16.244 > 0.109
iter: 4215 | bound: 60 | nc: 38 | ncall: 149727 | eff(%): 2.815 | loglstar: -inf < -29.939 < inf | logz: -72.439 +/- 0.642 | dlogz: 16.216 > 0.109
iter: 4216 | bound: 60 | nc: 38 | ncall: 149765 | eff(%): 2.815 | loglstar: -inf < -29.895 < inf | logz: -72.421 +/- 0.642 | dlogz: 16.188 > 0.109
iter: 4217 | bound: 60 | nc: 38 | ncall: 149803 | eff(%): 2.815 | loglstar: -inf < -29.894 < inf | logz: -72.404 +/- 0.642 | dlogz: 16.161 > 0.109
iter: 4218 | bound: 60 | nc: 38 | ncall: 149841 | eff(%): 2.815 | loglstar: -inf < -29.867 < inf | logz: -72.386 +/- 0.642 | dlogz: 16.133 > 0.109
iter: 4219 | bound: 60 | nc: 38 | ncall: 149879 | eff(%): 2.815 | loglstar: -inf < -29.836 < inf | logz: -72.369 +/- 0.642 | dlogz: 16.106 > 0.109
iter: 4220 | bound: 60 | nc: 38 | ncall: 149917 | eff(%): 2.815 | loglstar: -inf < -29.786 < inf | logz: -72.352 +/- 0.642 | dlogz: 16.079 > 0.109
iter: 4221 | bound: 60 | nc: 38 | ncall: 149955 | eff(%): 2.815 | loglstar: -inf < -29.781 < inf | logz: -72.334 +/- 0.642 | dlogz: 16.052 > 0.109
iter: 4222 | bound: 60 | nc: 38 | ncall: 149993 | eff(%): 2.815 | loglstar: -inf < -29.763 < inf | logz: -72.317 +/- 0.642 | dlogz: 16.024 > 0.109
iter: 4223 | bound: 60 | nc: 38 | ncall: 150031 | eff(%): 2.815 | loglstar: -inf < -29.745 < inf | logz: -72.300 +/- 0.642 | dlogz: 15.997 > 0.109
iter: 4224 | bound: 60 | nc: 38 | ncall: 150069 | eff(%): 2.815 | loglstar: -inf < -29.733 < inf | logz: -72.283 +/- 0.642 | dlogz: 15.970 > 0.109
iter: 4225 | bound: 60 | nc: 38 | ncall: 150107 | eff(%): 2.815 | loglstar: -inf < -29.651 < inf | logz: -72.266 +/- 0.642 | dlogz: 15.943 > 0.109
iter: 4226 | bound: 60 | nc: 38 | ncall: 150145 | eff(%): 2.815 | loglstar: -inf < -29.620 < inf | logz: -72.248 +/- 0.642 | dlogz: 15.916 > 0.109
iter: 4227 | bound: 60 | nc: 38 | ncall: 150183 | eff(%): 2.815 | loglstar: -inf < -29.599 < inf | logz: -72.231 +/- 0.642 | dlogz: 15.888 > 0.109
iter: 4228 | bound: 60 | nc: 38 | ncall: 150221 | eff(%): 2.815 | loglstar: -inf < -29.540 < inf | logz: -72.213 +/- 0.642 | dlogz: 15.861 > 0.109
iter: 4229 | bound: 60 | nc: 38 | ncall: 150259 | eff(%): 2.814 | loglstar: -inf < -29.483 < inf | logz: -72.194 +/- 0.642 | dlogz: 15.833 > 0.109
iter: 4230 | bound: 60 | nc: 38 | ncall: 150297 | eff(%): 2.814 | loglstar: -inf < -29.474 < inf | logz: -72.176 +/- 0.642 | dlogz: 15.805 > 0.109
iter: 4231 | bound: 60 | nc: 38 | ncall: 150335 | eff(%): 2.814 | loglstar: -inf < -29.465 < inf | logz: -72.158 +/- 0.642 | dlogz: 15.776 > 0.109
iter: 4232 | bound: 60 | nc: 38 | ncall: 150373 | eff(%): 2.814 | loglstar: -inf < -29.427 < inf | logz: -72.140 +/- 0.642 | dlogz: 15.748 > 0.109
iter: 4233 | bound: 60 | nc: 38 | ncall: 150411 | eff(%): 2.814 | loglstar: -inf < -29.383 < inf | logz: -72.121 +/- 0.642 | dlogz: 15.720 > 0.109
iter: 4234 | bound: 60 | nc: 38 | ncall: 150449 | eff(%): 2.814 | loglstar: -inf < -29.328 < inf | logz: -72.103 +/- 0.642 | dlogz: 15.692 > 0.109
iter: 4235 | bound: 60 | nc: 38 | ncall: 150487 | eff(%): 2.814 | loglstar: -inf < -29.305 < inf | logz: -72.084 +/- 0.642 | dlogz: 15.663 > 0.109
iter: 4236 | bound: 60 | nc: 38 | ncall: 150525 | eff(%): 2.814 | loglstar: -inf < -29.298 < inf | logz: -72.065 +/- 0.642 | dlogz: 15.634 > 0.109
iter: 4237 | bound: 60 | nc: 38 | ncall: 150563 | eff(%): 2.814 | loglstar: -inf < -29.280 < inf | logz: -72.047 +/- 0.642 | dlogz: 15.606 > 0.109
iter: 4238 | bound: 60 | nc: 38 | ncall: 150601 | eff(%): 2.814 | loglstar: -inf < -29.233 < inf | logz: -72.028 +/- 0.642 | dlogz: 15.577 > 0.109
iter: 4239 | bound: 60 | nc: 38 | ncall: 150639 | eff(%): 2.814 | loglstar: -inf < -29.215 < inf | logz: -72.010 +/- 0.642 | dlogz: 15.549 > 0.109
iter: 4240 | bound: 60 | nc: 38 | ncall: 150677 | eff(%): 2.814 | loglstar: -inf < -29.200 < inf | logz: -71.992 +/- 0.642 | dlogz: 15.521 > 0.109
iter: 4241 | bound: 60 | nc: 38 | ncall: 150715 | eff(%): 2.814 | loglstar: -inf < -29.199 < inf | logz: -71.974 +/- 0.642 | dlogz: 15.492 > 0.109
iter: 4242 | bound: 60 | nc: 38 | ncall: 150753 | eff(%): 2.814 | loglstar: -inf < -29.195 < inf | logz: -71.956 +/- 0.642 | dlogz: 15.465 > 0.109
iter: 4243 | bound: 60 | nc: 38 | ncall: 150791 | eff(%): 2.814 | loglstar: -inf < -29.114 < inf | logz: -71.938 +/- 0.642 | dlogz: 15.437 > 0.109
iter: 4244 | bound: 60 | nc: 38 | ncall: 150829 | eff(%): 2.814 | loglstar: -inf < -28.996 < inf | logz: -71.919 +/- 0.642 | dlogz: 15.409 > 0.109
iter: 4245 | bound: 60 | nc: 38 | ncall: 150867 | eff(%): 2.814 | loglstar: -inf < -28.943 < inf | logz: -71.899 +/- 0.643 | dlogz: 15.380 > 0.109
iter: 4246 | bound: 60 | nc: 38 | ncall: 150905 | eff(%): 2.814 | loglstar: -inf < -28.921 < inf | logz: -71.879 +/- 0.643 | dlogz: 15.350 > 0.109
iter: 4247 | bound: 60 | nc: 38 | ncall: 150943 | eff(%): 2.814 | loglstar: -inf < -28.898 < inf | logz: -71.859 +/- 0.643 | dlogz: 15.320 > 0.109
iter: 4248 | bound: 60 | nc: 38 | ncall: 150981 | eff(%): 2.814 | loglstar: -inf < -28.879 < inf | logz: -71.839 +/- 0.643 | dlogz: 15.290 > 0.109
iter: 4249 | bound: 60 | nc: 38 | ncall: 151019 | eff(%): 2.814 | loglstar: -inf < -28.865 < inf | logz: -71.819 +/- 0.643 | dlogz: 15.260 > 0.109
iter: 4250 | bound: 60 | nc: 38 | ncall: 151057 | eff(%): 2.814 | loglstar: -inf < -28.781 < inf | logz: -71.799 +/- 0.643 | dlogz: 15.231 > 0.109
iter: 4251 | bound: 60 | nc: 38 | ncall: 151095 | eff(%): 2.813 | loglstar: -inf < -28.760 < inf | logz: -71.779 +/- 0.643 | dlogz: 15.201 > 0.109
iter: 4252 | bound: 61 | nc: 38 | ncall: 151133 | eff(%): 2.813 | loglstar: -inf < -28.711 < inf | logz: -71.758 +/- 0.643 | dlogz: 15.170 > 0.109
iter: 4253 | bound: 61 | nc: 38 | ncall: 151171 | eff(%): 2.813 | loglstar: -inf < -28.678 < inf | logz: -71.737 +/- 0.643 | dlogz: 15.139 > 0.109
iter: 4254 | bound: 61 | nc: 38 | ncall: 151209 | eff(%): 2.813 | loglstar: -inf < -28.613 < inf | logz: -71.716 +/- 0.643 | dlogz: 15.109 > 0.109
iter: 4255 | bound: 61 | nc: 38 | ncall: 151247 | eff(%): 2.813 | loglstar: -inf < -28.606 < inf | logz: -71.695 +/- 0.643 | dlogz: 15.078 > 0.109
iter: 4256 | bound: 61 | nc: 38 | ncall: 151285 | eff(%): 2.813 | loglstar: -inf < -28.578 < inf | logz: -71.674 +/- 0.643 | dlogz: 15.046 > 0.109
iter: 4257 | bound: 61 | nc: 38 | ncall: 151323 | eff(%): 2.813 | loglstar: -inf < -28.513 < inf | logz: -71.652 +/- 0.643 | dlogz: 15.015 > 0.109
iter: 4258 | bound: 61 | nc: 38 | ncall: 151361 | eff(%): 2.813 | loglstar: -inf < -28.464 < inf | logz: -71.630 +/- 0.643 | dlogz: 14.984 > 0.109
iter: 4259 | bound: 61 | nc: 38 | ncall: 151399 | eff(%): 2.813 | loglstar: -inf < -28.462 < inf | logz: -71.609 +/- 0.644 | dlogz: 14.952 > 0.109
iter: 4260 | bound: 61 | nc: 38 | ncall: 151437 | eff(%): 2.813 | loglstar: -inf < -28.453 < inf | logz: -71.587 +/- 0.644 | dlogz: 14.920 > 0.109
iter: 4261 | bound: 61 | nc: 38 | ncall: 151475 | eff(%): 2.813 | loglstar: -inf < -28.419 < inf | logz: -71.566 +/- 0.644 | dlogz: 14.889 > 0.109
iter: 4262 | bound: 61 | nc: 38 | ncall: 151513 | eff(%): 2.813 | loglstar: -inf < -28.387 < inf | logz: -71.545 +/- 0.644 | dlogz: 14.858 > 0.109
iter: 4263 | bound: 61 | nc: 38 | ncall: 151551 | eff(%): 2.813 | loglstar: -inf < -28.370 < inf | logz: -71.524 +/- 0.644 | dlogz: 14.827 > 0.109
iter: 4264 | bound: 61 | nc: 38 | ncall: 151589 | eff(%): 2.813 | loglstar: -inf < -28.365 < inf | logz: -71.504 +/- 0.644 | dlogz: 14.797 > 0.109
iter: 4265 | bound: 61 | nc: 38 | ncall: 151627 | eff(%): 2.813 | loglstar: -inf < -28.294 < inf | logz: -71.483 +/- 0.644 | dlogz: 14.766 > 0.109
iter: 4266 | bound: 61 | nc: 38 | ncall: 151665 | eff(%): 2.813 | loglstar: -inf < -28.285 < inf | logz: -71.462 +/- 0.644 | dlogz: 14.735 > 0.109
iter: 4267 | bound: 61 | nc: 38 | ncall: 151703 | eff(%): 2.813 | loglstar: -inf < -28.261 < inf | logz: -71.442 +/- 0.644 | dlogz: 14.705 > 0.109
iter: 4268 | bound: 61 | nc: 38 | ncall: 151741 | eff(%): 2.813 | loglstar: -inf < -28.235 < inf | logz: -71.421 +/- 0.644 | dlogz: 14.674 > 0.109
iter: 4269 | bound: 61 | nc: 38 | ncall: 151779 | eff(%): 2.813 | loglstar: -inf < -28.228 < inf | logz: -71.401 +/- 0.644 | dlogz: 14.644 > 0.109
iter: 4270 | bound: 61 | nc: 38 | ncall: 151817 | eff(%): 2.813 | loglstar: -inf < -28.226 < inf | logz: -71.382 +/- 0.644 | dlogz: 14.614 > 0.109
iter: 4271 | bound: 61 | nc: 38 | ncall: 151855 | eff(%): 2.813 | loglstar: -inf < -28.195 < inf | logz: -71.362 +/- 0.644 | dlogz: 14.584 > 0.109
iter: 4272 | bound: 61 | nc: 38 | ncall: 151893 | eff(%): 2.813 | loglstar: -inf < -28.167 < inf | logz: -71.343 +/- 0.644 | dlogz: 14.555 > 0.109
iter: 4273 | bound: 61 | nc: 38 | ncall: 151931 | eff(%): 2.812 | loglstar: -inf < -28.136 < inf | logz: -71.323 +/- 0.644 | dlogz: 14.525 > 0.109
iter: 4274 | bound: 61 | nc: 38 | ncall: 151969 | eff(%): 2.812 | loglstar: -inf < -27.929 < inf | logz: -71.302 +/- 0.645 | dlogz: 14.496 > 0.109
iter: 4275 | bound: 61 | nc: 38 | ncall: 152007 | eff(%): 2.812 | loglstar: -inf < -27.902 < inf | logz: -71.279 +/- 0.645 | dlogz: 14.465 > 0.109
iter: 4276 | bound: 61 | nc: 38 | ncall: 152045 | eff(%): 2.812 | loglstar: -inf < -27.877 < inf | logz: -71.256 +/- 0.645 | dlogz: 14.432 > 0.109
iter: 4277 | bound: 61 | nc: 38 | ncall: 152083 | eff(%): 2.812 | loglstar: -inf < -27.820 < inf | logz: -71.233 +/- 0.645 | dlogz: 14.399 > 0.109
iter: 4278 | bound: 61 | nc: 38 | ncall: 152121 | eff(%): 2.812 | loglstar: -inf < -27.798 < inf | logz: -71.210 +/- 0.645 | dlogz: 14.366 > 0.109
iter: 4279 | bound: 61 | nc: 38 | ncall: 152159 | eff(%): 2.812 | loglstar: -inf < -27.787 < inf | logz: -71.187 +/- 0.645 | dlogz: 14.333 > 0.109
iter: 4280 | bound: 61 | nc: 38 | ncall: 152197 | eff(%): 2.812 | loglstar: -inf < -27.780 < inf | logz: -71.165 +/- 0.645 | dlogz: 14.300 > 0.109
iter: 4281 | bound: 61 | nc: 38 | ncall: 152235 | eff(%): 2.812 | loglstar: -inf < -27.752 < inf | logz: -71.143 +/- 0.645 | dlogz: 14.267 > 0.109
iter: 4282 | bound: 61 | nc: 38 | ncall: 152273 | eff(%): 2.812 | loglstar: -inf < -27.725 < inf | logz: -71.121 +/- 0.645 | dlogz: 14.236 > 0.109
iter: 4283 | bound: 61 | nc: 38 | ncall: 152311 | eff(%): 2.812 | loglstar: -inf < -27.612 < inf | logz: -71.098 +/- 0.645 | dlogz: 14.204 > 0.109
iter: 4284 | bound: 61 | nc: 38 | ncall: 152349 | eff(%): 2.812 | loglstar: -inf < -27.585 < inf | logz: -71.074 +/- 0.645 | dlogz: 14.171 > 0.109
iter: 4285 | bound: 61 | nc: 38 | ncall: 152387 | eff(%): 2.812 | loglstar: -inf < -27.567 < inf | logz: -71.051 +/- 0.646 | dlogz: 14.137 > 0.109
iter: 4286 | bound: 61 | nc: 38 | ncall: 152425 | eff(%): 2.812 | loglstar: -inf < -27.478 < inf | logz: -71.027 +/- 0.646 | dlogz: 14.104 > 0.109
iter: 4287 | bound: 61 | nc: 38 | ncall: 152463 | eff(%): 2.812 | loglstar: -inf < -27.465 < inf | logz: -71.003 +/- 0.646 | dlogz: 14.070 > 0.109
iter: 4288 | bound: 61 | nc: 38 | ncall: 152501 | eff(%): 2.812 | loglstar: -inf < -27.332 < inf | logz: -70.978 +/- 0.646 | dlogz: 14.036 > 0.109
iter: 4289 | bound: 61 | nc: 38 | ncall: 152539 | eff(%): 2.812 | loglstar: -inf < -27.256 < inf | logz: -70.951 +/- 0.646 | dlogz: 18.331 > 0.109
iter: 4290 | bound: 61 | nc: 38 | ncall: 152577 | eff(%): 2.812 | loglstar: -inf < -27.132 < inf | logz: -70.922 +/- 0.646 | dlogz: 18.294 > 0.109
iter: 4291 | bound: 61 | nc: 38 | ncall: 152615 | eff(%): 2.812 | loglstar: -inf < -27.020 < inf | logz: -70.891 +/- 0.646 | dlogz: 18.255 > 0.109
iter: 4292 | bound: 61 | nc: 38 | ncall: 152653 | eff(%): 2.812 | loglstar: -inf < -27.007 < inf | logz: -70.859 +/- 0.647 | dlogz: 18.214 > 0.109
iter: 4293 | bound: 61 | nc: 38 | ncall: 152691 | eff(%): 2.812 | loglstar: -inf < -26.982 < inf | logz: -70.828 +/- 0.647 | dlogz: 18.173 > 0.109
iter: 4294 | bound: 61 | nc: 38 | ncall: 152729 | eff(%): 2.812 | loglstar: -inf < -26.979 < inf | logz: -70.798 +/- 0.647 | dlogz: 18.132 > 0.109
iter: 4295 | bound: 61 | nc: 38 | ncall: 152767 | eff(%): 2.811 | loglstar: -inf < -26.966 < inf | logz: -70.769 +/- 0.647 | dlogz: 18.091 > 0.109
iter: 4296 | bound: 61 | nc: 38 | ncall: 152805 | eff(%): 2.811 | loglstar: -inf < -26.961 < inf | logz: -70.740 +/- 0.647 | dlogz: 18.052 > 0.109
iter: 4297 | bound: 61 | nc: 38 | ncall: 152843 | eff(%): 2.811 | loglstar: -inf < -26.955 < inf | logz: -70.713 +/- 0.647 | dlogz: 18.014 > 0.109
iter: 4298 | bound: 61 | nc: 38 | ncall: 152881 | eff(%): 2.811 | loglstar: -inf < -26.953 < inf | logz: -70.686 +/- 0.647 | dlogz: 17.977 > 0.109
iter: 4299 | bound: 61 | nc: 38 | ncall: 152919 | eff(%): 2.811 | loglstar: -inf < -26.911 < inf | logz: -70.660 +/- 0.648 | dlogz: 17.940 > 0.109
iter: 4300 | bound: 61 | nc: 38 | ncall: 152957 | eff(%): 2.811 | loglstar: -inf < -26.891 < inf | logz: -70.634 +/- 0.648 | dlogz: 17.904 > 0.109
iter: 4301 | bound: 61 | nc: 38 | ncall: 152995 | eff(%): 2.811 | loglstar: -inf < -26.873 < inf | logz: -70.608 +/- 0.648 | dlogz: 17.868 > 0.109
iter: 4302 | bound: 61 | nc: 38 | ncall: 153033 | eff(%): 2.811 | loglstar: -inf < -26.815 < inf | logz: -70.583 +/- 0.648 | dlogz: 17.832 > 0.109
iter: 4303 | bound: 61 | nc: 38 | ncall: 153071 | eff(%): 2.811 | loglstar: -inf < -26.780 < inf | logz: -70.557 +/- 0.648 | dlogz: 17.797 > 0.109
iter: 4304 | bound: 61 | nc: 38 | ncall: 153109 | eff(%): 2.811 | loglstar: -inf < -26.758 < inf | logz: -70.531 +/- 0.648 | dlogz: 17.761 > 0.109
iter: 4305 | bound: 61 | nc: 38 | ncall: 153147 | eff(%): 2.811 | loglstar: -inf < -26.691 < inf | logz: -70.505 +/- 0.648 | dlogz: 17.725 > 0.109
iter: 4306 | bound: 61 | nc: 38 | ncall: 153185 | eff(%): 2.811 | loglstar: -inf < -26.663 < inf | logz: -70.478 +/- 0.648 | dlogz: 17.689 > 0.109
iter: 4307 | bound: 61 | nc: 38 | ncall: 153223 | eff(%): 2.811 | loglstar: -inf < -26.634 < inf | logz: -70.452 +/- 0.648 | dlogz: 17.653 > 0.109
iter: 4308 | bound: 61 | nc: 38 | ncall: 153261 | eff(%): 2.811 | loglstar: -inf < -26.618 < inf | logz: -70.427 +/- 0.648 | dlogz: 17.617 > 0.109
iter: 4309 | bound: 61 | nc: 38 | ncall: 153299 | eff(%): 2.811 | loglstar: -inf < -26.610 < inf | logz: -70.401 +/- 0.649 | dlogz: 17.581 > 0.109
iter: 4310 | bound: 61 | nc: 38 | ncall: 153337 | eff(%): 2.811 | loglstar: -inf < -26.562 < inf | logz: -70.376 +/- 0.649 | dlogz: 17.546 > 0.109
iter: 4311 | bound: 61 | nc: 38 | ncall: 153375 | eff(%): 2.811 | loglstar: -inf < -26.515 < inf | logz: -70.351 +/- 0.649 | dlogz: 17.511 > 0.109
iter: 4312 | bound: 61 | nc: 38 | ncall: 153413 | eff(%): 2.811 | loglstar: -inf < -26.488 < inf | logz: -70.326 +/- 0.649 | dlogz: 17.476 > 0.109
iter: 4313 | bound: 61 | nc: 38 | ncall: 153451 | eff(%): 2.811 | loglstar: -inf < -26.442 < inf | logz: -70.300 +/- 0.649 | dlogz: 17.440 > 0.109
iter: 4314 | bound: 61 | nc: 38 | ncall: 153489 | eff(%): 2.811 | loglstar: -inf < -26.437 < inf | logz: -70.275 +/- 0.649 | dlogz: 17.405 > 0.109
iter: 4315 | bound: 61 | nc: 38 | ncall: 153527 | eff(%): 2.811 | loglstar: -inf < -26.425 < inf | logz: -70.251 +/- 0.649 | dlogz: 17.370 > 0.109
iter: 4316 | bound: 61 | nc: 38 | ncall: 153565 | eff(%): 2.811 | loglstar: -inf < -26.411 < inf | logz: -70.227 +/- 0.649 | dlogz: 17.335 > 0.109
iter: 4317 | bound: 61 | nc: 38 | ncall: 153603 | eff(%): 2.810 | loglstar: -inf < -26.400 < inf | logz: -70.203 +/- 0.649 | dlogz: 17.301 > 0.109
iter: 4318 | bound: 61 | nc: 38 | ncall: 153641 | eff(%): 2.810 | loglstar: -inf < -26.333 < inf | logz: -70.180 +/- 0.649 | dlogz: 17.268 > 0.109
iter: 4319 | bound: 61 | nc: 38 | ncall: 153679 | eff(%): 2.810 | loglstar: -inf < -26.325 < inf | logz: -70.156 +/- 0.649 | dlogz: 17.235 > 0.109
iter: 4320 | bound: 61 | nc: 38 | ncall: 153717 | eff(%): 2.810 | loglstar: -inf < -26.321 < inf | logz: -70.133 +/- 0.649 | dlogz: 17.201 > 0.109
iter: 4321 | bound: 61 | nc: 38 | ncall: 153755 | eff(%): 2.810 | loglstar: -inf < -26.299 < inf | logz: -70.110 +/- 0.649 | dlogz: 17.168 > 0.109
iter: 4322 | bound: 61 | nc: 38 | ncall: 153793 | eff(%): 2.810 | loglstar: -inf < -26.287 < inf | logz: -70.088 +/- 0.650 | dlogz: 17.135 > 0.109
iter: 4323 | bound: 61 | nc: 38 | ncall: 153831 | eff(%): 2.810 | loglstar: -inf < -26.260 < inf | logz: -70.066 +/- 0.650 | dlogz: 17.103 > 0.109
iter: 4324 | bound: 61 | nc: 38 | ncall: 153869 | eff(%): 2.810 | loglstar: -inf < -26.176 < inf | logz: -70.044 +/- 0.650 | dlogz: 17.071 > 0.109
iter: 4325 | bound: 61 | nc: 38 | ncall: 153907 | eff(%): 2.810 | loglstar: -inf < -26.132 < inf | logz: -70.020 +/- 0.650 | dlogz: 17.039 > 0.109
iter: 4326 | bound: 61 | nc: 38 | ncall: 153945 | eff(%): 2.810 | loglstar: -inf < -26.123 < inf | logz: -69.997 +/- 0.650 | dlogz: 17.006 > 0.109
iter: 4327 | bound: 61 | nc: 38 | ncall: 153983 | eff(%): 2.810 | loglstar: -inf < -26.123 < inf | logz: -69.975 +/- 0.650 | dlogz: 16.973 > 0.109
iter: 4328 | bound: 61 | nc: 38 | ncall: 154021 | eff(%): 2.810 | loglstar: -inf < -26.076 < inf | logz: -69.953 +/- 0.650 | dlogz: 16.940 > 0.109
iter: 4329 | bound: 61 | nc: 38 | ncall: 154059 | eff(%): 2.810 | loglstar: -inf < -26.050 < inf | logz: -69.930 +/- 0.650 | dlogz: 16.908 > 0.109
iter: 4330 | bound: 61 | nc: 38 | ncall: 154097 | eff(%): 2.810 | loglstar: -inf < -26.033 < inf | logz: -69.908 +/- 0.650 | dlogz: 16.876 > 0.109
iter: 4331 | bound: 61 | nc: 38 | ncall: 154135 | eff(%): 2.810 | loglstar: -inf < -26.025 < inf | logz: -69.887 +/- 0.650 | dlogz: 16.844 > 0.109
iter: 4332 | bound: 61 | nc: 38 | ncall: 154173 | eff(%): 2.810 | loglstar: -inf < -25.957 < inf | logz: -69.865 +/- 0.650 | dlogz: 16.812 > 0.109
iter: 4333 | bound: 61 | nc: 38 | ncall: 154211 | eff(%): 2.810 | loglstar: -inf < -25.950 < inf | logz: -69.843 +/- 0.650 | dlogz: 16.780 > 0.109
iter: 4334 | bound: 61 | nc: 38 | ncall: 154249 | eff(%): 2.810 | loglstar: -inf < -25.918 < inf | logz: -69.821 +/- 0.650 | dlogz: 16.749 > 0.109
iter: 4335 | bound: 61 | nc: 38 | ncall: 154287 | eff(%): 2.810 | loglstar: -inf < -25.910 < inf | logz: -69.800 +/- 0.650 | dlogz: 16.717 > 0.109
iter: 4336 | bound: 61 | nc: 38 | ncall: 154325 | eff(%): 2.810 | loglstar: -inf < -25.908 < inf | logz: -69.779 +/- 0.650 | dlogz: 16.686 > 0.109
iter: 4337 | bound: 61 | nc: 38 | ncall: 154363 | eff(%): 2.810 | loglstar: -inf < -25.882 < inf | logz: -69.759 +/- 0.650 | dlogz: 16.655 > 0.109
iter: 4338 | bound: 61 | nc: 38 | ncall: 154401 | eff(%): 2.810 | loglstar: -inf < -25.864 < inf | logz: -69.738 +/- 0.650 | dlogz: 16.624 > 0.109
iter: 4339 | bound: 61 | nc: 38 | ncall: 154439 | eff(%): 2.810 | loglstar: -inf < -25.834 < inf | logz: -69.718 +/- 0.651 | dlogz: 16.594 > 0.109
iter: 4340 | bound: 61 | nc: 38 | ncall: 154477 | eff(%): 2.809 | loglstar: -inf < -25.814 < inf | logz: -69.698 +/- 0.651 | dlogz: 16.564 > 0.109
iter: 4341 | bound: 61 | nc: 38 | ncall: 154515 | eff(%): 2.809 | loglstar: -inf < -25.767 < inf | logz: -69.678 +/- 0.651 | dlogz: 16.534 > 0.109
iter: 4342 | bound: 61 | nc: 38 | ncall: 154553 | eff(%): 2.809 | loglstar: -inf < -25.723 < inf | logz: -69.657 +/- 0.651 | dlogz: 16.504 > 0.109
iter: 4343 | bound: 61 | nc: 38 | ncall: 154591 | eff(%): 2.809 | loglstar: -inf < -25.664 < inf | logz: -69.636 +/- 0.651 | dlogz: 16.473 > 0.109
iter: 4344 | bound: 61 | nc: 38 | ncall: 154629 | eff(%): 2.809 | loglstar: -inf < -25.647 < inf | logz: -69.615 +/- 0.651 | dlogz: 16.442 > 0.109
iter: 4345 | bound: 61 | nc: 38 | ncall: 154667 | eff(%): 2.809 | loglstar: -inf < -25.619 < inf | logz: -69.594 +/- 0.651 | dlogz: 16.411 > 0.109
iter: 4346 | bound: 61 | nc: 38 | ncall: 154705 | eff(%): 2.809 | loglstar: -inf < -25.490 < inf | logz: -69.572 +/- 0.651 | dlogz: 16.380 > 0.109
iter: 4347 | bound: 61 | nc: 38 | ncall: 154743 | eff(%): 2.809 | loglstar: -inf < -25.486 < inf | logz: -69.550 +/- 0.651 | dlogz: 16.349 > 0.109
iter: 4348 | bound: 61 | nc: 38 | ncall: 154781 | eff(%): 2.809 | loglstar: -inf < -25.453 < inf | logz: -69.527 +/- 0.651 | dlogz: 16.316 > 0.109
iter: 4349 | bound: 61 | nc: 38 | ncall: 154819 | eff(%): 2.809 | loglstar: -inf < -25.447 < inf | logz: -69.505 +/- 0.651 | dlogz: 16.284 > 0.109
iter: 4350 | bound: 61 | nc: 38 | ncall: 154857 | eff(%): 2.809 | loglstar: -inf < -25.424 < inf | logz: -69.484 +/- 0.651 | dlogz: 16.252 > 0.109
iter: 4351 | bound: 62 | nc: 38 | ncall: 154895 | eff(%): 2.809 | loglstar: -inf < -25.414 < inf | logz: -69.462 +/- 0.651 | dlogz: 16.220 > 0.109
iter: 4352 | bound: 62 | nc: 38 | ncall: 154933 | eff(%): 2.809 | loglstar: -inf < -25.400 < inf | logz: -69.441 +/- 0.651 | dlogz: 16.189 > 0.109
iter: 4353 | bound: 62 | nc: 38 | ncall: 154971 | eff(%): 2.809 | loglstar: -inf < -25.397 < inf | logz: -69.421 +/- 0.651 | dlogz: 16.158 > 0.109
iter: 4354 | bound: 62 | nc: 38 | ncall: 155009 | eff(%): 2.809 | loglstar: -inf < -25.393 < inf | logz: -69.401 +/- 0.651 | dlogz: 16.127 > 0.109
iter: 4355 | bound: 62 | nc: 38 | ncall: 155047 | eff(%): 2.809 | loglstar: -inf < -25.356 < inf | logz: -69.381 +/- 0.651 | dlogz: 16.097 > 0.109
iter: 4356 | bound: 62 | nc: 38 | ncall: 155085 | eff(%): 2.809 | loglstar: -inf < -25.349 < inf | logz: -69.361 +/- 0.651 | dlogz: 16.068 > 0.109
iter: 4357 | bound: 62 | nc: 38 | ncall: 155123 | eff(%): 2.809 | loglstar: -inf < -25.332 < inf | logz: -69.342 +/- 0.652 | dlogz: 16.038 > 0.109
iter: 4358 | bound: 62 | nc: 38 | ncall: 155161 | eff(%): 2.809 | loglstar: -inf < -25.309 < inf | logz: -69.323 +/- 0.652 | dlogz: 16.009 > 0.109
iter: 4359 | bound: 62 | nc: 38 | ncall: 155199 | eff(%): 2.809 | loglstar: -inf < -25.283 < inf | logz: -69.304 +/- 0.652 | dlogz: 15.980 > 0.109
iter: 4360 | bound: 62 | nc: 38 | ncall: 155237 | eff(%): 2.809 | loglstar: -inf < -25.241 < inf | logz: -69.285 +/- 0.652 | dlogz: 15.951 > 0.109
iter: 4361 | bound: 62 | nc: 38 | ncall: 155275 | eff(%): 2.809 | loglstar: -inf < -25.190 < inf | logz: -69.265 +/- 0.652 | dlogz: 15.922 > 0.109
iter: 4362 | bound: 62 | nc: 38 | ncall: 155313 | eff(%): 2.809 | loglstar: -inf < -25.189 < inf | logz: -69.246 +/- 0.652 | dlogz: 15.892 > 0.109
iter: 4363 | bound: 62 | nc: 38 | ncall: 155351 | eff(%): 2.808 | loglstar: -inf < -25.169 < inf | logz: -69.227 +/- 0.652 | dlogz: 15.863 > 0.109
iter: 4364 | bound: 62 | nc: 38 | ncall: 155389 | eff(%): 2.808 | loglstar: -inf < -25.140 < inf | logz: -69.208 +/- 0.652 | dlogz: 15.834 > 0.109
iter: 4365 | bound: 62 | nc: 38 | ncall: 155427 | eff(%): 2.808 | loglstar: -inf < -25.108 < inf | logz: -69.189 +/- 0.652 | dlogz: 15.805 > 0.109
iter: 4366 | bound: 62 | nc: 38 | ncall: 155465 | eff(%): 2.808 | loglstar: -inf < -25.076 < inf | logz: -69.170 +/- 0.652 | dlogz: 15.776 > 0.109
iter: 4367 | bound: 62 | nc: 38 | ncall: 155503 | eff(%): 2.808 | loglstar: -inf < -24.995 < inf | logz: -69.150 +/- 0.652 | dlogz: 15.747 > 0.109
iter: 4368 | bound: 62 | nc: 38 | ncall: 155541 | eff(%): 2.808 | loglstar: -inf < -24.968 < inf | logz: -69.130 +/- 0.652 | dlogz: 15.718 > 0.109
iter: 4369 | bound: 62 | nc: 38 | ncall: 155579 | eff(%): 2.808 | loglstar: -inf < -24.963 < inf | logz: -69.111 +/- 0.652 | dlogz: 15.688 > 0.109
iter: 4370 | bound: 62 | nc: 38 | ncall: 155617 | eff(%): 2.808 | loglstar: -inf < -24.919 < inf | logz: -69.091 +/- 0.652 | dlogz: 15.658 > 0.109
iter: 4371 | bound: 62 | nc: 38 | ncall: 155655 | eff(%): 2.808 | loglstar: -inf < -24.891 < inf | logz: -69.071 +/- 0.652 | dlogz: 15.628 > 0.109
iter: 4372 | bound: 62 | nc: 38 | ncall: 155693 | eff(%): 2.808 | loglstar: -inf < -24.856 < inf | logz: -69.051 +/- 0.652 | dlogz: 15.599 > 0.109
iter: 4373 | bound: 62 | nc: 38 | ncall: 155731 | eff(%): 2.808 | loglstar: -inf < -24.855 < inf | logz: -69.032 +/- 0.652 | dlogz: 15.569 > 0.109
iter: 4374 | bound: 62 | nc: 38 | ncall: 155769 | eff(%): 2.808 | loglstar: -inf < -24.853 < inf | logz: -69.013 +/- 0.652 | dlogz: 15.539 > 0.109
iter: 4375 | bound: 62 | nc: 38 | ncall: 155807 | eff(%): 2.808 | loglstar: -inf < -24.848 < inf | logz: -68.994 +/- 0.652 | dlogz: 15.510 > 0.109
iter: 4376 | bound: 62 | nc: 38 | ncall: 155845 | eff(%): 2.808 | loglstar: -inf < -24.836 < inf | logz: -68.976 +/- 0.652 | dlogz: 15.482 > 0.109
iter: 4377 | bound: 62 | nc: 38 | ncall: 155883 | eff(%): 2.808 | loglstar: -inf < -24.833 < inf | logz: -68.958 +/- 0.652 | dlogz: 15.454 > 0.109
iter: 4378 | bound: 62 | nc: 38 | ncall: 155921 | eff(%): 2.808 | loglstar: -inf < -24.822 < inf | logz: -68.941 +/- 0.652 | dlogz: 15.426 > 0.109
iter: 4379 | bound: 62 | nc: 38 | ncall: 155959 | eff(%): 2.808 | loglstar: -inf < -24.813 < inf | logz: -68.923 +/- 0.653 | dlogz: 15.398 > 0.109
iter: 4380 | bound: 62 | nc: 38 | ncall: 155997 | eff(%): 2.808 | loglstar: -inf < -24.792 < inf | logz: -68.907 +/- 0.653 | dlogz: 15.371 > 0.109
iter: 4381 | bound: 62 | nc: 38 | ncall: 156035 | eff(%): 2.808 | loglstar: -inf < -24.768 < inf | logz: -68.890 +/- 0.653 | dlogz: 15.344 > 0.109
iter: 4382 | bound: 62 | nc: 38 | ncall: 156073 | eff(%): 2.808 | loglstar: -inf < -24.767 < inf | logz: -68.873 +/- 0.653 | dlogz: 15.318 > 0.109
iter: 4383 | bound: 62 | nc: 38 | ncall: 156111 | eff(%): 2.808 | loglstar: -inf < -24.729 < inf | logz: -68.856 +/- 0.653 | dlogz: 15.291 > 0.109
iter: 4384 | bound: 62 | nc: 38 | ncall: 156149 | eff(%): 2.808 | loglstar: -inf < -24.686 < inf | logz: -68.840 +/- 0.653 | dlogz: 15.264 > 0.109
iter: 4385 | bound: 62 | nc: 38 | ncall: 156187 | eff(%): 2.808 | loglstar: -inf < -24.634 < inf | logz: -68.822 +/- 0.653 | dlogz: 15.238 > 0.109
iter: 4386 | bound: 62 | nc: 38 | ncall: 156225 | eff(%): 2.807 | loglstar: -inf < -24.620 < inf | logz: -68.805 +/- 0.653 | dlogz: 15.211 > 0.109
iter: 4387 | bound: 62 | nc: 38 | ncall: 156263 | eff(%): 2.807 | loglstar: -inf < -24.606 < inf | logz: -68.788 +/- 0.653 | dlogz: 15.183 > 0.109
iter: 4388 | bound: 62 | nc: 38 | ncall: 156301 | eff(%): 2.807 | loglstar: -inf < -24.580 < inf | logz: -68.771 +/- 0.653 | dlogz: 15.157 > 0.109
iter: 4389 | bound: 62 | nc: 38 | ncall: 156339 | eff(%): 2.807 | loglstar: -inf < -24.537 < inf | logz: -68.754 +/- 0.653 | dlogz: 15.130 > 0.109
iter: 4390 | bound: 62 | nc: 38 | ncall: 156377 | eff(%): 2.807 | loglstar: -inf < -24.491 < inf | logz: -68.737 +/- 0.653 | dlogz: 15.103 > 0.109
iter: 4391 | bound: 62 | nc: 38 | ncall: 156415 | eff(%): 2.807 | loglstar: -inf < -24.486 < inf | logz: -68.720 +/- 0.653 | dlogz: 15.075 > 0.109
iter: 4392 | bound: 62 | nc: 38 | ncall: 156453 | eff(%): 2.807 | loglstar: -inf < -24.456 < inf | logz: -68.703 +/- 0.653 | dlogz: 15.048 > 0.109
iter: 4393 | bound: 62 | nc: 38 | ncall: 156491 | eff(%): 2.807 | loglstar: -inf < -24.447 < inf | logz: -68.686 +/- 0.653 | dlogz: 15.021 > 0.109
iter: 4394 | bound: 62 | nc: 38 | ncall: 156529 | eff(%): 2.807 | loglstar: -inf < -24.436 < inf | logz: -68.669 +/- 0.653 | dlogz: 14.994 > 0.109
iter: 4395 | bound: 62 | nc: 38 | ncall: 156567 | eff(%): 2.807 | loglstar: -inf < -24.401 < inf | logz: -68.652 +/- 0.653 | dlogz: 14.968 > 0.109
iter: 4396 | bound: 62 | nc: 38 | ncall: 156605 | eff(%): 2.807 | loglstar: -inf < -24.394 < inf | logz: -68.636 +/- 0.653 | dlogz: 14.941 > 0.109
iter: 4397 | bound: 62 | nc: 38 | ncall: 156643 | eff(%): 2.807 | loglstar: -inf < -24.338 < inf | logz: -68.619 +/- 0.653 | dlogz: 14.914 > 0.109
iter: 4398 | bound: 62 | nc: 38 | ncall: 156681 | eff(%): 2.807 | loglstar: -inf < -24.295 < inf | logz: -68.602 +/- 0.653 | dlogz: 14.888 > 0.109
iter: 4399 | bound: 62 | nc: 38 | ncall: 156719 | eff(%): 2.807 | loglstar: -inf < -24.220 < inf | logz: -68.585 +/- 0.653 | dlogz: 14.861 > 0.109
iter: 4400 | bound: 62 | nc: 38 | ncall: 156757 | eff(%): 2.807 | loglstar: -inf < -24.189 < inf | logz: -68.566 +/- 0.653 | dlogz: 14.833 > 0.109
iter: 4401 | bound: 62 | nc: 38 | ncall: 156795 | eff(%): 2.807 | loglstar: -inf < -24.170 < inf | logz: -68.549 +/- 0.653 | dlogz: 14.805 > 0.109
iter: 4402 | bound: 62 | nc: 38 | ncall: 156833 | eff(%): 2.807 | loglstar: -inf < -24.122 < inf | logz: -68.530 +/- 0.653 | dlogz: 14.778 > 0.109
iter: 4403 | bound: 62 | nc: 38 | ncall: 156871 | eff(%): 2.807 | loglstar: -inf < -24.111 < inf | logz: -68.512 +/- 0.654 | dlogz: 14.749 > 0.109
iter: 4404 | bound: 62 | nc: 38 | ncall: 156909 | eff(%): 2.807 | loglstar: -inf < -24.105 < inf | logz: -68.495 +/- 0.654 | dlogz: 14.721 > 0.109
iter: 4405 | bound: 62 | nc: 38 | ncall: 156947 | eff(%): 2.807 | loglstar: -inf < -23.998 < inf | logz: -68.476 +/- 0.654 | dlogz: 14.694 > 0.109
iter: 4406 | bound: 62 | nc: 38 | ncall: 156985 | eff(%): 2.807 | loglstar: -inf < -23.990 < inf | logz: -68.458 +/- 0.654 | dlogz: 14.666 > 0.109
iter: 4407 | bound: 62 | nc: 38 | ncall: 157023 | eff(%): 2.807 | loglstar: -inf < -23.956 < inf | logz: -68.439 +/- 0.654 | dlogz: 14.637 > 0.109
iter: 4408 | bound: 62 | nc: 38 | ncall: 157061 | eff(%): 2.807 | loglstar: -inf < -23.944 < inf | logz: -68.420 +/- 0.654 | dlogz: 14.608 > 0.109
iter: 4409 | bound: 62 | nc: 38 | ncall: 157099 | eff(%): 2.807 | loglstar: -inf < -23.930 < inf | logz: -68.402 +/- 0.654 | dlogz: 14.580 > 0.109
iter: 4410 | bound: 62 | nc: 38 | ncall: 157137 | eff(%): 2.806 | loglstar: -inf < -23.927 < inf | logz: -68.384 +/- 0.654 | dlogz: 14.551 > 0.109
iter: 4411 | bound: 62 | nc: 38 | ncall: 157175 | eff(%): 2.806 | loglstar: -inf < -23.923 < inf | logz: -68.367 +/- 0.654 | dlogz: 14.524 > 0.109
iter: 4412 | bound: 62 | nc: 38 | ncall: 157213 | eff(%): 2.806 | loglstar: -inf < -23.897 < inf | logz: -68.349 +/- 0.654 | dlogz: 14.496 > 0.109
iter: 4413 | bound: 62 | nc: 38 | ncall: 157251 | eff(%): 2.806 | loglstar: -inf < -23.896 < inf | logz: -68.332 +/- 0.654 | dlogz: 14.469 > 0.109
iter: 4414 | bound: 62 | nc: 38 | ncall: 157289 | eff(%): 2.806 | loglstar: -inf < -23.858 < inf | logz: -68.316 +/- 0.654 | dlogz: 14.442 > 0.109
iter: 4415 | bound: 62 | nc: 38 | ncall: 157327 | eff(%): 2.806 | loglstar: -inf < -23.844 < inf | logz: -68.299 +/- 0.654 | dlogz: 14.415 > 0.109
iter: 4416 | bound: 62 | nc: 38 | ncall: 157365 | eff(%): 2.806 | loglstar: -inf < -23.821 < inf | logz: -68.282 +/- 0.654 | dlogz: 14.388 > 0.109
iter: 4417 | bound: 62 | nc: 38 | ncall: 157403 | eff(%): 2.806 | loglstar: -inf < -23.789 < inf | logz: -68.265 +/- 0.654 | dlogz: 14.362 > 0.109
iter: 4418 | bound: 62 | nc: 38 | ncall: 157441 | eff(%): 2.806 | loglstar: -inf < -23.788 < inf | logz: -68.248 +/- 0.654 | dlogz: 14.335 > 0.109
iter: 4419 | bound: 62 | nc: 38 | ncall: 157479 | eff(%): 2.806 | loglstar: -inf < -23.766 < inf | logz: -68.232 +/- 0.654 | dlogz: 14.308 > 0.109
iter: 4420 | bound: 62 | nc: 38 | ncall: 157517 | eff(%): 2.806 | loglstar: -inf < -23.764 < inf | logz: -68.216 +/- 0.654 | dlogz: 14.282 > 0.109
iter: 4421 | bound: 62 | nc: 38 | ncall: 157555 | eff(%): 2.806 | loglstar: -inf < -23.716 < inf | logz: -68.200 +/- 0.654 | dlogz: 14.256 > 0.109
iter: 4422 | bound: 62 | nc: 38 | ncall: 157593 | eff(%): 2.806 | loglstar: -inf < -23.697 < inf | logz: -68.184 +/- 0.655 | dlogz: 14.230 > 0.109
iter: 4423 | bound: 62 | nc: 38 | ncall: 157631 | eff(%): 2.806 | loglstar: -inf < -23.608 < inf | logz: -68.167 +/- 0.655 | dlogz: 14.204 > 0.109
iter: 4424 | bound: 62 | nc: 38 | ncall: 157669 | eff(%): 2.806 | loglstar: -inf < -23.606 < inf | logz: -68.150 +/- 0.655 | dlogz: 14.177 > 0.109
iter: 4425 | bound: 62 | nc: 38 | ncall: 157707 | eff(%): 2.806 | loglstar: -inf < -23.554 < inf | logz: -68.133 +/- 0.655 | dlogz: 14.150 > 0.109
iter: 4426 | bound: 62 | nc: 38 | ncall: 157745 | eff(%): 2.806 | loglstar: -inf < -23.528 < inf | logz: -68.116 +/- 0.655 | dlogz: 14.123 > 0.109
iter: 4427 | bound: 62 | nc: 38 | ncall: 157783 | eff(%): 2.806 | loglstar: -inf < -23.519 < inf | logz: -68.099 +/- 0.655 | dlogz: 14.096 > 0.109
iter: 4428 | bound: 62 | nc: 38 | ncall: 157821 | eff(%): 2.806 | loglstar: -inf < -23.482 < inf | logz: -68.082 +/- 0.655 | dlogz: 14.069 > 0.109
iter: 4429 | bound: 62 | nc: 38 | ncall: 157859 | eff(%): 2.806 | loglstar: -inf < -23.423 < inf | logz: -68.064 +/- 0.655 | dlogz: 14.042 > 0.109
iter: 4430 | bound: 62 | nc: 38 | ncall: 157897 | eff(%): 2.806 | loglstar: -inf < -23.416 < inf | logz: -68.047 +/- 0.655 | dlogz: 14.015 > 0.109
iter: 4431 | bound: 62 | nc: 38 | ncall: 157935 | eff(%): 2.806 | loglstar: -inf < -23.413 < inf | logz: -68.030 +/- 0.655 | dlogz: 13.987 > 0.109
iter: 4432 | bound: 62 | nc: 38 | ncall: 157973 | eff(%): 2.806 | loglstar: -inf < -23.389 < inf | logz: -68.013 +/- 0.655 | dlogz: 13.960 > 0.109
iter: 4433 | bound: 62 | nc: 38 | ncall: 158011 | eff(%): 2.806 | loglstar: -inf < -23.356 < inf | logz: -67.996 +/- 0.655 | dlogz: 13.934 > 0.109
iter: 4434 | bound: 62 | nc: 38 | ncall: 158049 | eff(%): 2.805 | loglstar: -inf < -23.347 < inf | logz: -67.980 +/- 0.655 | dlogz: 13.907 > 0.109
iter: 4435 | bound: 62 | nc: 38 | ncall: 158087 | eff(%): 2.805 | loglstar: -inf < -23.338 < inf | logz: -67.963 +/- 0.655 | dlogz: 13.880 > 0.109
iter: 4436 | bound: 62 | nc: 38 | ncall: 158125 | eff(%): 2.805 | loglstar: -inf < -23.337 < inf | logz: -67.947 +/- 0.655 | dlogz: 13.854 > 0.109
iter: 4437 | bound: 62 | nc: 38 | ncall: 158163 | eff(%): 2.805 | loglstar: -inf < -23.279 < inf | logz: -67.931 +/- 0.655 | dlogz: 13.828 > 0.109
iter: 4438 | bound: 62 | nc: 38 | ncall: 158201 | eff(%): 2.805 | loglstar: -inf < -23.231 < inf | logz: -67.914 +/- 0.655 | dlogz: 13.802 > 0.109
iter: 4439 | bound: 62 | nc: 38 | ncall: 158239 | eff(%): 2.805 | loglstar: -inf < -23.182 < inf | logz: -67.897 +/- 0.655 | dlogz: 13.775 > 0.109
iter: 4440 | bound: 62 | nc: 38 | ncall: 158277 | eff(%): 2.805 | loglstar: -inf < -23.180 < inf | logz: -67.880 +/- 0.656 | dlogz: 13.748 > 0.109
iter: 4441 | bound: 62 | nc: 38 | ncall: 158315 | eff(%): 2.805 | loglstar: -inf < -23.175 < inf | logz: -67.864 +/- 0.656 | dlogz: 13.721 > 0.109
iter: 4442 | bound: 62 | nc: 38 | ncall: 158353 | eff(%): 2.805 | loglstar: -inf < -23.160 < inf | logz: -67.847 +/- 0.656 | dlogz: 13.695 > 0.109
iter: 4443 | bound: 62 | nc: 38 | ncall: 158391 | eff(%): 2.805 | loglstar: -inf < -23.076 < inf | logz: -67.831 +/- 0.656 | dlogz: 13.669 > 0.109
iter: 4444 | bound: 62 | nc: 38 | ncall: 158429 | eff(%): 2.805 | loglstar: -inf < -23.041 < inf | logz: -67.814 +/- 0.656 | dlogz: 13.642 > 0.109
iter: 4445 | bound: 62 | nc: 38 | ncall: 158467 | eff(%): 2.805 | loglstar: -inf < -23.033 < inf | logz: -67.796 +/- 0.656 | dlogz: 13.615 > 0.109
iter: 4446 | bound: 62 | nc: 38 | ncall: 158505 | eff(%): 2.805 | loglstar: -inf < -23.014 < inf | logz: -67.780 +/- 0.656 | dlogz: 13.588 > 0.109
iter: 4447 | bound: 62 | nc: 38 | ncall: 158543 | eff(%): 2.805 | loglstar: -inf < -23.011 < inf | logz: -67.763 +/- 0.656 | dlogz: 13.561 > 0.109
iter: 4448 | bound: 62 | nc: 38 | ncall: 158581 | eff(%): 2.805 | loglstar: -inf < -23.008 < inf | logz: -67.747 +/- 0.656 | dlogz: 13.534 > 0.109
iter: 4449 | bound: 62 | nc: 38 | ncall: 158619 | eff(%): 2.805 | loglstar: -inf < -22.934 < inf | logz: -67.730 +/- 0.656 | dlogz: 13.508 > 0.109
iter: 4450 | bound: 62 | nc: 38 | ncall: 158657 | eff(%): 2.805 | loglstar: -inf < -22.925 < inf | logz: -67.714 +/- 0.656 | dlogz: 13.482 > 0.109
iter: 4451 | bound: 63 | nc: 38 | ncall: 158695 | eff(%): 2.805 | loglstar: -inf < -22.892 < inf | logz: -67.697 +/- 0.656 | dlogz: 13.455 > 0.109
iter: 4452 | bound: 63 | nc: 38 | ncall: 158733 | eff(%): 2.805 | loglstar: -inf < -22.875 < inf | logz: -67.680 +/- 0.656 | dlogz: 13.428 > 0.109
iter: 4453 | bound: 63 | nc: 38 | ncall: 158771 | eff(%): 2.805 | loglstar: -inf < -22.842 < inf | logz: -67.664 +/- 0.656 | dlogz: 13.402 > 0.109
iter: 4454 | bound: 63 | nc: 38 | ncall: 158809 | eff(%): 2.805 | loglstar: -inf < -22.840 < inf | logz: -67.647 +/- 0.656 | dlogz: 13.375 > 0.109
iter: 4455 | bound: 63 | nc: 38 | ncall: 158847 | eff(%): 2.805 | loglstar: -inf < -22.791 < inf | logz: -67.631 +/- 0.656 | dlogz: 13.349 > 0.109
iter: 4456 | bound: 63 | nc: 38 | ncall: 158885 | eff(%): 2.805 | loglstar: -inf < -22.782 < inf | logz: -67.615 +/- 0.656 | dlogz: 13.323 > 0.109
iter: 4457 | bound: 63 | nc: 38 | ncall: 158923 | eff(%): 2.805 | loglstar: -inf < -22.758 < inf | logz: -67.598 +/- 0.656 | dlogz: 13.296 > 0.109
iter: 4458 | bound: 63 | nc: 38 | ncall: 158961 | eff(%): 2.804 | loglstar: -inf < -22.744 < inf | logz: -67.582 +/- 0.657 | dlogz: 13.270 > 0.109
iter: 4459 | bound: 63 | nc: 38 | ncall: 158999 | eff(%): 2.804 | loglstar: -inf < -22.734 < inf | logz: -67.566 +/- 0.657 | dlogz: 13.244 > 0.109
iter: 4460 | bound: 63 | nc: 38 | ncall: 159037 | eff(%): 2.804 | loglstar: -inf < -22.720 < inf | logz: -67.551 +/- 0.657 | dlogz: 13.218 > 0.109
iter: 4461 | bound: 63 | nc: 38 | ncall: 159075 | eff(%): 2.804 | loglstar: -inf < -22.712 < inf | logz: -67.535 +/- 0.657 | dlogz: 13.192 > 0.109
iter: 4462 | bound: 63 | nc: 38 | ncall: 159113 | eff(%): 2.804 | loglstar: -inf < -22.697 < inf | logz: -67.520 +/- 0.657 | dlogz: 13.167 > 0.109
iter: 4463 | bound: 63 | nc: 38 | ncall: 159151 | eff(%): 2.804 | loglstar: -inf < -22.686 < inf | logz: -67.505 +/- 0.657 | dlogz: 13.142 > 0.109
iter: 4464 | bound: 63 | nc: 38 | ncall: 159189 | eff(%): 2.804 | loglstar: -inf < -22.667 < inf | logz: -67.490 +/- 0.657 | dlogz: 13.117 > 0.109
iter: 4465 | bound: 63 | nc: 38 | ncall: 159227 | eff(%): 2.804 | loglstar: -inf < -22.631 < inf | logz: -67.475 +/- 0.657 | dlogz: 13.092 > 0.109
iter: 4466 | bound: 63 | nc: 38 | ncall: 159265 | eff(%): 2.804 | loglstar: -inf < -22.622 < inf | logz: -67.460 +/- 0.657 | dlogz: 13.067 > 0.109
iter: 4467 | bound: 63 | nc: 38 | ncall: 159303 | eff(%): 2.804 | loglstar: -inf < -22.590 < inf | logz: -67.445 +/- 0.657 | dlogz: 13.042 > 0.109
iter: 4468 | bound: 63 | nc: 38 | ncall: 159341 | eff(%): 2.804 | loglstar: -inf < -22.584 < inf | logz: -67.430 +/- 0.657 | dlogz: 13.017 > 0.109
iter: 4469 | bound: 63 | nc: 38 | ncall: 159379 | eff(%): 2.804 | loglstar: -inf < -22.551 < inf | logz: -67.415 +/- 0.657 | dlogz: 12.992 > 0.109
iter: 4470 | bound: 63 | nc: 38 | ncall: 159417 | eff(%): 2.804 | loglstar: -inf < -22.541 < inf | logz: -67.401 +/- 0.657 | dlogz: 12.968 > 0.109
iter: 4471 | bound: 63 | nc: 38 | ncall: 159455 | eff(%): 2.804 | loglstar: -inf < -22.518 < inf | logz: -67.386 +/- 0.657 | dlogz: 12.943 > 0.109
iter: 4472 | bound: 63 | nc: 38 | ncall: 159493 | eff(%): 2.804 | loglstar: -inf < -22.513 < inf | logz: -67.372 +/- 0.657 | dlogz: 12.919 > 0.109
iter: 4473 | bound: 63 | nc: 38 | ncall: 159531 | eff(%): 2.804 | loglstar: -inf < -22.433 < inf | logz: -67.357 +/- 0.657 | dlogz: 12.894 > 0.109
iter: 4474 | bound: 63 | nc: 38 | ncall: 159569 | eff(%): 2.804 | loglstar: -inf < -22.424 < inf | logz: -67.342 +/- 0.657 | dlogz: 12.870 > 0.109
iter: 4475 | bound: 63 | nc: 38 | ncall: 159607 | eff(%): 2.804 | loglstar: -inf < -22.395 < inf | logz: -67.327 +/- 0.657 | dlogz: 12.845 > 0.109
iter: 4476 | bound: 63 | nc: 38 | ncall: 159645 | eff(%): 2.804 | loglstar: -inf < -22.389 < inf | logz: -67.313 +/- 0.657 | dlogz: 12.820 > 0.109
iter: 4477 | bound: 63 | nc: 38 | ncall: 159683 | eff(%): 2.804 | loglstar: -inf < -22.323 < inf | logz: -67.298 +/- 0.657 | dlogz: 12.795 > 0.109
iter: 4478 | bound: 63 | nc: 38 | ncall: 159721 | eff(%): 2.804 | loglstar: -inf < -22.291 < inf | logz: -67.282 +/- 0.658 | dlogz: 12.770 > 0.109
iter: 4479 | bound: 63 | nc: 38 | ncall: 159759 | eff(%): 2.804 | loglstar: -inf < -22.253 < inf | logz: -67.267 +/- 0.658 | dlogz: 12.745 > 0.109
iter: 4480 | bound: 63 | nc: 38 | ncall: 159797 | eff(%): 2.804 | loglstar: -inf < -22.232 < inf | logz: -67.251 +/- 0.658 | dlogz: 12.720 > 0.109
iter: 4481 | bound: 63 | nc: 38 | ncall: 159835 | eff(%): 2.804 | loglstar: -inf < -22.209 < inf | logz: -67.236 +/- 0.658 | dlogz: 12.694 > 0.109
iter: 4482 | bound: 63 | nc: 38 | ncall: 159873 | eff(%): 2.803 | loglstar: -inf < -22.142 < inf | logz: -67.220 +/- 0.658 | dlogz: 12.669 > 0.109
iter: 4483 | bound: 63 | nc: 38 | ncall: 159911 | eff(%): 2.803 | loglstar: -inf < -22.140 < inf | logz: -67.204 +/- 0.658 | dlogz: 12.643 > 0.109
iter: 4484 | bound: 63 | nc: 38 | ncall: 159949 | eff(%): 2.803 | loglstar: -inf < -22.122 < inf | logz: -67.189 +/- 0.658 | dlogz: 12.617 > 0.109
iter: 4485 | bound: 63 | nc: 38 | ncall: 159987 | eff(%): 2.803 | loglstar: -inf < -22.108 < inf | logz: -67.173 +/- 0.658 | dlogz: 12.592 > 0.109
iter: 4486 | bound: 64 | nc: 38 | ncall: 160025 | eff(%): 2.803 | loglstar: -inf < -22.090 < inf | logz: -67.158 +/- 0.658 | dlogz: 12.566 > 0.109
iter: 4487 | bound: 64 | nc: 38 | ncall: 160063 | eff(%): 2.803 | loglstar: -inf < -22.065 < inf | logz: -67.143 +/- 0.658 | dlogz: 12.541 > 0.109
iter: 4488 | bound: 64 | nc: 38 | ncall: 160101 | eff(%): 2.803 | loglstar: -inf < -22.015 < inf | logz: -67.127 +/- 0.658 | dlogz: 12.516 > 0.109
iter: 4489 | bound: 64 | nc: 38 | ncall: 160139 | eff(%): 2.803 | loglstar: -inf < -22.003 < inf | logz: -67.112 +/- 0.658 | dlogz: 12.490 > 0.109
iter: 4490 | bound: 64 | nc: 38 | ncall: 160177 | eff(%): 2.803 | loglstar: -inf < -21.989 < inf | logz: -67.096 +/- 0.658 | dlogz: 12.465 > 0.109
iter: 4491 | bound: 64 | nc: 38 | ncall: 160215 | eff(%): 2.803 | loglstar: -inf < -21.977 < inf | logz: -67.081 +/- 0.658 | dlogz: 12.440 > 0.109
iter: 4492 | bound: 64 | nc: 38 | ncall: 160253 | eff(%): 2.803 | loglstar: -inf < -21.923 < inf | logz: -67.066 +/- 0.658 | dlogz: 12.414 > 0.109
iter: 4493 | bound: 64 | nc: 38 | ncall: 160291 | eff(%): 2.803 | loglstar: -inf < -21.920 < inf | logz: -67.050 +/- 0.658 | dlogz: 12.389 > 0.109
iter: 4494 | bound: 64 | nc: 38 | ncall: 160329 | eff(%): 2.803 | loglstar: -inf < -21.891 < inf | logz: -67.035 +/- 0.658 | dlogz: 12.364 > 0.109
iter: 4495 | bound: 64 | nc: 38 | ncall: 160367 | eff(%): 2.803 | loglstar: -inf < -21.875 < inf | logz: -67.020 +/- 0.658 | dlogz: 12.339 > 0.109
iter: 4496 | bound: 64 | nc: 38 | ncall: 160405 | eff(%): 2.803 | loglstar: -inf < -21.829 < inf | logz: -67.005 +/- 0.659 | dlogz: 12.314 > 0.109
iter: 4497 | bound: 64 | nc: 38 | ncall: 160443 | eff(%): 2.803 | loglstar: -inf < -21.824 < inf | logz: -66.989 +/- 0.659 | dlogz: 12.288 > 0.109
iter: 4498 | bound: 64 | nc: 38 | ncall: 160481 | eff(%): 2.803 | loglstar: -inf < -21.820 < inf | logz: -66.974 +/- 0.659 | dlogz: 12.263 > 0.109
iter: 4499 | bound: 64 | nc: 38 | ncall: 160519 | eff(%): 2.803 | loglstar: -inf < -21.813 < inf | logz: -66.960 +/- 0.659 | dlogz: 12.238 > 0.109
iter: 4500 | bound: 64 | nc: 38 | ncall: 160557 | eff(%): 2.803 | loglstar: -inf < -21.807 < inf | logz: -66.945 +/- 0.659 | dlogz: 12.214 > 0.109
iter: 4501 | bound: 64 | nc: 38 | ncall: 160595 | eff(%): 2.803 | loglstar: -inf < -21.756 < inf | logz: -66.931 +/- 0.659 | dlogz: 12.189 > 0.109
iter: 4502 | bound: 64 | nc: 38 | ncall: 160633 | eff(%): 2.803 | loglstar: -inf < -21.755 < inf | logz: -66.916 +/- 0.659 | dlogz: 12.165 > 0.109
iter: 4503 | bound: 64 | nc: 38 | ncall: 160671 | eff(%): 2.803 | loglstar: -inf < -21.740 < inf | logz: -66.902 +/- 0.659 | dlogz: 12.140 > 0.109
iter: 4504 | bound: 64 | nc: 38 | ncall: 160709 | eff(%): 2.803 | loglstar: -inf < -21.725 < inf | logz: -66.888 +/- 0.659 | dlogz: 12.116 > 0.109
iter: 4505 | bound: 64 | nc: 38 | ncall: 160747 | eff(%): 2.803 | loglstar: -inf < -21.724 < inf | logz: -66.874 +/- 0.659 | dlogz: 12.092 > 0.109
iter: 4506 | bound: 64 | nc: 38 | ncall: 160785 | eff(%): 2.803 | loglstar: -inf < -21.717 < inf | logz: -66.861 +/- 0.659 | dlogz: 12.068 > 0.109
iter: 4507 | bound: 64 | nc: 38 | ncall: 160823 | eff(%): 2.802 | loglstar: -inf < -21.714 < inf | logz: -66.847 +/- 0.659 | dlogz: 12.045 > 0.109
iter: 4508 | bound: 64 | nc: 38 | ncall: 160861 | eff(%): 2.802 | loglstar: -inf < -21.698 < inf | logz: -66.834 +/- 0.659 | dlogz: 12.021 > 0.109
iter: 4509 | bound: 64 | nc: 38 | ncall: 160899 | eff(%): 2.802 | loglstar: -inf < -21.690 < inf | logz: -66.821 +/- 0.659 | dlogz: 11.998 > 0.109
iter: 4510 | bound: 64 | nc: 38 | ncall: 160937 | eff(%): 2.802 | loglstar: -inf < -21.677 < inf | logz: -66.808 +/- 0.659 | dlogz: 11.975 > 0.109
iter: 4511 | bound: 64 | nc: 38 | ncall: 160975 | eff(%): 2.802 | loglstar: -inf < -21.628 < inf | logz: -66.795 +/- 0.659 | dlogz: 11.952 > 0.109
iter: 4512 | bound: 64 | nc: 38 | ncall: 161013 | eff(%): 2.802 | loglstar: -inf < -21.604 < inf | logz: -66.782 +/- 0.659 | dlogz: 11.929 > 0.109
iter: 4513 | bound: 64 | nc: 38 | ncall: 161051 | eff(%): 2.802 | loglstar: -inf < -21.559 < inf | logz: -66.769 +/- 0.659 | dlogz: 11.906 > 0.109
iter: 4514 | bound: 65 | nc: 38 | ncall: 161089 | eff(%): 2.802 | loglstar: -inf < -21.545 < inf | logz: -66.755 +/- 0.659 | dlogz: 11.883 > 0.109
iter: 4515 | bound: 65 | nc: 38 | ncall: 161127 | eff(%): 2.802 | loglstar: -inf < -21.434 < inf | logz: -66.741 +/- 0.659 | dlogz: 11.860 > 0.109
iter: 4516 | bound: 65 | nc: 38 | ncall: 161165 | eff(%): 2.802 | loglstar: -inf < -21.414 < inf | logz: -66.727 +/- 0.660 | dlogz: 11.836 > 0.109
iter: 4517 | bound: 65 | nc: 38 | ncall: 161203 | eff(%): 2.802 | loglstar: -inf < -21.401 < inf | logz: -66.712 +/- 0.660 | dlogz: 11.811 > 0.109
iter: 4518 | bound: 65 | nc: 38 | ncall: 161241 | eff(%): 2.802 | loglstar: -inf < -21.383 < inf | logz: -66.698 +/- 0.660 | dlogz: 11.787 > 0.109
iter: 4519 | bound: 65 | nc: 38 | ncall: 161279 | eff(%): 2.802 | loglstar: -inf < -21.338 < inf | logz: -66.684 +/- 0.660 | dlogz: 11.763 > 0.109
iter: 4520 | bound: 65 | nc: 38 | ncall: 161317 | eff(%): 2.802 | loglstar: -inf < -21.314 < inf | logz: -66.669 +/- 0.660 | dlogz: 11.738 > 0.109
iter: 4521 | bound: 65 | nc: 38 | ncall: 161355 | eff(%): 2.802 | loglstar: -inf < -21.313 < inf | logz: -66.655 +/- 0.660 | dlogz: 11.714 > 0.109
iter: 4522 | bound: 65 | nc: 38 | ncall: 161393 | eff(%): 2.802 | loglstar: -inf < -21.306 < inf | logz: -66.641 +/- 0.660 | dlogz: 11.690 > 0.109
iter: 4523 | bound: 65 | nc: 38 | ncall: 161431 | eff(%): 2.802 | loglstar: -inf < -21.287 < inf | logz: -66.627 +/- 0.660 | dlogz: 11.666 > 0.109
iter: 4524 | bound: 65 | nc: 38 | ncall: 161469 | eff(%): 2.802 | loglstar: -inf < -21.245 < inf | logz: -66.613 +/- 0.660 | dlogz: 11.642 > 0.109
iter: 4525 | bound: 65 | nc: 38 | ncall: 161507 | eff(%): 2.802 | loglstar: -inf < -21.230 < inf | logz: -66.599 +/- 0.660 | dlogz: 11.618 > 0.109
iter: 4526 | bound: 65 | nc: 38 | ncall: 161545 | eff(%): 2.802 | loglstar: -inf < -21.202 < inf | logz: -66.585 +/- 0.660 | dlogz: 11.594 > 0.109
iter: 4527 | bound: 65 | nc: 38 | ncall: 161583 | eff(%): 2.802 | loglstar: -inf < -21.196 < inf | logz: -66.571 +/- 0.660 | dlogz: 11.570 > 0.109
iter: 4528 | bound: 65 | nc: 38 | ncall: 161621 | eff(%): 2.802 | loglstar: -inf < -21.189 < inf | logz: -66.557 +/- 0.660 | dlogz: 11.546 > 0.109
iter: 4529 | bound: 65 | nc: 38 | ncall: 161659 | eff(%): 2.802 | loglstar: -inf < -21.188 < inf | logz: -66.543 +/- 0.660 | dlogz: 11.522 > 0.109
iter: 4530 | bound: 65 | nc: 38 | ncall: 161697 | eff(%): 2.802 | loglstar: -inf < -21.178 < inf | logz: -66.530 +/- 0.660 | dlogz: 11.499 > 0.109
iter: 4531 | bound: 65 | nc: 38 | ncall: 161735 | eff(%): 2.801 | loglstar: -inf < -21.173 < inf | logz: -66.517 +/- 0.660 | dlogz: 11.476 > 0.109
iter: 4532 | bound: 65 | nc: 38 | ncall: 161773 | eff(%): 2.801 | loglstar: -inf < -21.118 < inf | logz: -66.504 +/- 0.660 | dlogz: 11.453 > 0.109
iter: 4533 | bound: 65 | nc: 38 | ncall: 161811 | eff(%): 2.801 | loglstar: -inf < -21.105 < inf | logz: -66.491 +/- 0.660 | dlogz: 11.430 > 0.109
iter: 4534 | bound: 66 | nc: 38 | ncall: 161849 | eff(%): 2.801 | loglstar: -inf < -21.089 < inf | logz: -66.478 +/- 0.660 | dlogz: 11.406 > 0.109
iter: 4535 | bound: 66 | nc: 38 | ncall: 161887 | eff(%): 2.801 | loglstar: -inf < -21.081 < inf | logz: -66.465 +/- 0.661 | dlogz: 11.383 > 0.109
iter: 4536 | bound: 66 | nc: 38 | ncall: 161925 | eff(%): 2.801 | loglstar: -inf < -21.022 < inf | logz: -66.452 +/- 0.661 | dlogz: 11.360 > 0.109
iter: 4537 | bound: 66 | nc: 38 | ncall: 161963 | eff(%): 2.801 | loglstar: -inf < -20.977 < inf | logz: -66.438 +/- 0.661 | dlogz: 11.337 > 0.109
iter: 4538 | bound: 66 | nc: 38 | ncall: 162001 | eff(%): 2.801 | loglstar: -inf < -20.968 < inf | logz: -66.425 +/- 0.661 | dlogz: 11.314 > 0.109
iter: 4539 | bound: 66 | nc: 38 | ncall: 162039 | eff(%): 2.801 | loglstar: -inf < -20.958 < inf | logz: -66.411 +/- 0.661 | dlogz: 11.290 > 0.109
iter: 4540 | bound: 66 | nc: 38 | ncall: 162077 | eff(%): 2.801 | loglstar: -inf < -20.931 < inf | logz: -66.398 +/- 0.661 | dlogz: 11.267 > 0.109
iter: 4541 | bound: 66 | nc: 38 | ncall: 162115 | eff(%): 2.801 | loglstar: -inf < -20.917 < inf | logz: -66.385 +/- 0.661 | dlogz: 11.244 > 0.109
iter: 4542 | bound: 66 | nc: 38 | ncall: 162153 | eff(%): 2.801 | loglstar: -inf < -20.904 < inf | logz: -66.372 +/- 0.661 | dlogz: 11.221 > 0.109
iter: 4543 | bound: 66 | nc: 38 | ncall: 162191 | eff(%): 2.801 | loglstar: -inf < -20.849 < inf | logz: -66.358 +/- 0.661 | dlogz: 11.198 > 0.109
iter: 4544 | bound: 66 | nc: 38 | ncall: 162229 | eff(%): 2.801 | loglstar: -inf < -20.823 < inf | logz: -66.345 +/- 0.661 | dlogz: 11.174 > 0.109
iter: 4545 | bound: 66 | nc: 38 | ncall: 162267 | eff(%): 2.801 | loglstar: -inf < -20.813 < inf | logz: -66.331 +/- 0.661 | dlogz: 11.151 > 0.109
iter: 4546 | bound: 66 | nc: 38 | ncall: 162305 | eff(%): 2.801 | loglstar: -inf < -20.795 < inf | logz: -66.318 +/- 0.661 | dlogz: 11.128 > 0.109
iter: 4547 | bound: 66 | nc: 38 | ncall: 162343 | eff(%): 2.801 | loglstar: -inf < -20.759 < inf | logz: -66.305 +/- 0.661 | dlogz: 11.104 > 0.109
iter: 4548 | bound: 66 | nc: 38 | ncall: 162381 | eff(%): 2.801 | loglstar: -inf < -20.632 < inf | logz: -66.291 +/- 0.661 | dlogz: 11.081 > 0.109
iter: 4549 | bound: 66 | nc: 38 | ncall: 162419 | eff(%): 2.801 | loglstar: -inf < -20.612 < inf | logz: -66.276 +/- 0.661 | dlogz: 11.057 > 0.109
iter: 4550 | bound: 66 | nc: 38 | ncall: 162457 | eff(%): 2.801 | loglstar: -inf < -20.607 < inf | logz: -66.261 +/- 0.661 | dlogz: 11.032 > 0.109
iter: 4551 | bound: 66 | nc: 38 | ncall: 162495 | eff(%): 2.801 | loglstar: -inf < -20.605 < inf | logz: -66.247 +/- 0.661 | dlogz: 11.007 > 0.109
iter: 4552 | bound: 66 | nc: 38 | ncall: 162533 | eff(%): 2.801 | loglstar: -inf < -20.579 < inf | logz: -66.232 +/- 0.661 | dlogz: 10.983 > 0.109
iter: 4553 | bound: 66 | nc: 38 | ncall: 162571 | eff(%): 2.801 | loglstar: -inf < -20.531 < inf | logz: -66.218 +/- 0.662 | dlogz: 10.959 > 0.109
iter: 4554 | bound: 66 | nc: 38 | ncall: 162609 | eff(%): 2.801 | loglstar: -inf < -20.517 < inf | logz: -66.204 +/- 0.662 | dlogz: 10.935 > 0.109
iter: 4555 | bound: 66 | nc: 38 | ncall: 162647 | eff(%): 2.801 | loglstar: -inf < -20.495 < inf | logz: -66.189 +/- 0.662 | dlogz: 10.910 > 0.109
iter: 4556 | bound: 66 | nc: 38 | ncall: 162685 | eff(%): 2.801 | loglstar: -inf < -20.446 < inf | logz: -66.175 +/- 0.662 | dlogz: 10.886 > 0.109
iter: 4557 | bound: 66 | nc: 38 | ncall: 162723 | eff(%): 2.800 | loglstar: -inf < -20.302 < inf | logz: -66.159 +/- 0.662 | dlogz: 10.861 > 0.109
iter: 4558 | bound: 66 | nc: 38 | ncall: 162761 | eff(%): 2.800 | loglstar: -inf < -20.271 < inf | logz: -66.142 +/- 0.662 | dlogz: 10.836 > 0.109
iter: 4559 | bound: 66 | nc: 38 | ncall: 162799 | eff(%): 2.800 | loglstar: -inf < -20.253 < inf | logz: -66.126 +/- 0.662 | dlogz: 10.809 > 0.109
iter: 4560 | bound: 66 | nc: 38 | ncall: 162837 | eff(%): 2.800 | loglstar: -inf < -20.242 < inf | logz: -66.109 +/- 0.662 | dlogz: 10.782 > 0.109
iter: 4561 | bound: 66 | nc: 38 | ncall: 162875 | eff(%): 2.800 | loglstar: -inf < -20.232 < inf | logz: -66.093 +/- 0.662 | dlogz: 10.756 > 0.109
iter: 4562 | bound: 66 | nc: 38 | ncall: 162913 | eff(%): 2.800 | loglstar: -inf < -20.228 < inf | logz: -66.077 +/- 0.662 | dlogz: 10.730 > 0.109
iter: 4563 | bound: 66 | nc: 38 | ncall: 162951 | eff(%): 2.800 | loglstar: -inf < -20.218 < inf | logz: -66.062 +/- 0.662 | dlogz: 10.704 > 0.109
iter: 4564 | bound: 66 | nc: 38 | ncall: 162989 | eff(%): 2.800 | loglstar: -inf < -20.204 < inf | logz: -66.046 +/- 0.662 | dlogz: 10.679 > 0.109
iter: 4565 | bound: 66 | nc: 38 | ncall: 163027 | eff(%): 2.800 | loglstar: -inf < -20.178 < inf | logz: -66.031 +/- 0.663 | dlogz: 10.653 > 0.109
iter: 4566 | bound: 66 | nc: 38 | ncall: 163065 | eff(%): 2.800 | loglstar: -inf < -20.173 < inf | logz: -66.016 +/- 0.663 | dlogz: 10.628 > 0.109
iter: 4567 | bound: 66 | nc: 38 | ncall: 163103 | eff(%): 2.800 | loglstar: -inf < -20.163 < inf | logz: -66.001 +/- 0.663 | dlogz: 10.603 > 0.109
iter: 4568 | bound: 66 | nc: 38 | ncall: 163141 | eff(%): 2.800 | loglstar: -inf < -20.137 < inf | logz: -65.986 +/- 0.663 | dlogz: 10.578 > 0.109
iter: 4569 | bound: 66 | nc: 38 | ncall: 163179 | eff(%): 2.800 | loglstar: -inf < -20.100 < inf | logz: -65.971 +/- 0.663 | dlogz: 10.554 > 0.109
iter: 4570 | bound: 66 | nc: 38 | ncall: 163217 | eff(%): 2.800 | loglstar: -inf < -20.075 < inf | logz: -65.956 +/- 0.663 | dlogz: 10.529 > 0.109
iter: 4571 | bound: 66 | nc: 38 | ncall: 163255 | eff(%): 2.800 | loglstar: -inf < -20.037 < inf | logz: -65.941 +/- 0.663 | dlogz: 10.504 > 0.109
iter: 4572 | bound: 66 | nc: 38 | ncall: 163293 | eff(%): 2.800 | loglstar: -inf < -20.014 < inf | logz: -65.926 +/- 0.663 | dlogz: 10.479 > 0.109
iter: 4573 | bound: 66 | nc: 38 | ncall: 163331 | eff(%): 2.800 | loglstar: -inf < -20.007 < inf | logz: -65.911 +/- 0.663 | dlogz: 10.454 > 0.109
iter: 4574 | bound: 66 | nc: 38 | ncall: 163369 | eff(%): 2.800 | loglstar: -inf < -20.005 < inf | logz: -65.897 +/- 0.663 | dlogz: 10.429 > 0.109
iter: 4575 | bound: 66 | nc: 38 | ncall: 163407 | eff(%): 2.800 | loglstar: -inf < -19.975 < inf | logz: -65.882 +/- 0.663 | dlogz: 10.404 > 0.109
iter: 4576 | bound: 66 | nc: 38 | ncall: 163445 | eff(%): 2.800 | loglstar: -inf < -19.937 < inf | logz: -65.867 +/- 0.663 | dlogz: 10.380 > 0.109
iter: 4577 | bound: 66 | nc: 38 | ncall: 163483 | eff(%): 2.800 | loglstar: -inf < -19.904 < inf | logz: -65.852 +/- 0.663 | dlogz: 10.355 > 0.109
iter: 4578 | bound: 66 | nc: 38 | ncall: 163521 | eff(%): 2.800 | loglstar: -inf < -19.894 < inf | logz: -65.838 +/- 0.663 | dlogz: 10.330 > 0.109
iter: 4579 | bound: 66 | nc: 38 | ncall: 163559 | eff(%): 2.800 | loglstar: -inf < -19.839 < inf | logz: -65.823 +/- 0.664 | dlogz: 10.305 > 0.109
iter: 4580 | bound: 66 | nc: 38 | ncall: 163597 | eff(%): 2.800 | loglstar: -inf < -19.825 < inf | logz: -65.808 +/- 0.664 | dlogz: 10.281 > 0.109
iter: 4581 | bound: 66 | nc: 38 | ncall: 163635 | eff(%): 2.800 | loglstar: -inf < -19.813 < inf | logz: -65.793 +/- 0.664 | dlogz: 10.256 > 0.109
iter: 4582 | bound: 66 | nc: 38 | ncall: 163673 | eff(%): 2.799 | loglstar: -inf < -19.807 < inf | logz: -65.778 +/- 0.664 | dlogz: 10.231 > 0.109
iter: 4583 | bound: 66 | nc: 38 | ncall: 163711 | eff(%): 2.799 | loglstar: -inf < -19.704 < inf | logz: -65.763 +/- 0.664 | dlogz: 10.206 > 0.109
iter: 4584 | bound: 66 | nc: 38 | ncall: 163749 | eff(%): 2.799 | loglstar: -inf < -19.670 < inf | logz: -65.747 +/- 0.664 | dlogz: 10.181 > 0.109
iter: 4585 | bound: 66 | nc: 38 | ncall: 163787 | eff(%): 2.799 | loglstar: -inf < -19.665 < inf | logz: -65.732 +/- 0.664 | dlogz: 10.155 > 0.109
iter: 4586 | bound: 66 | nc: 38 | ncall: 163825 | eff(%): 2.799 | loglstar: -inf < -19.662 < inf | logz: -65.716 +/- 0.664 | dlogz: 10.130 > 0.109
iter: 4587 | bound: 66 | nc: 38 | ncall: 163863 | eff(%): 2.799 | loglstar: -inf < -19.616 < inf | logz: -65.701 +/- 0.664 | dlogz: 10.104 > 0.109
iter: 4588 | bound: 66 | nc: 38 | ncall: 163901 | eff(%): 2.799 | loglstar: -inf < -19.609 < inf | logz: -65.686 +/- 0.664 | dlogz: 10.079 > 0.109
iter: 4589 | bound: 66 | nc: 38 | ncall: 163939 | eff(%): 2.799 | loglstar: -inf < -19.606 < inf | logz: -65.671 +/- 0.664 | dlogz: 10.054 > 0.109
iter: 4590 | bound: 66 | nc: 38 | ncall: 163977 | eff(%): 2.799 | loglstar: -inf < -19.579 < inf | logz: -65.656 +/- 0.664 | dlogz: 10.029 > 0.109
iter: 4591 | bound: 66 | nc: 38 | ncall: 164015 | eff(%): 2.799 | loglstar: -inf < -19.549 < inf | logz: -65.641 +/- 0.664 | dlogz: 10.004 > 0.109
iter: 4592 | bound: 66 | nc: 38 | ncall: 164053 | eff(%): 2.799 | loglstar: -inf < -19.540 < inf | logz: -65.626 +/- 0.665 | dlogz: 9.979 > 0.109
iter: 4593 | bound: 66 | nc: 38 | ncall: 164091 | eff(%): 2.799 | loglstar: -inf < -19.533 < inf | logz: -65.611 +/- 0.665 | dlogz: 9.954 > 0.109
iter: 4594 | bound: 66 | nc: 38 | ncall: 164129 | eff(%): 2.799 | loglstar: -inf < -19.516 < inf | logz: -65.597 +/- 0.665 | dlogz: 9.930 > 0.109
iter: 4595 | bound: 66 | nc: 38 | ncall: 164167 | eff(%): 2.799 | loglstar: -inf < -19.493 < inf | logz: -65.582 +/- 0.665 | dlogz: 9.905 > 0.109
iter: 4596 | bound: 66 | nc: 38 | ncall: 164205 | eff(%): 2.799 | loglstar: -inf < -19.486 < inf | logz: -65.568 +/- 0.665 | dlogz: 9.881 > 0.109
iter: 4597 | bound: 66 | nc: 38 | ncall: 164243 | eff(%): 2.799 | loglstar: -inf < -19.471 < inf | logz: -65.554 +/- 0.665 | dlogz: 9.857 > 0.109
iter: 4598 | bound: 66 | nc: 38 | ncall: 164281 | eff(%): 2.799 | loglstar: -inf < -19.468 < inf | logz: -65.540 +/- 0.665 | dlogz: 9.833 > 0.109
iter: 4599 | bound: 66 | nc: 38 | ncall: 164319 | eff(%): 2.799 | loglstar: -inf < -19.438 < inf | logz: -65.527 +/- 0.665 | dlogz: 9.809 > 0.109
iter: 4600 | bound: 66 | nc: 38 | ncall: 164357 | eff(%): 2.799 | loglstar: -inf < -19.412 < inf | logz: -65.513 +/- 0.665 | dlogz: 9.785 > 0.109
iter: 4601 | bound: 66 | nc: 38 | ncall: 164395 | eff(%): 2.799 | loglstar: -inf < -19.384 < inf | logz: -65.499 +/- 0.665 | dlogz: 9.762 > 0.109
iter: 4602 | bound: 66 | nc: 38 | ncall: 164433 | eff(%): 2.799 | loglstar: -inf < -19.372 < inf | logz: -65.485 +/- 0.665 | dlogz: 9.738 > 0.109
iter: 4603 | bound: 66 | nc: 38 | ncall: 164471 | eff(%): 2.799 | loglstar: -inf < -19.351 < inf | logz: -65.471 +/- 0.665 | dlogz: 9.714 > 0.109
iter: 4604 | bound: 66 | nc: 38 | ncall: 164509 | eff(%): 2.799 | loglstar: -inf < -19.323 < inf | logz: -65.458 +/- 0.665 | dlogz: 9.691 > 0.109
iter: 4605 | bound: 66 | nc: 38 | ncall: 164547 | eff(%): 2.799 | loglstar: -inf < -19.281 < inf | logz: -65.444 +/- 0.665 | dlogz: 9.667 > 0.109
iter: 4606 | bound: 66 | nc: 38 | ncall: 164585 | eff(%): 2.799 | loglstar: -inf < -19.231 < inf | logz: -65.430 +/- 0.665 | dlogz: 9.643 > 0.109
iter: 4607 | bound: 66 | nc: 38 | ncall: 164623 | eff(%): 2.799 | loglstar: -inf < -19.214 < inf | logz: -65.415 +/- 0.665 | dlogz: 9.619 > 0.109
iter: 4608 | bound: 66 | nc: 38 | ncall: 164661 | eff(%): 2.798 | loglstar: -inf < -19.212 < inf | logz: -65.401 +/- 0.666 | dlogz: 9.595 > 0.109
iter: 4609 | bound: 66 | nc: 38 | ncall: 164699 | eff(%): 2.798 | loglstar: -inf < -19.185 < inf | logz: -65.387 +/- 0.666 | dlogz: 9.571 > 0.109
iter: 4610 | bound: 66 | nc: 38 | ncall: 164737 | eff(%): 2.798 | loglstar: -inf < -19.155 < inf | logz: -65.373 +/- 0.666 | dlogz: 9.547 > 0.109
iter: 4611 | bound: 66 | nc: 38 | ncall: 164775 | eff(%): 2.798 | loglstar: -inf < -19.146 < inf | logz: -65.359 +/- 0.666 | dlogz: 9.523 > 0.109
iter: 4612 | bound: 66 | nc: 38 | ncall: 164813 | eff(%): 2.798 | loglstar: -inf < -19.140 < inf | logz: -65.346 +/- 0.666 | dlogz: 9.499 > 0.109
iter: 4613 | bound: 66 | nc: 38 | ncall: 164851 | eff(%): 2.798 | loglstar: -inf < -19.121 < inf | logz: -65.332 +/- 0.666 | dlogz: 9.475 > 0.109
iter: 4614 | bound: 66 | nc: 38 | ncall: 164889 | eff(%): 2.798 | loglstar: -inf < -19.098 < inf | logz: -65.318 +/- 0.666 | dlogz: 9.452 > 0.109
iter: 4615 | bound: 66 | nc: 38 | ncall: 164927 | eff(%): 2.798 | loglstar: -inf < -19.087 < inf | logz: -65.305 +/- 0.666 | dlogz: 9.428 > 0.109
iter: 4616 | bound: 66 | nc: 38 | ncall: 164965 | eff(%): 2.798 | loglstar: -inf < -19.027 < inf | logz: -65.291 +/- 0.666 | dlogz: 9.405 > 0.109
iter: 4617 | bound: 66 | nc: 38 | ncall: 165003 | eff(%): 2.798 | loglstar: -inf < -19.015 < inf | logz: -65.278 +/- 0.666 | dlogz: 9.381 > 0.109
iter: 4618 | bound: 66 | nc: 38 | ncall: 165041 | eff(%): 2.798 | loglstar: -inf < -18.986 < inf | logz: -65.264 +/- 0.666 | dlogz: 9.357 > 0.109
iter: 4619 | bound: 66 | nc: 38 | ncall: 165079 | eff(%): 2.798 | loglstar: -inf < -18.915 < inf | logz: -65.250 +/- 0.666 | dlogz: 9.334 > 0.109
iter: 4620 | bound: 66 | nc: 38 | ncall: 165117 | eff(%): 2.798 | loglstar: -inf < -18.914 < inf | logz: -65.235 +/- 0.666 | dlogz: 9.310 > 0.109
iter: 4621 | bound: 66 | nc: 38 | ncall: 165155 | eff(%): 2.798 | loglstar: -inf < -18.887 < inf | logz: -65.221 +/- 0.666 | dlogz: 9.285 > 0.109
iter: 4622 | bound: 66 | nc: 38 | ncall: 165193 | eff(%): 2.798 | loglstar: -inf < -18.877 < inf | logz: -65.207 +/- 0.666 | dlogz: 9.261 > 0.109
iter: 4623 | bound: 66 | nc: 38 | ncall: 165231 | eff(%): 2.798 | loglstar: -inf < -18.875 < inf | logz: -65.193 +/- 0.666 | dlogz: 9.237 > 0.109
iter: 4624 | bound: 66 | nc: 38 | ncall: 165269 | eff(%): 2.798 | loglstar: -inf < -18.865 < inf | logz: -65.180 +/- 0.667 | dlogz: 9.214 > 0.109
iter: 4625 | bound: 66 | nc: 38 | ncall: 165307 | eff(%): 2.798 | loglstar: -inf < -18.862 < inf | logz: -65.167 +/- 0.667 | dlogz: 9.190 > 0.109
iter: 4626 | bound: 66 | nc: 38 | ncall: 165345 | eff(%): 2.798 | loglstar: -inf < -18.845 < inf | logz: -65.153 +/- 0.667 | dlogz: 9.167 > 0.109
iter: 4627 | bound: 66 | nc: 38 | ncall: 165383 | eff(%): 2.798 | loglstar: -inf < -18.839 < inf | logz: -65.140 +/- 0.667 | dlogz: 9.144 > 0.109
iter: 4628 | bound: 66 | nc: 38 | ncall: 165421 | eff(%): 2.798 | loglstar: -inf < -18.787 < inf | logz: -65.127 +/- 0.667 | dlogz: 9.121 > 0.109
iter: 4629 | bound: 66 | nc: 38 | ncall: 165459 | eff(%): 2.798 | loglstar: -inf < -18.764 < inf | logz: -65.114 +/- 0.667 | dlogz: 9.098 > 0.109
iter: 4630 | bound: 66 | nc: 38 | ncall: 165497 | eff(%): 2.798 | loglstar: -inf < -18.733 < inf | logz: -65.101 +/- 0.667 | dlogz: 9.074 > 0.109
iter: 4631 | bound: 66 | nc: 38 | ncall: 165535 | eff(%): 2.798 | loglstar: -inf < -18.718 < inf | logz: -65.087 +/- 0.667 | dlogz: 9.051 > 0.109
iter: 4632 | bound: 66 | nc: 38 | ncall: 165573 | eff(%): 2.798 | loglstar: -inf < -18.698 < inf | logz: -65.074 +/- 0.667 | dlogz: 9.028 > 0.109
iter: 4633 | bound: 67 | nc: 38 | ncall: 165611 | eff(%): 2.798 | loglstar: -inf < -18.693 < inf | logz: -65.061 +/- 0.667 | dlogz: 9.005 > 0.109
iter: 4634 | bound: 67 | nc: 38 | ncall: 165649 | eff(%): 2.797 | loglstar: -inf < -18.690 < inf | logz: -65.048 +/- 0.667 | dlogz: 8.982 > 0.109
iter: 4635 | bound: 67 | nc: 38 | ncall: 165687 | eff(%): 2.797 | loglstar: -inf < -18.642 < inf | logz: -65.035 +/- 0.667 | dlogz: 8.959 > 0.109
iter: 4636 | bound: 67 | nc: 38 | ncall: 165725 | eff(%): 2.797 | loglstar: -inf < -18.624 < inf | logz: -65.022 +/- 0.667 | dlogz: 8.936 > 0.109
iter: 4637 | bound: 67 | nc: 38 | ncall: 165763 | eff(%): 2.797 | loglstar: -inf < -18.552 < inf | logz: -65.009 +/- 0.667 | dlogz: 8.913 > 0.109
iter: 4638 | bound: 67 | nc: 38 | ncall: 165801 | eff(%): 2.797 | loglstar: -inf < -18.526 < inf | logz: -64.995 +/- 0.667 | dlogz: 8.890 > 0.109
iter: 4639 | bound: 67 | nc: 38 | ncall: 165839 | eff(%): 2.797 | loglstar: -inf < -18.516 < inf | logz: -64.982 +/- 0.667 | dlogz: 8.866 > 0.109
iter: 4640 | bound: 67 | nc: 38 | ncall: 165877 | eff(%): 2.797 | loglstar: -inf < -18.507 < inf | logz: -64.968 +/- 0.667 | dlogz: 8.842 > 0.109
iter: 4641 | bound: 67 | nc: 38 | ncall: 165915 | eff(%): 2.797 | loglstar: -inf < -18.503 < inf | logz: -64.955 +/- 0.668 | dlogz: 8.819 > 0.109
iter: 4642 | bound: 67 | nc: 38 | ncall: 165953 | eff(%): 2.797 | loglstar: -inf < -18.487 < inf | logz: -64.942 +/- 0.668 | dlogz: 8.796 > 0.109
iter: 4643 | bound: 67 | nc: 38 | ncall: 165991 | eff(%): 2.797 | loglstar: -inf < -18.454 < inf | logz: -64.929 +/- 0.668 | dlogz: 8.773 > 0.109
iter: 4644 | bound: 67 | nc: 38 | ncall: 166029 | eff(%): 2.797 | loglstar: -inf < -18.448 < inf | logz: -64.916 +/- 0.668 | dlogz: 8.750 > 0.109
iter: 4645 | bound: 67 | nc: 38 | ncall: 166067 | eff(%): 2.797 | loglstar: -inf < -18.447 < inf | logz: -64.903 +/- 0.668 | dlogz: 8.727 > 0.109
iter: 4646 | bound: 67 | nc: 38 | ncall: 166105 | eff(%): 2.797 | loglstar: -inf < -18.430 < inf | logz: -64.891 +/- 0.668 | dlogz: 8.704 > 0.109
iter: 4647 | bound: 67 | nc: 38 | ncall: 166143 | eff(%): 2.797 | loglstar: -inf < -18.413 < inf | logz: -64.878 +/- 0.668 | dlogz: 8.682 > 0.109
iter: 4648 | bound: 67 | nc: 38 | ncall: 166181 | eff(%): 2.797 | loglstar: -inf < -18.407 < inf | logz: -64.866 +/- 0.668 | dlogz: 8.660 > 0.109
iter: 4649 | bound: 67 | nc: 38 | ncall: 166219 | eff(%): 2.797 | loglstar: -inf < -18.404 < inf | logz: -64.854 +/- 0.668 | dlogz: 8.637 > 0.109
iter: 4650 | bound: 67 | nc: 38 | ncall: 166257 | eff(%): 2.797 | loglstar: -inf < -18.361 < inf | logz: -64.841 +/- 0.668 | dlogz: 8.615 > 0.109
iter: 4651 | bound: 67 | nc: 38 | ncall: 166295 | eff(%): 2.797 | loglstar: -inf < -18.355 < inf | logz: -64.829 +/- 0.668 | dlogz: 8.593 > 0.109
iter: 4652 | bound: 67 | nc: 38 | ncall: 166333 | eff(%): 2.797 | loglstar: -inf < -18.328 < inf | logz: -64.817 +/- 0.668 | dlogz: 8.571 > 0.109
iter: 4653 | bound: 67 | nc: 38 | ncall: 166371 | eff(%): 2.797 | loglstar: -inf < -18.317 < inf | logz: -64.805 +/- 0.668 | dlogz: 8.549 > 0.109
iter: 4654 | bound: 67 | nc: 38 | ncall: 166409 | eff(%): 2.797 | loglstar: -inf < -18.317 < inf | logz: -64.793 +/- 0.668 | dlogz: 8.527 > 0.109
iter: 4655 | bound: 67 | nc: 38 | ncall: 166447 | eff(%): 2.797 | loglstar: -inf < -18.288 < inf | logz: -64.781 +/- 0.668 | dlogz: 8.505 > 0.109
iter: 4656 | bound: 67 | nc: 38 | ncall: 166485 | eff(%): 2.797 | loglstar: -inf < -18.281 < inf | logz: -64.770 +/- 0.668 | dlogz: 8.483 > 0.109
iter: 4657 | bound: 67 | nc: 38 | ncall: 166523 | eff(%): 2.797 | loglstar: -inf < -18.243 < inf | logz: -64.758 +/- 0.668 | dlogz: 8.462 > 0.109
iter: 4658 | bound: 67 | nc: 38 | ncall: 166561 | eff(%): 2.797 | loglstar: -inf < -18.217 < inf | logz: -64.746 +/- 0.668 | dlogz: 8.440 > 0.109
iter: 4659 | bound: 67 | nc: 38 | ncall: 166599 | eff(%): 2.797 | loglstar: -inf < -18.191 < inf | logz: -64.734 +/- 0.668 | dlogz: 8.418 > 0.109
iter: 4660 | bound: 67 | nc: 38 | ncall: 166637 | eff(%): 2.796 | loglstar: -inf < -18.148 < inf | logz: -64.722 +/- 0.669 | dlogz: 8.396 > 0.109
iter: 4661 | bound: 67 | nc: 38 | ncall: 166675 | eff(%): 2.796 | loglstar: -inf < -18.114 < inf | logz: -64.710 +/- 0.669 | dlogz: 8.374 > 0.109
iter: 4662 | bound: 67 | nc: 38 | ncall: 166713 | eff(%): 2.796 | loglstar: -inf < -18.096 < inf | logz: -64.697 +/- 0.669 | dlogz: 8.352 > 0.109
iter: 4663 | bound: 67 | nc: 38 | ncall: 166751 | eff(%): 2.796 | loglstar: -inf < -18.081 < inf | logz: -64.685 +/- 0.669 | dlogz: 8.330 > 0.109
iter: 4664 | bound: 67 | nc: 38 | ncall: 166789 | eff(%): 2.796 | loglstar: -inf < -18.067 < inf | logz: -64.673 +/- 0.669 | dlogz: 8.307 > 0.109
iter: 4665 | bound: 67 | nc: 38 | ncall: 166827 | eff(%): 2.796 | loglstar: -inf < -18.037 < inf | logz: -64.661 +/- 0.669 | dlogz: 8.285 > 0.109
iter: 4666 | bound: 67 | nc: 38 | ncall: 166865 | eff(%): 2.796 | loglstar: -inf < -18.003 < inf | logz: -64.649 +/- 0.669 | dlogz: 8.263 > 0.109
iter: 4667 | bound: 67 | nc: 38 | ncall: 166903 | eff(%): 2.796 | loglstar: -inf < -17.985 < inf | logz: -64.636 +/- 0.669 | dlogz: 8.241 > 0.109
iter: 4668 | bound: 67 | nc: 38 | ncall: 166941 | eff(%): 2.796 | loglstar: -inf < -17.965 < inf | logz: -64.624 +/- 0.669 | dlogz: 8.219 > 0.109
iter: 4669 | bound: 67 | nc: 38 | ncall: 166979 | eff(%): 2.796 | loglstar: -inf < -17.959 < inf | logz: -64.612 +/- 0.669 | dlogz: 8.196 > 0.109
iter: 4670 | bound: 67 | nc: 38 | ncall: 167017 | eff(%): 2.796 | loglstar: -inf < -17.904 < inf | logz: -64.600 +/- 0.669 | dlogz: 8.174 > 0.109
iter: 4671 | bound: 67 | nc: 38 | ncall: 167055 | eff(%): 2.796 | loglstar: -inf < -17.892 < inf | logz: -64.587 +/- 0.669 | dlogz: 8.152 > 0.109
iter: 4672 | bound: 67 | nc: 38 | ncall: 167093 | eff(%): 2.796 | loglstar: -inf < -17.880 < inf | logz: -64.575 +/- 0.669 | dlogz: 8.130 > 0.109
iter: 4673 | bound: 67 | nc: 38 | ncall: 167131 | eff(%): 2.796 | loglstar: -inf < -17.873 < inf | logz: -64.563 +/- 0.669 | dlogz: 8.108 > 0.109
iter: 4674 | bound: 67 | nc: 38 | ncall: 167169 | eff(%): 2.796 | loglstar: -inf < -17.868 < inf | logz: -64.551 +/- 0.669 | dlogz: 8.085 > 0.109
iter: 4675 | bound: 67 | nc: 38 | ncall: 167207 | eff(%): 2.796 | loglstar: -inf < -17.851 < inf | logz: -64.539 +/- 0.669 | dlogz: 8.064 > 0.109
iter: 4676 | bound: 67 | nc: 38 | ncall: 167245 | eff(%): 2.796 | loglstar: -inf < -17.828 < inf | logz: -64.527 +/- 0.669 | dlogz: 8.042 > 0.109
iter: 4677 | bound: 67 | nc: 38 | ncall: 167283 | eff(%): 2.796 | loglstar: -inf < -17.807 < inf | logz: -64.515 +/- 0.669 | dlogz: 8.020 > 0.109
iter: 4678 | bound: 67 | nc: 38 | ncall: 167321 | eff(%): 2.796 | loglstar: -inf < -17.806 < inf | logz: -64.504 +/- 0.670 | dlogz: 7.998 > 0.109
iter: 4679 | bound: 67 | nc: 38 | ncall: 167359 | eff(%): 2.796 | loglstar: -inf < -17.791 < inf | logz: -64.492 +/- 0.670 | dlogz: 7.977 > 0.109
iter: 4680 | bound: 67 | nc: 38 | ncall: 167397 | eff(%): 2.796 | loglstar: -inf < -17.713 < inf | logz: -64.480 +/- 0.670 | dlogz: 7.955 > 0.109
iter: 4681 | bound: 67 | nc: 38 | ncall: 167435 | eff(%): 2.796 | loglstar: -inf < -17.685 < inf | logz: -64.468 +/- 0.670 | dlogz: 7.934 > 0.109
iter: 4682 | bound: 67 | nc: 38 | ncall: 167473 | eff(%): 2.796 | loglstar: -inf < -17.672 < inf | logz: -64.456 +/- 0.670 | dlogz: 7.911 > 0.109
iter: 4683 | bound: 67 | nc: 38 | ncall: 167511 | eff(%): 2.796 | loglstar: -inf < -17.660 < inf | logz: -64.444 +/- 0.670 | dlogz: 7.889 > 0.109
iter: 4684 | bound: 67 | nc: 38 | ncall: 167549 | eff(%): 2.796 | loglstar: -inf < -17.650 < inf | logz: -64.432 +/- 0.670 | dlogz: 7.867 > 0.109
iter: 4685 | bound: 67 | nc: 38 | ncall: 167587 | eff(%): 2.796 | loglstar: -inf < -17.639 < inf | logz: -64.420 +/- 0.670 | dlogz: 7.845 > 0.109
iter: 4686 | bound: 67 | nc: 38 | ncall: 167625 | eff(%): 2.796 | loglstar: -inf < -17.628 < inf | logz: -64.409 +/- 0.670 | dlogz: 7.824 > 0.109
iter: 4687 | bound: 67 | nc: 38 | ncall: 167663 | eff(%): 2.795 | loglstar: -inf < -17.607 < inf | logz: -64.397 +/- 0.670 | dlogz: 7.802 > 0.109
iter: 4688 | bound: 67 | nc: 38 | ncall: 167701 | eff(%): 2.795 | loglstar: -inf < -17.598 < inf | logz: -64.386 +/- 0.670 | dlogz: 7.781 > 0.109
iter: 4689 | bound: 67 | nc: 38 | ncall: 167739 | eff(%): 2.795 | loglstar: -inf < -17.581 < inf | logz: -64.374 +/- 0.670 | dlogz: 7.759 > 0.109
iter: 4690 | bound: 67 | nc: 38 | ncall: 167777 | eff(%): 2.795 | loglstar: -inf < -17.550 < inf | logz: -64.363 +/- 0.670 | dlogz: 7.738 > 0.109
iter: 4691 | bound: 67 | nc: 38 | ncall: 167815 | eff(%): 2.795 | loglstar: -inf < -17.548 < inf | logz: -64.351 +/- 0.670 | dlogz: 7.716 > 0.109
iter: 4692 | bound: 67 | nc: 38 | ncall: 167853 | eff(%): 2.795 | loglstar: -inf < -17.540 < inf | logz: -64.340 +/- 0.670 | dlogz: 7.695 > 0.109
iter: 4693 | bound: 68 | nc: 38 | ncall: 167891 | eff(%): 2.795 | loglstar: -inf < -17.535 < inf | logz: -64.329 +/- 0.670 | dlogz: 7.674 > 0.109
iter: 4694 | bound: 68 | nc: 38 | ncall: 167929 | eff(%): 2.795 | loglstar: -inf < -17.515 < inf | logz: -64.318 +/- 0.670 | dlogz: 7.653 > 0.109
iter: 4695 | bound: 68 | nc: 38 | ncall: 167967 | eff(%): 2.795 | loglstar: -inf < -17.485 < inf | logz: -64.307 +/- 0.670 | dlogz: 7.632 > 0.109
iter: 4696 | bound: 68 | nc: 38 | ncall: 168005 | eff(%): 2.795 | loglstar: -inf < -17.477 < inf | logz: -64.296 +/- 0.670 | dlogz: 7.611 > 0.109
iter: 4697 | bound: 68 | nc: 38 | ncall: 168043 | eff(%): 2.795 | loglstar: -inf < -17.465 < inf | logz: -64.285 +/- 0.670 | dlogz: 7.590 > 0.109
iter: 4698 | bound: 68 | nc: 38 | ncall: 168081 | eff(%): 2.795 | loglstar: -inf < -17.430 < inf | logz: -64.274 +/- 0.671 | dlogz: 7.569 > 0.109
iter: 4699 | bound: 68 | nc: 38 | ncall: 168119 | eff(%): 2.795 | loglstar: -inf < -17.428 < inf | logz: -64.264 +/- 0.671 | dlogz: 7.549 > 0.109
iter: 4700 | bound: 68 | nc: 38 | ncall: 168157 | eff(%): 2.795 | loglstar: -inf < -17.418 < inf | logz: -64.253 +/- 0.671 | dlogz: 7.528 > 0.109
iter: 4701 | bound: 68 | nc: 38 | ncall: 168195 | eff(%): 2.795 | loglstar: -inf < -17.398 < inf | logz: -64.242 +/- 0.671 | dlogz: 7.507 > 0.109
iter: 4702 | bound: 68 | nc: 38 | ncall: 168233 | eff(%): 2.795 | loglstar: -inf < -17.359 < inf | logz: -64.231 +/- 0.671 | dlogz: 7.487 > 0.109
iter: 4703 | bound: 68 | nc: 38 | ncall: 168271 | eff(%): 2.795 | loglstar: -inf < -17.355 < inf | logz: -64.221 +/- 0.671 | dlogz: 7.466 > 0.109
iter: 4704 | bound: 68 | nc: 38 | ncall: 168309 | eff(%): 2.795 | loglstar: -inf < -17.350 < inf | logz: -64.210 +/- 0.671 | dlogz: 7.445 > 0.109
iter: 4705 | bound: 68 | nc: 38 | ncall: 168347 | eff(%): 2.795 | loglstar: -inf < -17.327 < inf | logz: -64.200 +/- 0.671 | dlogz: 7.425 > 0.109
iter: 4706 | bound: 68 | nc: 38 | ncall: 168385 | eff(%): 2.795 | loglstar: -inf < -17.324 < inf | logz: -64.189 +/- 0.671 | dlogz: 7.404 > 0.109
iter: 4707 | bound: 68 | nc: 38 | ncall: 168423 | eff(%): 2.795 | loglstar: -inf < -17.306 < inf | logz: -64.179 +/- 0.671 | dlogz: 7.384 > 0.109
iter: 4708 | bound: 68 | nc: 38 | ncall: 168461 | eff(%): 2.795 | loglstar: -inf < -17.302 < inf | logz: -64.169 +/- 0.671 | dlogz: 7.364 > 0.109
iter: 4709 | bound: 68 | nc: 38 | ncall: 168499 | eff(%): 2.795 | loglstar: -inf < -17.288 < inf | logz: -64.159 +/- 0.671 | dlogz: 7.344 > 0.109
iter: 4710 | bound: 68 | nc: 38 | ncall: 168537 | eff(%): 2.795 | loglstar: -inf < -17.281 < inf | logz: -64.149 +/- 0.671 | dlogz: 7.323 > 0.109
iter: 4711 | bound: 68 | nc: 38 | ncall: 168575 | eff(%): 2.795 | loglstar: -inf < -17.213 < inf | logz: -64.138 +/- 0.671 | dlogz: 7.303 > 0.109
iter: 4712 | bound: 68 | nc: 38 | ncall: 168613 | eff(%): 2.795 | loglstar: -inf < -17.135 < inf | logz: -64.128 +/- 0.671 | dlogz: 7.283 > 0.109
iter: 4713 | bound: 69 | nc: 38 | ncall: 168651 | eff(%): 2.795 | loglstar: -inf < -17.113 < inf | logz: -64.116 +/- 0.671 | dlogz: 7.263 > 0.109
iter: 4714 | bound: 69 | nc: 38 | ncall: 168689 | eff(%): 2.794 | loglstar: -inf < -17.107 < inf | logz: -64.106 +/- 0.671 | dlogz: 7.242 > 0.109
iter: 4715 | bound: 69 | nc: 38 | ncall: 168727 | eff(%): 2.794 | loglstar: -inf < -17.106 < inf | logz: -64.095 +/- 0.671 | dlogz: 7.221 > 0.109
iter: 4716 | bound: 69 | nc: 38 | ncall: 168765 | eff(%): 2.794 | loglstar: -inf < -17.071 < inf | logz: -64.084 +/- 0.671 | dlogz: 7.200 > 0.109
iter: 4717 | bound: 69 | nc: 38 | ncall: 168803 | eff(%): 2.794 | loglstar: -inf < -17.065 < inf | logz: -64.073 +/- 0.671 | dlogz: 7.179 > 0.109
iter: 4718 | bound: 69 | nc: 38 | ncall: 168841 | eff(%): 2.794 | loglstar: -inf < -17.031 < inf | logz: -64.062 +/- 0.671 | dlogz: 7.159 > 0.109
iter: 4719 | bound: 69 | nc: 38 | ncall: 168879 | eff(%): 2.794 | loglstar: -inf < -17.017 < inf | logz: -64.052 +/- 0.672 | dlogz: 7.138 > 0.109
iter: 4720 | bound: 69 | nc: 38 | ncall: 168917 | eff(%): 2.794 | loglstar: -inf < -16.995 < inf | logz: -64.041 +/- 0.672 | dlogz: 7.117 > 0.109
iter: 4721 | bound: 69 | nc: 38 | ncall: 168955 | eff(%): 2.794 | loglstar: -inf < -16.982 < inf | logz: -64.030 +/- 0.672 | dlogz: 7.097 > 0.109
iter: 4722 | bound: 69 | nc: 38 | ncall: 168993 | eff(%): 2.794 | loglstar: -inf < -16.958 < inf | logz: -64.019 +/- 0.672 | dlogz: 7.076 > 0.109
iter: 4723 | bound: 69 | nc: 38 | ncall: 169031 | eff(%): 2.794 | loglstar: -inf < -16.955 < inf | logz: -64.009 +/- 0.672 | dlogz: 7.055 > 0.109
iter: 4724 | bound: 69 | nc: 38 | ncall: 169069 | eff(%): 2.794 | loglstar: -inf < -16.918 < inf | logz: -63.998 +/- 0.672 | dlogz: 7.035 > 0.109
iter: 4725 | bound: 69 | nc: 38 | ncall: 169107 | eff(%): 2.794 | loglstar: -inf < -16.884 < inf | logz: -63.987 +/- 0.672 | dlogz: 7.014 > 0.109
iter: 4726 | bound: 69 | nc: 38 | ncall: 169145 | eff(%): 2.794 | loglstar: -inf < -16.854 < inf | logz: -63.976 +/- 0.672 | dlogz: 6.993 > 0.109
iter: 4727 | bound: 69 | nc: 38 | ncall: 169183 | eff(%): 2.794 | loglstar: -inf < -16.850 < inf | logz: -63.966 +/- 0.672 | dlogz: 6.973 > 0.109
iter: 4728 | bound: 69 | nc: 38 | ncall: 169221 | eff(%): 2.794 | loglstar: -inf < -16.845 < inf | logz: -63.955 +/- 0.672 | dlogz: 6.952 > 0.109
iter: 4729 | bound: 69 | nc: 38 | ncall: 169259 | eff(%): 2.794 | loglstar: -inf < -16.834 < inf | logz: -63.944 +/- 0.672 | dlogz: 6.931 > 0.109
iter: 4730 | bound: 69 | nc: 38 | ncall: 169297 | eff(%): 2.794 | loglstar: -inf < -16.806 < inf | logz: -63.934 +/- 0.672 | dlogz: 6.911 > 0.109
iter: 4731 | bound: 69 | nc: 38 | ncall: 169335 | eff(%): 2.794 | loglstar: -inf < -16.789 < inf | logz: -63.923 +/- 0.672 | dlogz: 6.890 > 0.109
iter: 4732 | bound: 69 | nc: 38 | ncall: 169373 | eff(%): 2.794 | loglstar: -inf < -16.764 < inf | logz: -63.913 +/- 0.672 | dlogz: 6.870 > 0.109
iter: 4733 | bound: 69 | nc: 38 | ncall: 169411 | eff(%): 2.794 | loglstar: -inf < -16.763 < inf | logz: -63.902 +/- 0.672 | dlogz: 6.849 > 0.109
iter: 4734 | bound: 69 | nc: 38 | ncall: 169449 | eff(%): 2.794 | loglstar: -inf < -16.756 < inf | logz: -63.892 +/- 0.672 | dlogz: 6.829 > 0.109
iter: 4735 | bound: 69 | nc: 38 | ncall: 169487 | eff(%): 2.794 | loglstar: -inf < -16.690 < inf | logz: -63.881 +/- 0.672 | dlogz: 6.808 > 0.109
iter: 4736 | bound: 69 | nc: 38 | ncall: 169525 | eff(%): 2.794 | loglstar: -inf < -16.687 < inf | logz: -63.871 +/- 0.672 | dlogz: 6.788 > 0.109
iter: 4737 | bound: 69 | nc: 38 | ncall: 169563 | eff(%): 2.794 | loglstar: -inf < -16.685 < inf | logz: -63.860 +/- 0.672 | dlogz: 6.951 > 0.109
iter: 4738 | bound: 69 | nc: 38 | ncall: 169601 | eff(%): 2.794 | loglstar: -inf < -16.679 < inf | logz: -63.850 +/- 0.673 | dlogz: 6.931 > 0.109
iter: 4739 | bound: 69 | nc: 38 | ncall: 169639 | eff(%): 2.794 | loglstar: -inf < -16.640 < inf | logz: -63.840 +/- 0.673 | dlogz: 6.911 > 0.109
iter: 4740 | bound: 69 | nc: 38 | ncall: 169677 | eff(%): 2.794 | loglstar: -inf < -16.637 < inf | logz: -63.829 +/- 0.673 | dlogz: 6.891 > 0.109
iter: 4741 | bound: 69 | nc: 38 | ncall: 169715 | eff(%): 2.794 | loglstar: -inf < -16.602 < inf | logz: -63.819 +/- 0.673 | dlogz: 6.870 > 0.109
iter: 4742 | bound: 69 | nc: 38 | ncall: 169753 | eff(%): 2.793 | loglstar: -inf < -16.582 < inf | logz: -63.809 +/- 0.673 | dlogz: 6.850 > 0.109
iter: 4743 | bound: 69 | nc: 38 | ncall: 169791 | eff(%): 2.793 | loglstar: -inf < -16.570 < inf | logz: -63.798 +/- 0.673 | dlogz: 6.830 > 0.109
iter: 4744 | bound: 69 | nc: 38 | ncall: 169829 | eff(%): 2.793 | loglstar: -inf < -16.551 < inf | logz: -63.788 +/- 0.673 | dlogz: 6.810 > 0.109
iter: 4745 | bound: 69 | nc: 38 | ncall: 169867 | eff(%): 2.793 | loglstar: -inf < -16.540 < inf | logz: -63.778 +/- 0.673 | dlogz: 6.789 > 0.109
iter: 4746 | bound: 69 | nc: 38 | ncall: 169905 | eff(%): 2.793 | loglstar: -inf < -16.528 < inf | logz: -63.768 +/- 0.673 | dlogz: 6.769 > 0.109
iter: 4747 | bound: 69 | nc: 38 | ncall: 169943 | eff(%): 2.793 | loglstar: -inf < -16.525 < inf | logz: -63.758 +/- 0.673 | dlogz: 6.749 > 0.109
iter: 4748 | bound: 69 | nc: 38 | ncall: 169981 | eff(%): 2.793 | loglstar: -inf < -16.515 < inf | logz: -63.748 +/- 0.673 | dlogz: 6.729 > 0.109
iter: 4749 | bound: 69 | nc: 38 | ncall: 170019 | eff(%): 2.793 | loglstar: -inf < -16.488 < inf | logz: -63.738 +/- 0.673 | dlogz: 6.709 > 0.109
iter: 4750 | bound: 69 | nc: 38 | ncall: 170057 | eff(%): 2.793 | loglstar: -inf < -16.472 < inf | logz: -63.728 +/- 0.673 | dlogz: 6.690 > 0.109
iter: 4751 | bound: 69 | nc: 38 | ncall: 170095 | eff(%): 2.793 | loglstar: -inf < -16.448 < inf | logz: -63.718 +/- 0.673 | dlogz: 6.670 > 0.109
iter: 4752 | bound: 69 | nc: 38 | ncall: 170133 | eff(%): 2.793 | loglstar: -inf < -16.440 < inf | logz: -63.708 +/- 0.673 | dlogz: 6.650 > 0.109
iter: 4753 | bound: 69 | nc: 38 | ncall: 170171 | eff(%): 2.793 | loglstar: -inf < -16.423 < inf | logz: -63.699 +/- 0.673 | dlogz: 6.630 > 0.109
iter: 4754 | bound: 69 | nc: 38 | ncall: 170209 | eff(%): 2.793 | loglstar: -inf < -16.393 < inf | logz: -63.689 +/- 0.673 | dlogz: 6.610 > 0.109
iter: 4755 | bound: 69 | nc: 38 | ncall: 170247 | eff(%): 2.793 | loglstar: -inf < -16.393 < inf | logz: -63.679 +/- 0.673 | dlogz: 6.591 > 0.109
iter: 4756 | bound: 69 | nc: 38 | ncall: 170285 | eff(%): 2.793 | loglstar: -inf < -16.362 < inf | logz: -63.669 +/- 0.673 | dlogz: 6.571 > 0.109
iter: 4757 | bound: 69 | nc: 38 | ncall: 170323 | eff(%): 2.793 | loglstar: -inf < -16.361 < inf | logz: -63.660 +/- 0.673 | dlogz: 6.551 > 0.109
iter: 4758 | bound: 69 | nc: 38 | ncall: 170361 | eff(%): 2.793 | loglstar: -inf < -16.305 < inf | logz: -63.650 +/- 0.673 | dlogz: 6.532 > 0.109
iter: 4759 | bound: 69 | nc: 38 | ncall: 170399 | eff(%): 2.793 | loglstar: -inf < -16.274 < inf | logz: -63.640 +/- 0.674 | dlogz: 6.512 > 0.109
iter: 4760 | bound: 69 | nc: 38 | ncall: 170437 | eff(%): 2.793 | loglstar: -inf < -16.267 < inf | logz: -63.630 +/- 0.674 | dlogz: 6.492 > 0.109
iter: 4761 | bound: 69 | nc: 38 | ncall: 170475 | eff(%): 2.793 | loglstar: -inf < -16.267 < inf | logz: -63.620 +/- 0.674 | dlogz: 6.472 > 0.109
iter: 4762 | bound: 69 | nc: 38 | ncall: 170513 | eff(%): 2.793 | loglstar: -inf < -16.249 < inf | logz: -63.610 +/- 0.674 | dlogz: 6.453 > 0.109
iter: 4763 | bound: 69 | nc: 38 | ncall: 170551 | eff(%): 2.793 | loglstar: -inf < -16.238 < inf | logz: -63.601 +/- 0.674 | dlogz: 6.433 > 0.109
iter: 4764 | bound: 69 | nc: 38 | ncall: 170589 | eff(%): 2.793 | loglstar: -inf < -16.207 < inf | logz: -63.591 +/- 0.674 | dlogz: 6.413 > 0.109
iter: 4765 | bound: 69 | nc: 38 | ncall: 170627 | eff(%): 2.793 | loglstar: -inf < -16.161 < inf | logz: -63.581 +/- 0.674 | dlogz: 6.394 > 0.109
iter: 4766 | bound: 69 | nc: 38 | ncall: 170665 | eff(%): 2.793 | loglstar: -inf < -16.159 < inf | logz: -63.571 +/- 0.674 | dlogz: 6.374 > 0.109
iter: 4767 | bound: 69 | nc: 38 | ncall: 170703 | eff(%): 2.793 | loglstar: -inf < -16.141 < inf | logz: -63.561 +/- 0.674 | dlogz: 6.354 > 0.109
iter: 4768 | bound: 69 | nc: 38 | ncall: 170741 | eff(%): 2.793 | loglstar: -inf < -16.109 < inf | logz: -63.551 +/- 0.674 | dlogz: 6.334 > 0.109
iter: 4769 | bound: 69 | nc: 38 | ncall: 170779 | eff(%): 2.792 | loglstar: -inf < -16.088 < inf | logz: -63.541 +/- 0.674 | dlogz: 6.314 > 0.109
iter: 4770 | bound: 69 | nc: 38 | ncall: 170817 | eff(%): 2.792 | loglstar: -inf < -16.056 < inf | logz: -63.531 +/- 0.674 | dlogz: 6.295 > 0.109
iter: 4771 | bound: 69 | nc: 38 | ncall: 170855 | eff(%): 2.792 | loglstar: -inf < -16.002 < inf | logz: -63.521 +/- 0.674 | dlogz: 6.275 > 0.109
iter: 4772 | bound: 69 | nc: 38 | ncall: 170893 | eff(%): 2.792 | loglstar: -inf < -15.987 < inf | logz: -63.511 +/- 0.674 | dlogz: 6.255 > 0.109
iter: 4773 | bound: 69 | nc: 38 | ncall: 170931 | eff(%): 2.792 | loglstar: -inf < -15.944 < inf | logz: -63.500 +/- 0.674 | dlogz: 6.234 > 0.109
iter: 4774 | bound: 69 | nc: 38 | ncall: 170969 | eff(%): 2.792 | loglstar: -inf < -15.936 < inf | logz: -63.490 +/- 0.674 | dlogz: 6.214 > 0.109
iter: 4775 | bound: 69 | nc: 38 | ncall: 171007 | eff(%): 2.792 | loglstar: -inf < -15.877 < inf | logz: -63.479 +/- 0.674 | dlogz: 6.193 > 0.109
iter: 4776 | bound: 69 | nc: 38 | ncall: 171045 | eff(%): 2.792 | loglstar: -inf < -15.844 < inf | logz: -63.468 +/- 0.674 | dlogz: 6.173 > 0.109
iter: 4777 | bound: 69 | nc: 38 | ncall: 171083 | eff(%): 2.792 | loglstar: -inf < -15.832 < inf | logz: -63.457 +/- 0.675 | dlogz: 6.152 > 0.109
iter: 4778 | bound: 69 | nc: 38 | ncall: 171121 | eff(%): 2.792 | loglstar: -inf < -15.825 < inf | logz: -63.446 +/- 0.675 | dlogz: 6.131 > 0.109
iter: 4779 | bound: 69 | nc: 38 | ncall: 171159 | eff(%): 2.792 | loglstar: -inf < -15.794 < inf | logz: -63.436 +/- 0.675 | dlogz: 6.110 > 0.109
iter: 4780 | bound: 69 | nc: 38 | ncall: 171197 | eff(%): 2.792 | loglstar: -inf < -15.792 < inf | logz: -63.425 +/- 0.675 | dlogz: 6.090 > 0.109
iter: 4781 | bound: 69 | nc: 38 | ncall: 171235 | eff(%): 2.792 | loglstar: -inf < -15.784 < inf | logz: -63.414 +/- 0.675 | dlogz: 6.069 > 0.109
iter: 4782 | bound: 69 | nc: 38 | ncall: 171273 | eff(%): 2.792 | loglstar: -inf < -15.777 < inf | logz: -63.404 +/- 0.675 | dlogz: 6.049 > 0.109
iter: 4783 | bound: 69 | nc: 38 | ncall: 171311 | eff(%): 2.792 | loglstar: -inf < -15.749 < inf | logz: -63.393 +/- 0.675 | dlogz: 6.028 > 0.109
iter: 4784 | bound: 69 | nc: 38 | ncall: 171349 | eff(%): 2.792 | loglstar: -inf < -15.718 < inf | logz: -63.383 +/- 0.675 | dlogz: 6.008 > 0.109
iter: 4785 | bound: 69 | nc: 38 | ncall: 171387 | eff(%): 2.792 | loglstar: -inf < -15.694 < inf | logz: -63.372 +/- 0.675 | dlogz: 5.987 > 0.109
iter: 4786 | bound: 69 | nc: 38 | ncall: 171425 | eff(%): 2.792 | loglstar: -inf < -15.660 < inf | logz: -63.362 +/- 0.675 | dlogz: 5.967 > 0.109
iter: 4787 | bound: 69 | nc: 38 | ncall: 171463 | eff(%): 2.792 | loglstar: -inf < -15.659 < inf | logz: -63.351 +/- 0.675 | dlogz: 5.946 > 0.109
iter: 4788 | bound: 69 | nc: 38 | ncall: 171501 | eff(%): 2.792 | loglstar: -inf < -15.637 < inf | logz: -63.340 +/- 0.675 | dlogz: 5.926 > 0.109
iter: 4789 | bound: 70 | nc: 38 | ncall: 171539 | eff(%): 2.792 | loglstar: -inf < -15.612 < inf | logz: -63.330 +/- 0.675 | dlogz: 5.905 > 0.109
iter: 4790 | bound: 70 | nc: 38 | ncall: 171577 | eff(%): 2.792 | loglstar: -inf < -15.563 < inf | logz: -63.319 +/- 0.675 | dlogz: 5.885 > 0.109
iter: 4791 | bound: 70 | nc: 38 | ncall: 171615 | eff(%): 2.792 | loglstar: -inf < -15.545 < inf | logz: -63.308 +/- 0.675 | dlogz: 5.864 > 0.109
iter: 4792 | bound: 70 | nc: 38 | ncall: 171653 | eff(%): 2.792 | loglstar: -inf < -15.542 < inf | logz: -63.297 +/- 0.676 | dlogz: 5.843 > 0.109
iter: 4793 | bound: 70 | nc: 38 | ncall: 171691 | eff(%): 2.792 | loglstar: -inf < -15.515 < inf | logz: -63.287 +/- 0.676 | dlogz: 5.823 > 0.109
iter: 4794 | bound: 70 | nc: 38 | ncall: 171729 | eff(%): 2.792 | loglstar: -inf < -15.455 < inf | logz: -63.276 +/- 0.676 | dlogz: 5.802 > 0.109
iter: 4795 | bound: 70 | nc: 38 | ncall: 171767 | eff(%): 2.792 | loglstar: -inf < -15.436 < inf | logz: -63.264 +/- 0.676 | dlogz: 5.781 > 0.109
iter: 4796 | bound: 70 | nc: 38 | ncall: 171805 | eff(%): 2.792 | loglstar: -inf < -15.408 < inf | logz: -63.253 +/- 0.676 | dlogz: 5.760 > 0.109
iter: 4797 | bound: 70 | nc: 38 | ncall: 171843 | eff(%): 2.792 | loglstar: -inf < -15.388 < inf | logz: -63.242 +/- 0.676 | dlogz: 5.739 > 0.109
iter: 4798 | bound: 70 | nc: 38 | ncall: 171881 | eff(%): 2.791 | loglstar: -inf < -15.366 < inf | logz: -63.231 +/- 0.676 | dlogz: 5.718 > 0.109
iter: 4799 | bound: 70 | nc: 38 | ncall: 171919 | eff(%): 2.791 | loglstar: -inf < -15.364 < inf | logz: -63.220 +/- 0.676 | dlogz: 5.697 > 0.109
iter: 4800 | bound: 70 | nc: 38 | ncall: 171957 | eff(%): 2.791 | loglstar: -inf < -15.362 < inf | logz: -63.209 +/- 0.676 | dlogz: 5.676 > 0.109
iter: 4801 | bound: 70 | nc: 38 | ncall: 171995 | eff(%): 2.791 | loglstar: -inf < -15.356 < inf | logz: -63.198 +/- 0.676 | dlogz: 5.655 > 0.109
iter: 4802 | bound: 70 | nc: 38 | ncall: 172033 | eff(%): 2.791 | loglstar: -inf < -15.352 < inf | logz: -63.187 +/- 0.676 | dlogz: 5.634 > 0.109
iter: 4803 | bound: 70 | nc: 38 | ncall: 172071 | eff(%): 2.791 | loglstar: -inf < -15.334 < inf | logz: -63.177 +/- 0.676 | dlogz: 5.614 > 0.109
iter: 4804 | bound: 70 | nc: 38 | ncall: 172109 | eff(%): 2.791 | loglstar: -inf < -15.308 < inf | logz: -63.166 +/- 0.676 | dlogz: 5.594 > 0.109
iter: 4805 | bound: 70 | nc: 38 | ncall: 172147 | eff(%): 2.791 | loglstar: -inf < -15.296 < inf | logz: -63.156 +/- 0.676 | dlogz: 5.573 > 0.109
iter: 4806 | bound: 70 | nc: 38 | ncall: 172185 | eff(%): 2.791 | loglstar: -inf < -15.283 < inf | logz: -63.145 +/- 0.676 | dlogz: 5.553 > 0.109
iter: 4807 | bound: 70 | nc: 38 | ncall: 172223 | eff(%): 2.791 | loglstar: -inf < -15.281 < inf | logz: -63.135 +/- 0.677 | dlogz: 5.533 > 0.109
iter: 4808 | bound: 70 | nc: 38 | ncall: 172261 | eff(%): 2.791 | loglstar: -inf < -15.255 < inf | logz: -63.125 +/- 0.677 | dlogz: 5.512 > 0.109
iter: 4809 | bound: 70 | nc: 38 | ncall: 172299 | eff(%): 2.791 | loglstar: -inf < -15.235 < inf | logz: -63.115 +/- 0.677 | dlogz: 5.492 > 0.109
iter: 4810 | bound: 70 | nc: 38 | ncall: 172337 | eff(%): 2.791 | loglstar: -inf < -15.226 < inf | logz: -63.105 +/- 0.677 | dlogz: 5.472 > 0.109
iter: 4811 | bound: 70 | nc: 38 | ncall: 172375 | eff(%): 2.791 | loglstar: -inf < -15.223 < inf | logz: -63.095 +/- 0.677 | dlogz: 5.452 > 0.109
iter: 4812 | bound: 70 | nc: 38 | ncall: 172413 | eff(%): 2.791 | loglstar: -inf < -15.214 < inf | logz: -63.085 +/- 0.677 | dlogz: 5.432 > 0.109
iter: 4813 | bound: 70 | nc: 38 | ncall: 172451 | eff(%): 2.791 | loglstar: -inf < -15.192 < inf | logz: -63.075 +/- 0.677 | dlogz: 5.413 > 0.109
iter: 4814 | bound: 70 | nc: 38 | ncall: 172489 | eff(%): 2.791 | loglstar: -inf < -15.182 < inf | logz: -63.065 +/- 0.677 | dlogz: 5.393 > 0.109
iter: 4815 | bound: 70 | nc: 38 | ncall: 172527 | eff(%): 2.791 | loglstar: -inf < -15.182 < inf | logz: -63.055 +/- 0.677 | dlogz: 5.373 > 0.109
iter: 4816 | bound: 70 | nc: 38 | ncall: 172565 | eff(%): 2.791 | loglstar: -inf < -15.104 < inf | logz: -63.045 +/- 0.677 | dlogz: 5.354 > 0.109
iter: 4817 | bound: 70 | nc: 38 | ncall: 172603 | eff(%): 2.791 | loglstar: -inf < -15.077 < inf | logz: -63.035 +/- 0.677 | dlogz: 5.334 > 0.109
iter: 4818 | bound: 70 | nc: 38 | ncall: 172641 | eff(%): 2.791 | loglstar: -inf < -15.075 < inf | logz: -63.025 +/- 0.677 | dlogz: 5.314 > 0.109
iter: 4819 | bound: 70 | nc: 38 | ncall: 172679 | eff(%): 2.791 | loglstar: -inf < -15.033 < inf | logz: -63.015 +/- 0.677 | dlogz: 5.294 > 0.109
iter: 4820 | bound: 70 | nc: 38 | ncall: 172717 | eff(%): 2.791 | loglstar: -inf < -14.992 < inf | logz: -63.005 +/- 0.677 | dlogz: 5.274 > 0.109
iter: 4821 | bound: 70 | nc: 38 | ncall: 172755 | eff(%): 2.791 | loglstar: -inf < -14.963 < inf | logz: -62.994 +/- 0.677 | dlogz: 5.254 > 0.109
iter: 4822 | bound: 70 | nc: 38 | ncall: 172793 | eff(%): 2.791 | loglstar: -inf < -14.960 < inf | logz: -62.984 +/- 0.677 | dlogz: 5.233 > 0.109
iter: 4823 | bound: 70 | nc: 38 | ncall: 172831 | eff(%): 2.791 | loglstar: -inf < -14.932 < inf | logz: -62.973 +/- 0.677 | dlogz: 5.213 > 0.109
iter: 4824 | bound: 70 | nc: 38 | ncall: 172869 | eff(%): 2.791 | loglstar: -inf < -14.899 < inf | logz: -62.963 +/- 0.678 | dlogz: 5.193 > 0.109
iter: 4825 | bound: 70 | nc: 38 | ncall: 172907 | eff(%): 2.791 | loglstar: -inf < -14.889 < inf | logz: -62.952 +/- 0.678 | dlogz: 5.172 > 0.109
iter: 4826 | bound: 70 | nc: 38 | ncall: 172945 | eff(%): 2.790 | loglstar: -inf < -14.885 < inf | logz: -62.942 +/- 0.678 | dlogz: 5.152 > 0.109
iter: 4827 | bound: 70 | nc: 38 | ncall: 172983 | eff(%): 2.790 | loglstar: -inf < -14.882 < inf | logz: -62.932 +/- 0.678 | dlogz: 5.132 > 0.109
iter: 4828 | bound: 70 | nc: 38 | ncall: 173021 | eff(%): 2.790 | loglstar: -inf < -14.881 < inf | logz: -62.922 +/- 0.678 | dlogz: 5.112 > 0.109
iter: 4829 | bound: 70 | nc: 38 | ncall: 173059 | eff(%): 2.790 | loglstar: -inf < -14.866 < inf | logz: -62.912 +/- 0.678 | dlogz: 5.092 > 0.109
iter: 4830 | bound: 70 | nc: 38 | ncall: 173097 | eff(%): 2.790 | loglstar: -inf < -14.864 < inf | logz: -62.902 +/- 0.678 | dlogz: 5.072 > 0.109
iter: 4831 | bound: 70 | nc: 38 | ncall: 173135 | eff(%): 2.790 | loglstar: -inf < -14.864 < inf | logz: -62.892 +/- 0.678 | dlogz: 5.053 > 0.109
iter: 4832 | bound: 70 | nc: 38 | ncall: 173173 | eff(%): 2.790 | loglstar: -inf < -14.860 < inf | logz: -62.883 +/- 0.678 | dlogz: 5.033 > 0.109
iter: 4833 | bound: 70 | nc: 38 | ncall: 173211 | eff(%): 2.790 | loglstar: -inf < -14.855 < inf | logz: -62.873 +/- 0.678 | dlogz: 5.014 > 0.109
iter: 4834 | bound: 70 | nc: 38 | ncall: 173249 | eff(%): 2.790 | loglstar: -inf < -14.853 < inf | logz: -62.864 +/- 0.678 | dlogz: 4.995 > 0.109
iter: 4835 | bound: 70 | nc: 38 | ncall: 173287 | eff(%): 2.790 | loglstar: -inf < -14.843 < inf | logz: -62.855 +/- 0.678 | dlogz: 4.976 > 0.109
iter: 4836 | bound: 70 | nc: 38 | ncall: 173325 | eff(%): 2.790 | loglstar: -inf < -14.837 < inf | logz: -62.846 +/- 0.678 | dlogz: 4.957 > 0.109
iter: 4837 | bound: 70 | nc: 38 | ncall: 173363 | eff(%): 2.790 | loglstar: -inf < -14.829 < inf | logz: -62.837 +/- 0.678 | dlogz: 4.938 > 0.109
iter: 4838 | bound: 70 | nc: 38 | ncall: 173401 | eff(%): 2.790 | loglstar: -inf < -14.801 < inf | logz: -62.829 +/- 0.678 | dlogz: 4.919 > 0.109
iter: 4839 | bound: 70 | nc: 38 | ncall: 173439 | eff(%): 2.790 | loglstar: -inf < -14.774 < inf | logz: -62.820 +/- 0.678 | dlogz: 4.901 > 0.109
iter: 4840 | bound: 70 | nc: 38 | ncall: 173477 | eff(%): 2.790 | loglstar: -inf < -14.755 < inf | logz: -62.811 +/- 0.678 | dlogz: 4.882 > 0.109
iter: 4841 | bound: 70 | nc: 38 | ncall: 173515 | eff(%): 2.790 | loglstar: -inf < -14.698 < inf | logz: -62.801 +/- 0.678 | dlogz: 4.863 > 0.109
iter: 4842 | bound: 70 | nc: 38 | ncall: 173553 | eff(%): 2.790 | loglstar: -inf < -14.688 < inf | logz: -62.792 +/- 0.678 | dlogz: 4.844 > 0.109
iter: 4843 | bound: 70 | nc: 38 | ncall: 173591 | eff(%): 2.790 | loglstar: -inf < -14.654 < inf | logz: -62.783 +/- 0.679 | dlogz: 4.825 > 0.109
iter: 4844 | bound: 70 | nc: 38 | ncall: 173629 | eff(%): 2.790 | loglstar: -inf < -14.639 < inf | logz: -62.774 +/- 0.679 | dlogz: 4.806 > 0.109
iter: 4845 | bound: 70 | nc: 38 | ncall: 173667 | eff(%): 2.790 | loglstar: -inf < -14.611 < inf | logz: -62.764 +/- 0.679 | dlogz: 4.787 > 0.109
iter: 4846 | bound: 70 | nc: 38 | ncall: 173705 | eff(%): 2.790 | loglstar: -inf < -14.598 < inf | logz: -62.755 +/- 0.679 | dlogz: 4.768 > 0.109
iter: 4847 | bound: 70 | nc: 38 | ncall: 173743 | eff(%): 2.790 | loglstar: -inf < -14.590 < inf | logz: -62.746 +/- 0.679 | dlogz: 4.749 > 0.109
iter: 4848 | bound: 70 | nc: 38 | ncall: 173781 | eff(%): 2.790 | loglstar: -inf < -14.587 < inf | logz: -62.736 +/- 0.679 | dlogz: 4.730 > 0.109
iter: 4849 | bound: 70 | nc: 38 | ncall: 173819 | eff(%): 2.790 | loglstar: -inf < -14.566 < inf | logz: -62.727 +/- 0.679 | dlogz: 4.711 > 0.109
iter: 4850 | bound: 70 | nc: 38 | ncall: 173857 | eff(%): 2.790 | loglstar: -inf < -14.557 < inf | logz: -62.718 +/- 0.679 | dlogz: 4.692 > 0.109
iter: 4851 | bound: 70 | nc: 38 | ncall: 173895 | eff(%): 2.790 | loglstar: -inf < -14.541 < inf | logz: -62.709 +/- 0.679 | dlogz: 4.673 > 0.109
iter: 4852 | bound: 70 | nc: 38 | ncall: 173933 | eff(%): 2.790 | loglstar: -inf < -14.532 < inf | logz: -62.700 +/- 0.679 | dlogz: 4.654 > 0.109
iter: 4853 | bound: 70 | nc: 38 | ncall: 173971 | eff(%): 2.790 | loglstar: -inf < -14.516 < inf | logz: -62.691 +/- 0.679 | dlogz: 4.636 > 0.109
iter: 4854 | bound: 70 | nc: 38 | ncall: 174009 | eff(%): 2.790 | loglstar: -inf < -14.495 < inf | logz: -62.683 +/- 0.679 | dlogz: 4.617 > 0.109
iter: 4855 | bound: 70 | nc: 38 | ncall: 174047 | eff(%): 2.789 | loglstar: -inf < -14.450 < inf | logz: -62.674 +/- 0.679 | dlogz: 4.598 > 0.109
iter: 4856 | bound: 70 | nc: 38 | ncall: 174085 | eff(%): 2.789 | loglstar: -inf < -14.449 < inf | logz: -62.665 +/- 0.679 | dlogz: 4.579 > 0.109
iter: 4857 | bound: 70 | nc: 38 | ncall: 174123 | eff(%): 2.789 | loglstar: -inf < -14.383 < inf | logz: -62.655 +/- 0.679 | dlogz: 4.561 > 0.109
iter: 4858 | bound: 70 | nc: 38 | ncall: 174161 | eff(%): 2.789 | loglstar: -inf < -14.351 < inf | logz: -62.646 +/- 0.679 | dlogz: 4.542 > 0.109
iter: 4859 | bound: 70 | nc: 38 | ncall: 174199 | eff(%): 2.789 | loglstar: -inf < -14.349 < inf | logz: -62.636 +/- 0.679 | dlogz: 4.523 > 0.109
iter: 4860 | bound: 70 | nc: 38 | ncall: 174237 | eff(%): 2.789 | loglstar: -inf < -14.328 < inf | logz: -62.627 +/- 0.679 | dlogz: 4.503 > 0.109
iter: 4861 | bound: 70 | nc: 38 | ncall: 174275 | eff(%): 2.789 | loglstar: -inf < -14.320 < inf | logz: -62.618 +/- 0.680 | dlogz: 4.484 > 0.109
iter: 4862 | bound: 70 | nc: 38 | ncall: 174313 | eff(%): 2.789 | loglstar: -inf < -14.309 < inf | logz: -62.609 +/- 0.680 | dlogz: 4.465 > 0.109
iter: 4863 | bound: 70 | nc: 38 | ncall: 174351 | eff(%): 2.789 | loglstar: -inf < -14.303 < inf | logz: -62.599 +/- 0.680 | dlogz: 4.446 > 0.109
iter: 4864 | bound: 70 | nc: 38 | ncall: 174389 | eff(%): 2.789 | loglstar: -inf < -14.286 < inf | logz: -62.590 +/- 0.680 | dlogz: 4.427 > 0.109
iter: 4865 | bound: 70 | nc: 38 | ncall: 174427 | eff(%): 2.789 | loglstar: -inf < -14.273 < inf | logz: -62.581 +/- 0.680 | dlogz: 4.409 > 0.109
iter: 4866 | bound: 70 | nc: 38 | ncall: 174465 | eff(%): 2.789 | loglstar: -inf < -14.271 < inf | logz: -62.572 +/- 0.680 | dlogz: 4.390 > 0.109
iter: 4867 | bound: 70 | nc: 38 | ncall: 174503 | eff(%): 2.789 | loglstar: -inf < -14.268 < inf | logz: -62.564 +/- 0.680 | dlogz: 4.371 > 0.109
iter: 4868 | bound: 70 | nc: 38 | ncall: 174541 | eff(%): 2.789 | loglstar: -inf < -14.253 < inf | logz: -62.555 +/- 0.680 | dlogz: 4.353 > 0.109
iter: 4869 | bound: 70 | nc: 38 | ncall: 174579 | eff(%): 2.789 | loglstar: -inf < -14.251 < inf | logz: -62.546 +/- 0.680 | dlogz: 4.334 > 0.109
iter: 4870 | bound: 70 | nc: 38 | ncall: 174617 | eff(%): 2.789 | loglstar: -inf < -14.226 < inf | logz: -62.538 +/- 0.680 | dlogz: 4.316 > 0.109
iter: 4871 | bound: 70 | nc: 38 | ncall: 174655 | eff(%): 2.789 | loglstar: -inf < -14.205 < inf | logz: -62.529 +/- 0.680 | dlogz: 4.298 > 0.109
iter: 4872 | bound: 70 | nc: 38 | ncall: 174693 | eff(%): 2.789 | loglstar: -inf < -14.195 < inf | logz: -62.521 +/- 0.680 | dlogz: 4.280 > 0.109
iter: 4873 | bound: 70 | nc: 38 | ncall: 174731 | eff(%): 2.789 | loglstar: -inf < -14.187 < inf | logz: -62.512 +/- 0.680 | dlogz: 4.261 > 0.109
iter: 4874 | bound: 70 | nc: 38 | ncall: 174769 | eff(%): 2.789 | loglstar: -inf < -14.176 < inf | logz: -62.504 +/- 0.680 | dlogz: 4.243 > 0.109
iter: 4875 | bound: 70 | nc: 38 | ncall: 174807 | eff(%): 2.789 | loglstar: -inf < -14.160 < inf | logz: -62.495 +/- 0.680 | dlogz: 4.225 > 0.109
iter: 4876 | bound: 70 | nc: 38 | ncall: 174845 | eff(%): 2.789 | loglstar: -inf < -14.159 < inf | logz: -62.487 +/- 0.680 | dlogz: 4.207 > 0.109
iter: 4877 | bound: 70 | nc: 38 | ncall: 174883 | eff(%): 2.789 | loglstar: -inf < -14.143 < inf | logz: -62.479 +/- 0.680 | dlogz: 4.189 > 0.109
iter: 4878 | bound: 70 | nc: 38 | ncall: 174921 | eff(%): 2.789 | loglstar: -inf < -14.106 < inf | logz: -62.471 +/- 0.680 | dlogz: 4.171 > 0.109
iter: 4879 | bound: 70 | nc: 38 | ncall: 174959 | eff(%): 2.789 | loglstar: -inf < -14.075 < inf | logz: -62.462 +/- 0.680 | dlogz: 4.750 > 0.109
iter: 4880 | bound: 70 | nc: 38 | ncall: 174997 | eff(%): 2.789 | loglstar: -inf < -14.056 < inf | logz: -62.454 +/- 0.680 | dlogz: 4.732 > 0.109
iter: 4881 | bound: 70 | nc: 38 | ncall: 175035 | eff(%): 2.789 | loglstar: -inf < -14.047 < inf | logz: -62.445 +/- 0.681 | dlogz: 4.714 > 0.109
iter: 4882 | bound: 70 | nc: 38 | ncall: 175073 | eff(%): 2.789 | loglstar: -inf < -14.028 < inf | logz: -62.437 +/- 0.681 | dlogz: 4.696 > 0.109
iter: 4883 | bound: 70 | nc: 38 | ncall: 175111 | eff(%): 2.789 | loglstar: -inf < -14.017 < inf | logz: -62.428 +/- 0.681 | dlogz: 4.678 > 0.109
iter: 4884 | bound: 70 | nc: 38 | ncall: 175149 | eff(%): 2.788 | loglstar: -inf < -14.012 < inf | logz: -62.420 +/- 0.681 | dlogz: 4.659 > 0.109
iter: 4885 | bound: 70 | nc: 38 | ncall: 175187 | eff(%): 2.788 | loglstar: -inf < -13.998 < inf | logz: -62.412 +/- 0.681 | dlogz: 4.641 > 0.109
iter: 4886 | bound: 70 | nc: 38 | ncall: 175225 | eff(%): 2.788 | loglstar: -inf < -13.995 < inf | logz: -62.404 +/- 0.681 | dlogz: 4.623 > 0.109
iter: 4887 | bound: 70 | nc: 38 | ncall: 175263 | eff(%): 2.788 | loglstar: -inf < -13.989 < inf | logz: -62.396 +/- 0.681 | dlogz: 4.605 > 0.109
iter: 4888 | bound: 71 | nc: 38 | ncall: 175301 | eff(%): 2.788 | loglstar: -inf < -13.989 < inf | logz: -62.388 +/- 0.681 | dlogz: 4.588 > 0.109
iter: 4889 | bound: 71 | nc: 38 | ncall: 175339 | eff(%): 2.788 | loglstar: -inf < -13.983 < inf | logz: -62.380 +/- 0.681 | dlogz: 4.570 > 0.109
iter: 4890 | bound: 71 | nc: 38 | ncall: 175377 | eff(%): 2.788 | loglstar: -inf < -13.971 < inf | logz: -62.372 +/- 0.681 | dlogz: 4.552 > 0.109
iter: 4891 | bound: 71 | nc: 38 | ncall: 175415 | eff(%): 2.788 | loglstar: -inf < -13.965 < inf | logz: -62.365 +/- 0.681 | dlogz: 4.535 > 0.109
iter: 4892 | bound: 71 | nc: 38 | ncall: 175453 | eff(%): 2.788 | loglstar: -inf < -13.939 < inf | logz: -62.357 +/- 0.681 | dlogz: 4.518 > 0.109
iter: 4893 | bound: 71 | nc: 38 | ncall: 175491 | eff(%): 2.788 | loglstar: -inf < -13.917 < inf | logz: -62.349 +/- 0.681 | dlogz: 4.500 > 0.109
iter: 4894 | bound: 71 | nc: 38 | ncall: 175529 | eff(%): 2.788 | loglstar: -inf < -13.903 < inf | logz: -62.342 +/- 0.681 | dlogz: 4.483 > 0.109
iter: 4895 | bound: 71 | nc: 38 | ncall: 175567 | eff(%): 2.788 | loglstar: -inf < -13.903 < inf | logz: -62.334 +/- 0.681 | dlogz: 4.465 > 0.109
iter: 4896 | bound: 71 | nc: 38 | ncall: 175605 | eff(%): 2.788 | loglstar: -inf < -13.902 < inf | logz: -62.327 +/- 0.681 | dlogz: 4.448 > 0.109
iter: 4897 | bound: 71 | nc: 38 | ncall: 175643 | eff(%): 2.788 | loglstar: -inf < -13.883 < inf | logz: -62.319 +/- 0.681 | dlogz: 4.431 > 0.109
iter: 4898 | bound: 71 | nc: 38 | ncall: 175681 | eff(%): 2.788 | loglstar: -inf < -13.862 < inf | logz: -62.312 +/- 0.681 | dlogz: 4.414 > 0.109
iter: 4899 | bound: 71 | nc: 38 | ncall: 175719 | eff(%): 2.788 | loglstar: -inf < -13.861 < inf | logz: -62.304 +/- 0.681 | dlogz: 4.396 > 0.109
iter: 4900 | bound: 71 | nc: 38 | ncall: 175757 | eff(%): 2.788 | loglstar: -inf < -13.822 < inf | logz: -62.297 +/- 0.681 | dlogz: 4.379 > 0.109
iter: 4901 | bound: 71 | nc: 38 | ncall: 175795 | eff(%): 2.788 | loglstar: -inf < -13.803 < inf | logz: -62.289 +/- 0.681 | dlogz: 4.362 > 0.109
iter: 4902 | bound: 71 | nc: 38 | ncall: 175833 | eff(%): 2.788 | loglstar: -inf < -13.786 < inf | logz: -62.282 +/- 0.681 | dlogz: 4.345 > 0.109
iter: 4903 | bound: 71 | nc: 38 | ncall: 175871 | eff(%): 2.788 | loglstar: -inf < -13.745 < inf | logz: -62.274 +/- 0.681 | dlogz: 4.328 > 0.109
iter: 4904 | bound: 71 | nc: 38 | ncall: 175909 | eff(%): 2.788 | loglstar: -inf < -13.720 < inf | logz: -62.267 +/- 0.681 | dlogz: 4.310 > 0.109
iter: 4905 | bound: 71 | nc: 38 | ncall: 175947 | eff(%): 2.788 | loglstar: -inf < -13.717 < inf | logz: -62.259 +/- 0.682 | dlogz: 4.293 > 0.109
iter: 4906 | bound: 71 | nc: 38 | ncall: 175985 | eff(%): 2.788 | loglstar: -inf < -13.715 < inf | logz: -62.251 +/- 0.682 | dlogz: 4.275 > 0.109
iter: 4907 | bound: 71 | nc: 38 | ncall: 176023 | eff(%): 2.788 | loglstar: -inf < -13.670 < inf | logz: -62.244 +/- 0.682 | dlogz: 4.258 > 0.109
iter: 4908 | bound: 71 | nc: 38 | ncall: 176061 | eff(%): 2.788 | loglstar: -inf < -13.668 < inf | logz: -62.236 +/- 0.682 | dlogz: 4.241 > 0.109
iter: 4909 | bound: 71 | nc: 38 | ncall: 176099 | eff(%): 2.788 | loglstar: -inf < -13.668 < inf | logz: -62.229 +/- 0.682 | dlogz: 4.224 > 0.109
iter: 4910 | bound: 71 | nc: 38 | ncall: 176137 | eff(%): 2.788 | loglstar: -inf < -13.594 < inf | logz: -62.221 +/- 0.682 | dlogz: 4.689 > 0.109
iter: 4911 | bound: 71 | nc: 38 | ncall: 176175 | eff(%): 2.788 | loglstar: -inf < -13.586 < inf | logz: -62.213 +/- 0.682 | dlogz: 4.672 > 0.109
iter: 4912 | bound: 71 | nc: 38 | ncall: 176213 | eff(%): 2.788 | loglstar: -inf < -13.511 < inf | logz: -62.205 +/- 0.682 | dlogz: 4.654 > 0.109
iter: 4913 | bound: 71 | nc: 38 | ncall: 176251 | eff(%): 2.788 | loglstar: -inf < -13.499 < inf | logz: -62.197 +/- 0.682 | dlogz: 4.637 > 0.109
iter: 4914 | bound: 71 | nc: 38 | ncall: 176289 | eff(%): 2.787 | loglstar: -inf < -13.498 < inf | logz: -62.188 +/- 0.682 | dlogz: 4.618 > 0.109
iter: 4915 | bound: 71 | nc: 38 | ncall: 176327 | eff(%): 2.787 | loglstar: -inf < -13.497 < inf | logz: -62.180 +/- 0.682 | dlogz: 4.601 > 0.109
iter: 4916 | bound: 71 | nc: 38 | ncall: 176365 | eff(%): 2.787 | loglstar: -inf < -13.479 < inf | logz: -62.173 +/- 0.682 | dlogz: 4.583 > 0.109
iter: 4917 | bound: 71 | nc: 38 | ncall: 176403 | eff(%): 2.787 | loglstar: -inf < -13.475 < inf | logz: -62.165 +/- 0.682 | dlogz: 4.565 > 0.109
iter: 4918 | bound: 71 | nc: 38 | ncall: 176441 | eff(%): 2.787 | loglstar: -inf < -13.473 < inf | logz: -62.157 +/- 0.682 | dlogz: 4.547 > 0.109
iter: 4919 | bound: 71 | nc: 38 | ncall: 176479 | eff(%): 2.787 | loglstar: -inf < -13.471 < inf | logz: -62.149 +/- 0.682 | dlogz: 4.530 > 0.109
iter: 4920 | bound: 71 | nc: 38 | ncall: 176517 | eff(%): 2.787 | loglstar: -inf < -13.465 < inf | logz: -62.142 +/- 0.682 | dlogz: 4.512 > 0.109
iter: 4921 | bound: 71 | nc: 38 | ncall: 176555 | eff(%): 2.787 | loglstar: -inf < -13.452 < inf | logz: -62.134 +/- 0.682 | dlogz: 4.495 > 0.109
iter: 4922 | bound: 71 | nc: 38 | ncall: 176593 | eff(%): 2.787 | loglstar: -inf < -13.440 < inf | logz: -62.127 +/- 0.682 | dlogz: 4.478 > 0.109
iter: 4923 | bound: 71 | nc: 38 | ncall: 176631 | eff(%): 2.787 | loglstar: -inf < -13.440 < inf | logz: -62.119 +/- 0.682 | dlogz: 4.461 > 0.109
iter: 4924 | bound: 71 | nc: 38 | ncall: 176669 | eff(%): 2.787 | loglstar: -inf < -13.413 < inf | logz: -62.112 +/- 0.682 | dlogz: 4.443 > 0.109
iter: 4925 | bound: 71 | nc: 38 | ncall: 176707 | eff(%): 2.787 | loglstar: -inf < -13.366 < inf | logz: -62.104 +/- 0.682 | dlogz: 4.426 > 0.109
iter: 4926 | bound: 71 | nc: 38 | ncall: 176745 | eff(%): 2.787 | loglstar: -inf < -13.362 < inf | logz: -62.097 +/- 0.683 | dlogz: 4.409 > 0.109
iter: 4927 | bound: 71 | nc: 38 | ncall: 176783 | eff(%): 2.787 | loglstar: -inf < -13.352 < inf | logz: -62.089 +/- 0.683 | dlogz: 4.392 > 0.109
iter: 4928 | bound: 71 | nc: 38 | ncall: 176821 | eff(%): 2.787 | loglstar: -inf < -13.345 < inf | logz: -62.082 +/- 0.683 | dlogz: 4.375 > 0.109
iter: 4929 | bound: 71 | nc: 38 | ncall: 176859 | eff(%): 2.787 | loglstar: -inf < -13.341 < inf | logz: -62.075 +/- 0.683 | dlogz: 4.357 > 0.109
iter: 4930 | bound: 71 | nc: 38 | ncall: 176897 | eff(%): 2.787 | loglstar: -inf < -13.338 < inf | logz: -62.067 +/- 0.683 | dlogz: 4.340 > 0.109
iter: 4931 | bound: 71 | nc: 38 | ncall: 176935 | eff(%): 2.787 | loglstar: -inf < -13.336 < inf | logz: -62.060 +/- 0.683 | dlogz: 4.323 > 0.109
iter: 4932 | bound: 71 | nc: 38 | ncall: 176973 | eff(%): 2.787 | loglstar: -inf < -13.333 < inf | logz: -62.053 +/- 0.683 | dlogz: 4.307 > 0.109
iter: 4933 | bound: 71 | nc: 38 | ncall: 177011 | eff(%): 2.787 | loglstar: -inf < -13.310 < inf | logz: -62.046 +/- 0.683 | dlogz: 4.290 > 0.109
iter: 4934 | bound: 71 | nc: 38 | ncall: 177049 | eff(%): 2.787 | loglstar: -inf < -13.291 < inf | logz: -62.039 +/- 0.683 | dlogz: 4.273 > 0.109
iter: 4935 | bound: 71 | nc: 38 | ncall: 177087 | eff(%): 2.787 | loglstar: -inf < -13.290 < inf | logz: -62.032 +/- 0.683 | dlogz: 4.256 > 0.109
iter: 4936 | bound: 71 | nc: 38 | ncall: 177125 | eff(%): 2.787 | loglstar: -inf < -13.285 < inf | logz: -62.025 +/- 0.683 | dlogz: 4.240 > 0.109
iter: 4937 | bound: 71 | nc: 38 | ncall: 177163 | eff(%): 2.787 | loglstar: -inf < -13.273 < inf | logz: -62.019 +/- 0.683 | dlogz: 4.223 > 0.109
iter: 4938 | bound: 71 | nc: 38 | ncall: 177201 | eff(%): 2.787 | loglstar: -inf < -13.242 < inf | logz: -62.012 +/- 0.683 | dlogz: 4.207 > 0.109
iter: 4939 | bound: 71 | nc: 38 | ncall: 177239 | eff(%): 2.787 | loglstar: -inf < -13.233 < inf | logz: -62.005 +/- 0.683 | dlogz: 4.190 > 0.109
iter: 4940 | bound: 71 | nc: 38 | ncall: 177277 | eff(%): 2.787 | loglstar: -inf < -13.225 < inf | logz: -61.998 +/- 0.683 | dlogz: 4.174 > 0.109
iter: 4941 | bound: 71 | nc: 38 | ncall: 177315 | eff(%): 2.787 | loglstar: -inf < -13.196 < inf | logz: -61.991 +/- 0.683 | dlogz: 4.157 > 0.109
iter: 4942 | bound: 71 | nc: 38 | ncall: 177353 | eff(%): 2.787 | loglstar: -inf < -13.193 < inf | logz: -61.984 +/- 0.683 | dlogz: 4.141 > 0.109
iter: 4943 | bound: 71 | nc: 38 | ncall: 177391 | eff(%): 2.786 | loglstar: -inf < -13.188 < inf | logz: -61.978 +/- 0.683 | dlogz: 4.124 > 0.109
iter: 4944 | bound: 71 | nc: 38 | ncall: 177429 | eff(%): 2.786 | loglstar: -inf < -13.187 < inf | logz: -61.971 +/- 0.683 | dlogz: 4.108 > 0.109
iter: 4945 | bound: 71 | nc: 38 | ncall: 177467 | eff(%): 2.786 | loglstar: -inf < -13.175 < inf | logz: -61.964 +/- 0.683 | dlogz: 4.091 > 0.109
iter: 4946 | bound: 71 | nc: 38 | ncall: 177505 | eff(%): 2.786 | loglstar: -inf < -13.156 < inf | logz: -61.958 +/- 0.683 | dlogz: 4.075 > 0.109
iter: 4947 | bound: 71 | nc: 38 | ncall: 177543 | eff(%): 2.786 | loglstar: -inf < -13.133 < inf | logz: -61.951 +/- 0.683 | dlogz: 4.059 > 0.109
iter: 4948 | bound: 71 | nc: 38 | ncall: 177581 | eff(%): 2.786 | loglstar: -inf < -13.124 < inf | logz: -61.945 +/- 0.683 | dlogz: 4.043 > 0.109
iter: 4949 | bound: 71 | nc: 38 | ncall: 177619 | eff(%): 2.786 | loglstar: -inf < -13.115 < inf | logz: -61.938 +/- 0.683 | dlogz: 4.026 > 0.109
iter: 4950 | bound: 71 | nc: 38 | ncall: 177657 | eff(%): 2.786 | loglstar: -inf < -13.107 < inf | logz: -61.932 +/- 0.684 | dlogz: 4.010 > 0.109
iter: 4951 | bound: 71 | nc: 38 | ncall: 177695 | eff(%): 2.786 | loglstar: -inf < -13.104 < inf | logz: -61.925 +/- 0.684 | dlogz: 3.994 > 0.109
iter: 4952 | bound: 71 | nc: 38 | ncall: 177733 | eff(%): 2.786 | loglstar: -inf < -13.095 < inf | logz: -61.919 +/- 0.684 | dlogz: 3.978 > 0.109
iter: 4953 | bound: 71 | nc: 38 | ncall: 177771 | eff(%): 2.786 | loglstar: -inf < -13.085 < inf | logz: -61.912 +/- 0.684 | dlogz: 3.962 > 0.109
iter: 4954 | bound: 71 | nc: 38 | ncall: 177809 | eff(%): 2.786 | loglstar: -inf < -13.060 < inf | logz: -61.906 +/- 0.684 | dlogz: 3.946 > 0.109
iter: 4955 | bound: 71 | nc: 38 | ncall: 177847 | eff(%): 2.786 | loglstar: -inf < -13.054 < inf | logz: -61.900 +/- 0.684 | dlogz: 3.930 > 0.109
iter: 4956 | bound: 71 | nc: 38 | ncall: 177885 | eff(%): 2.786 | loglstar: -inf < -13.049 < inf | logz: -61.894 +/- 0.684 | dlogz: 3.914 > 0.109
iter: 4957 | bound: 71 | nc: 38 | ncall: 177923 | eff(%): 2.786 | loglstar: -inf < -13.025 < inf | logz: -61.887 +/- 0.684 | dlogz: 3.898 > 0.109
iter: 4958 | bound: 71 | nc: 38 | ncall: 177961 | eff(%): 2.786 | loglstar: -inf < -13.016 < inf | logz: -61.881 +/- 0.684 | dlogz: 3.882 > 0.109
iter: 4959 | bound: 71 | nc: 38 | ncall: 177999 | eff(%): 2.786 | loglstar: -inf < -13.007 < inf | logz: -61.875 +/- 0.684 | dlogz: 3.866 > 0.109
iter: 4960 | bound: 71 | nc: 38 | ncall: 178037 | eff(%): 2.786 | loglstar: -inf < -12.997 < inf | logz: -61.869 +/- 0.684 | dlogz: 3.851 > 0.109
iter: 4961 | bound: 71 | nc: 38 | ncall: 178075 | eff(%): 2.786 | loglstar: -inf < -12.958 < inf | logz: -61.863 +/- 0.684 | dlogz: 3.835 > 0.109
iter: 4962 | bound: 71 | nc: 38 | ncall: 178113 | eff(%): 2.786 | loglstar: -inf < -12.945 < inf | logz: -61.856 +/- 0.684 | dlogz: 3.819 > 0.109
iter: 4963 | bound: 71 | nc: 38 | ncall: 178151 | eff(%): 2.786 | loglstar: -inf < -12.930 < inf | logz: -61.850 +/- 0.684 | dlogz: 3.803 > 0.109
iter: 4964 | bound: 71 | nc: 38 | ncall: 178189 | eff(%): 2.786 | loglstar: -inf < -12.927 < inf | logz: -61.844 +/- 0.684 | dlogz: 3.787 > 0.109
iter: 4965 | bound: 71 | nc: 38 | ncall: 178227 | eff(%): 2.786 | loglstar: -inf < -12.915 < inf | logz: -61.838 +/- 0.684 | dlogz: 3.772 > 0.109
iter: 4966 | bound: 71 | nc: 38 | ncall: 178265 | eff(%): 2.786 | loglstar: -inf < -12.904 < inf | logz: -61.831 +/- 0.684 | dlogz: 3.756 > 0.109
iter: 4967 | bound: 71 | nc: 38 | ncall: 178303 | eff(%): 2.786 | loglstar: -inf < -12.903 < inf | logz: -61.825 +/- 0.684 | dlogz: 3.740 > 0.109
iter: 4968 | bound: 71 | nc: 38 | ncall: 178341 | eff(%): 2.786 | loglstar: -inf < -12.895 < inf | logz: -61.819 +/- 0.684 | dlogz: 3.724 > 0.109
iter: 4969 | bound: 71 | nc: 38 | ncall: 178379 | eff(%): 2.786 | loglstar: -inf < -12.881 < inf | logz: -61.813 +/- 0.684 | dlogz: 3.709 > 0.109
iter: 4970 | bound: 71 | nc: 38 | ncall: 178417 | eff(%): 2.786 | loglstar: -inf < -12.872 < inf | logz: -61.808 +/- 0.684 | dlogz: 3.693 > 0.109
iter: 4971 | bound: 71 | nc: 38 | ncall: 178455 | eff(%): 2.786 | loglstar: -inf < -12.858 < inf | logz: -61.802 +/- 0.684 | dlogz: 3.678 > 0.109
iter: 4972 | bound: 71 | nc: 38 | ncall: 178493 | eff(%): 2.786 | loglstar: -inf < -12.858 < inf | logz: -61.796 +/- 0.684 | dlogz: 3.662 > 0.109
iter: 4973 | bound: 71 | nc: 38 | ncall: 178531 | eff(%): 2.786 | loglstar: -inf < -12.849 < inf | logz: -61.790 +/- 0.684 | dlogz: 3.647 > 0.109
iter: 4974 | bound: 71 | nc: 38 | ncall: 178569 | eff(%): 2.785 | loglstar: -inf < -12.833 < inf | logz: -61.784 +/- 0.684 | dlogz: 3.632 > 0.109
iter: 4975 | bound: 71 | nc: 38 | ncall: 178607 | eff(%): 2.785 | loglstar: -inf < -12.807 < inf | logz: -61.778 +/- 0.684 | dlogz: 3.616 > 0.109
iter: 4976 | bound: 71 | nc: 38 | ncall: 178645 | eff(%): 2.785 | loglstar: -inf < -12.803 < inf | logz: -61.773 +/- 0.684 | dlogz: 3.601 > 0.109
iter: 4977 | bound: 71 | nc: 38 | ncall: 178683 | eff(%): 2.785 | loglstar: -inf < -12.760 < inf | logz: -61.767 +/- 0.684 | dlogz: 3.586 > 0.109
iter: 4978 | bound: 71 | nc: 38 | ncall: 178721 | eff(%): 2.785 | loglstar: -inf < -12.744 < inf | logz: -61.761 +/- 0.685 | dlogz: 3.570 > 0.109
iter: 4979 | bound: 71 | nc: 38 | ncall: 178759 | eff(%): 2.785 | loglstar: -inf < -12.734 < inf | logz: -61.755 +/- 0.685 | dlogz: 3.555 > 0.109
iter: 4980 | bound: 71 | nc: 38 | ncall: 178797 | eff(%): 2.785 | loglstar: -inf < -12.700 < inf | logz: -61.749 +/- 0.685 | dlogz: 3.539 > 0.109
iter: 4981 | bound: 71 | nc: 38 | ncall: 178835 | eff(%): 2.785 | loglstar: -inf < -12.676 < inf | logz: -61.743 +/- 0.685 | dlogz: 3.524 > 0.109
iter: 4982 | bound: 71 | nc: 38 | ncall: 178873 | eff(%): 2.785 | loglstar: -inf < -12.676 < inf | logz: -61.737 +/- 0.685 | dlogz: 3.509 > 0.109
iter: 4983 | bound: 71 | nc: 38 | ncall: 178911 | eff(%): 2.785 | loglstar: -inf < -12.646 < inf | logz: -61.731 +/- 0.685 | dlogz: 3.493 > 0.109
iter: 4984 | bound: 71 | nc: 38 | ncall: 178949 | eff(%): 2.785 | loglstar: -inf < -12.644 < inf | logz: -61.725 +/- 0.685 | dlogz: 3.478 > 0.109
iter: 4985 | bound: 71 | nc: 38 | ncall: 178987 | eff(%): 2.785 | loglstar: -inf < -12.643 < inf | logz: -61.719 +/- 0.685 | dlogz: 3.462 > 0.109
iter: 4986 | bound: 71 | nc: 38 | ncall: 179025 | eff(%): 2.785 | loglstar: -inf < -12.638 < inf | logz: -61.713 +/- 0.685 | dlogz: 3.447 > 0.109
iter: 4987 | bound: 72 | nc: 38 | ncall: 179063 | eff(%): 2.785 | loglstar: -inf < -12.632 < inf | logz: -61.707 +/- 0.685 | dlogz: 3.431 > 0.109
iter: 4988 | bound: 72 | nc: 38 | ncall: 179101 | eff(%): 2.785 | loglstar: -inf < -12.626 < inf | logz: -61.702 +/- 0.685 | dlogz: 3.416 > 0.109
iter: 4989 | bound: 72 | nc: 38 | ncall: 179139 | eff(%): 2.785 | loglstar: -inf < -12.625 < inf | logz: -61.696 +/- 0.685 | dlogz: 3.401 > 0.109
iter: 4990 | bound: 72 | nc: 38 | ncall: 179177 | eff(%): 2.785 | loglstar: -inf < -12.573 < inf | logz: -61.690 +/- 0.685 | dlogz: 3.386 > 0.109
iter: 4991 | bound: 72 | nc: 38 | ncall: 179215 | eff(%): 2.785 | loglstar: -inf < -12.573 < inf | logz: -61.684 +/- 0.685 | dlogz: 3.371 > 0.109
iter: 4992 | bound: 72 | nc: 38 | ncall: 179253 | eff(%): 2.785 | loglstar: -inf < -12.562 < inf | logz: -61.679 +/- 0.685 | dlogz: 3.356 > 0.109
iter: 4993 | bound: 73 | nc: 38 | ncall: 179291 | eff(%): 2.785 | loglstar: -inf < -12.522 < inf | logz: -61.673 +/- 0.685 | dlogz: 3.446 > 0.109
iter: 4994 | bound: 73 | nc: 38 | ncall: 179329 | eff(%): 2.785 | loglstar: -inf < -12.521 < inf | logz: -61.667 +/- 0.685 | dlogz: 3.431 > 0.109
iter: 4995 | bound: 73 | nc: 38 | ncall: 179367 | eff(%): 2.785 | loglstar: -inf < -12.508 < inf | logz: -61.661 +/- 0.685 | dlogz: 3.416 > 0.109
iter: 4996 | bound: 73 | nc: 38 | ncall: 179405 | eff(%): 2.785 | loglstar: -inf < -12.495 < inf | logz: -61.656 +/- 0.685 | dlogz: 3.400 > 0.109
iter: 4997 | bound: 73 | nc: 38 | ncall: 179443 | eff(%): 2.785 | loglstar: -inf < -12.476 < inf | logz: -61.650 +/- 0.685 | dlogz: 3.385 > 0.109
iter: 4998 | bound: 73 | nc: 38 | ncall: 179481 | eff(%): 2.785 | loglstar: -inf < -12.472 < inf | logz: -61.644 +/- 0.685 | dlogz: 3.370 > 0.109
iter: 4999 | bound: 73 | nc: 38 | ncall: 179519 | eff(%): 2.785 | loglstar: -inf < -12.461 < inf | logz: -61.639 +/- 0.685 | dlogz: 3.355 > 0.109
iter: 5000 | bound: 73 | nc: 38 | ncall: 179557 | eff(%): 2.785 | loglstar: -inf < -12.434 < inf | logz: -61.633 +/- 0.685 | dlogz: 3.340 > 0.109
iter: 5001 | bound: 73 | nc: 38 | ncall: 179595 | eff(%): 2.785 | loglstar: -inf < -12.410 < inf | logz: -61.627 +/- 0.685 | dlogz: 3.325 > 0.109
iter: 5002 | bound: 73 | nc: 38 | ncall: 179633 | eff(%): 2.785 | loglstar: -inf < -12.403 < inf | logz: -61.621 +/- 0.685 | dlogz: 3.310 > 0.109
iter: 5003 | bound: 73 | nc: 38 | ncall: 179671 | eff(%): 2.785 | loglstar: -inf < -12.394 < inf | logz: -61.616 +/- 0.685 | dlogz: 5.512 > 0.109
iter: 5004 | bound: 73 | nc: 38 | ncall: 179709 | eff(%): 2.785 | loglstar: -inf < -12.377 < inf | logz: -61.610 +/- 0.686 | dlogz: 5.497 > 0.109
iter: 5005 | bound: 73 | nc: 38 | ncall: 179747 | eff(%): 2.784 | loglstar: -inf < -12.374 < inf | logz: -61.604 +/- 0.686 | dlogz: 5.481 > 0.109
iter: 5006 | bound: 73 | nc: 38 | ncall: 179785 | eff(%): 2.784 | loglstar: -inf < -12.355 < inf | logz: -61.599 +/- 0.686 | dlogz: 5.466 > 0.109
iter: 5007 | bound: 73 | nc: 38 | ncall: 179823 | eff(%): 2.784 | loglstar: -inf < -12.322 < inf | logz: -61.593 +/- 0.686 | dlogz: 5.450 > 0.109
iter: 5008 | bound: 73 | nc: 38 | ncall: 179861 | eff(%): 2.784 | loglstar: -inf < -12.267 < inf | logz: -61.587 +/- 0.686 | dlogz: 5.435 > 0.109
iter: 5009 | bound: 73 | nc: 38 | ncall: 179899 | eff(%): 2.784 | loglstar: -inf < -12.260 < inf | logz: -61.581 +/- 0.686 | dlogz: 5.419 > 0.109
iter: 5010 | bound: 73 | nc: 38 | ncall: 179937 | eff(%): 2.784 | loglstar: -inf < -12.255 < inf | logz: -61.575 +/- 0.686 | dlogz: 5.403 > 0.109
iter: 5011 | bound: 73 | nc: 38 | ncall: 179975 | eff(%): 2.784 | loglstar: -inf < -12.223 < inf | logz: -61.569 +/- 0.686 | dlogz: 5.387 > 0.109
iter: 5012 | bound: 73 | nc: 38 | ncall: 180013 | eff(%): 2.784 | loglstar: -inf < -12.160 < inf | logz: -61.563 +/- 0.686 | dlogz: 5.372 > 0.109
iter: 5013 | bound: 73 | nc: 38 | ncall: 180051 | eff(%): 2.784 | loglstar: -inf < -12.149 < inf | logz: -61.557 +/- 0.686 | dlogz: 5.356 > 0.109
iter: 5014 | bound: 73 | nc: 38 | ncall: 180089 | eff(%): 2.784 | loglstar: -inf < -12.145 < inf | logz: -61.551 +/- 0.686 | dlogz: 5.340 > 0.109
iter: 5015 | bound: 73 | nc: 38 | ncall: 180127 | eff(%): 2.784 | loglstar: -inf < -12.135 < inf | logz: -61.545 +/- 0.686 | dlogz: 5.324 > 0.109
iter: 5016 | bound: 73 | nc: 38 | ncall: 180165 | eff(%): 2.784 | loglstar: -inf < -12.107 < inf | logz: -61.539 +/- 0.686 | dlogz: 5.308 > 0.109
iter: 5017 | bound: 73 | nc: 38 | ncall: 180203 | eff(%): 2.784 | loglstar: -inf < -12.095 < inf | logz: -61.533 +/- 0.686 | dlogz: 5.292 > 0.109
iter: 5018 | bound: 73 | nc: 38 | ncall: 180241 | eff(%): 2.784 | loglstar: -inf < -12.061 < inf | logz: -61.526 +/- 0.686 | dlogz: 5.276 > 0.109
iter: 5019 | bound: 73 | nc: 38 | ncall: 180279 | eff(%): 2.784 | loglstar: -inf < -12.053 < inf | logz: -61.520 +/- 0.686 | dlogz: 5.259 > 0.109
iter: 5020 | bound: 73 | nc: 38 | ncall: 180317 | eff(%): 2.784 | loglstar: -inf < -12.004 < inf | logz: -61.514 +/- 0.686 | dlogz: 5.243 > 0.109
iter: 5021 | bound: 73 | nc: 38 | ncall: 180355 | eff(%): 2.784 | loglstar: -inf < -12.001 < inf | logz: -61.508 +/- 0.686 | dlogz: 5.227 > 0.109
iter: 5022 | bound: 73 | nc: 38 | ncall: 180393 | eff(%): 2.784 | loglstar: -inf < -11.978 < inf | logz: -61.501 +/- 0.686 | dlogz: 5.211 > 0.109
iter: 5023 | bound: 73 | nc: 38 | ncall: 180431 | eff(%): 2.784 | loglstar: -inf < -11.973 < inf | logz: -61.495 +/- 0.686 | dlogz: 5.195 > 0.109
iter: 5024 | bound: 73 | nc: 38 | ncall: 180469 | eff(%): 2.784 | loglstar: -inf < -11.968 < inf | logz: -61.489 +/- 0.686 | dlogz: 5.179 > 0.109
iter: 5025 | bound: 73 | nc: 38 | ncall: 180507 | eff(%): 2.784 | loglstar: -inf < -11.957 < inf | logz: -61.482 +/- 0.686 | dlogz: 5.163 > 0.109
iter: 5026 | bound: 73 | nc: 38 | ncall: 180545 | eff(%): 2.784 | loglstar: -inf < -11.937 < inf | logz: -61.476 +/- 0.687 | dlogz: 5.147 > 0.109
iter: 5027 | bound: 73 | nc: 38 | ncall: 180583 | eff(%): 2.784 | loglstar: -inf < -11.922 < inf | logz: -61.470 +/- 0.687 | dlogz: 5.130 > 0.109
iter: 5028 | bound: 73 | nc: 38 | ncall: 180621 | eff(%): 2.784 | loglstar: -inf < -11.894 < inf | logz: -61.464 +/- 0.687 | dlogz: 5.114 > 0.109
iter: 5029 | bound: 73 | nc: 38 | ncall: 180659 | eff(%): 2.784 | loglstar: -inf < -11.883 < inf | logz: -61.458 +/- 0.687 | dlogz: 5.098 > 0.109
iter: 5030 | bound: 73 | nc: 38 | ncall: 180697 | eff(%): 2.784 | loglstar: -inf < -11.874 < inf | logz: -61.451 +/- 0.687 | dlogz: 5.082 > 0.109
iter: 5031 | bound: 74 | nc: 38 | ncall: 180735 | eff(%): 2.784 | loglstar: -inf < -11.867 < inf | logz: -61.445 +/- 0.687 | dlogz: 5.066 > 0.109
iter: 5032 | bound: 74 | nc: 38 | ncall: 180773 | eff(%): 2.784 | loglstar: -inf < -11.846 < inf | logz: -61.439 +/- 0.687 | dlogz: 5.050 > 0.109
iter: 5033 | bound: 74 | nc: 38 | ncall: 180811 | eff(%): 2.784 | loglstar: -inf < -11.846 < inf | logz: -61.433 +/- 0.687 | dlogz: 5.034 > 0.109
iter: 5034 | bound: 74 | nc: 38 | ncall: 180849 | eff(%): 2.784 | loglstar: -inf < -11.833 < inf | logz: -61.427 +/- 0.687 | dlogz: 5.018 > 0.109
iter: 5035 | bound: 74 | nc: 38 | ncall: 180887 | eff(%): 2.784 | loglstar: -inf < -11.826 < inf | logz: -61.421 +/- 0.687 | dlogz: 5.002 > 0.109
iter: 5036 | bound: 74 | nc: 38 | ncall: 180925 | eff(%): 2.783 | loglstar: -inf < -11.811 < inf | logz: -61.415 +/- 0.687 | dlogz: 4.986 > 0.109
iter: 5037 | bound: 74 | nc: 38 | ncall: 180963 | eff(%): 2.783 | loglstar: -inf < -11.797 < inf | logz: -61.409 +/- 0.687 | dlogz: 4.971 > 0.109
iter: 5038 | bound: 74 | nc: 38 | ncall: 181001 | eff(%): 2.783 | loglstar: -inf < -11.791 < inf | logz: -61.403 +/- 0.687 | dlogz: 4.955 > 0.109
iter: 5039 | bound: 74 | nc: 38 | ncall: 181039 | eff(%): 2.783 | loglstar: -inf < -11.772 < inf | logz: -61.397 +/- 0.687 | dlogz: 4.939 > 0.109
iter: 5040 | bound: 74 | nc: 38 | ncall: 181077 | eff(%): 2.783 | loglstar: -inf < -11.769 < inf | logz: -61.391 +/- 0.687 | dlogz: 4.923 > 0.109
iter: 5041 | bound: 74 | nc: 38 | ncall: 181115 | eff(%): 2.783 | loglstar: -inf < -11.767 < inf | logz: -61.385 +/- 0.687 | dlogz: 4.907 > 0.109
iter: 5042 | bound: 74 | nc: 38 | ncall: 181153 | eff(%): 2.783 | loglstar: -inf < -11.767 < inf | logz: -61.379 +/- 0.687 | dlogz: 4.892 > 0.109
iter: 5043 | bound: 74 | nc: 38 | ncall: 181191 | eff(%): 2.783 | loglstar: -inf < -11.762 < inf | logz: -61.374 +/- 0.687 | dlogz: 4.876 > 0.109
iter: 5044 | bound: 74 | nc: 38 | ncall: 181229 | eff(%): 2.783 | loglstar: -inf < -11.755 < inf | logz: -61.368 +/- 0.687 | dlogz: 4.861 > 0.109
iter: 5045 | bound: 74 | nc: 38 | ncall: 181267 | eff(%): 2.783 | loglstar: -inf < -11.745 < inf | logz: -61.363 +/- 0.687 | dlogz: 4.845 > 0.109
iter: 5046 | bound: 74 | nc: 38 | ncall: 181305 | eff(%): 2.783 | loglstar: -inf < -11.745 < inf | logz: -61.357 +/- 0.687 | dlogz: 4.830 > 0.109
iter: 5047 | bound: 74 | nc: 38 | ncall: 181343 | eff(%): 2.783 | loglstar: -inf < -11.724 < inf | logz: -61.352 +/- 0.688 | dlogz: 4.815 > 0.109
iter: 5048 | bound: 74 | nc: 38 | ncall: 181381 | eff(%): 2.783 | loglstar: -inf < -11.720 < inf | logz: -61.346 +/- 0.688 | dlogz: 4.799 > 0.109
iter: 5049 | bound: 74 | nc: 38 | ncall: 181419 | eff(%): 2.783 | loglstar: -inf < -11.707 < inf | logz: -61.341 +/- 0.688 | dlogz: 4.784 > 0.109
iter: 5050 | bound: 74 | nc: 38 | ncall: 181457 | eff(%): 2.783 | loglstar: -inf < -11.691 < inf | logz: -61.335 +/- 0.688 | dlogz: 4.769 > 0.109
iter: 5051 | bound: 74 | nc: 38 | ncall: 181495 | eff(%): 2.783 | loglstar: -inf < -11.689 < inf | logz: -61.330 +/- 0.688 | dlogz: 4.753 > 0.109
iter: 5052 | bound: 74 | nc: 38 | ncall: 181533 | eff(%): 2.783 | loglstar: -inf < -11.671 < inf | logz: -61.325 +/- 0.688 | dlogz: 4.738 > 0.109
iter: 5053 | bound: 74 | nc: 38 | ncall: 181571 | eff(%): 2.783 | loglstar: -inf < -11.668 < inf | logz: -61.319 +/- 0.688 | dlogz: 4.723 > 0.109
iter: 5054 | bound: 74 | nc: 38 | ncall: 181609 | eff(%): 2.783 | loglstar: -inf < -11.666 < inf | logz: -61.314 +/- 0.688 | dlogz: 4.708 > 0.109
iter: 5055 | bound: 74 | nc: 38 | ncall: 181647 | eff(%): 2.783 | loglstar: -inf < -11.659 < inf | logz: -61.309 +/- 0.688 | dlogz: 4.693 > 0.109
iter: 5056 | bound: 74 | nc: 38 | ncall: 181685 | eff(%): 2.783 | loglstar: -inf < -11.653 < inf | logz: -61.304 +/- 0.688 | dlogz: 4.678 > 0.109
iter: 5057 | bound: 74 | nc: 38 | ncall: 181723 | eff(%): 2.783 | loglstar: -inf < -11.650 < inf | logz: -61.298 +/- 0.688 | dlogz: 4.663 > 0.109
iter: 5058 | bound: 74 | nc: 38 | ncall: 181761 | eff(%): 2.783 | loglstar: -inf < -11.637 < inf | logz: -61.293 +/- 0.688 | dlogz: 4.648 > 0.109
iter: 5059 | bound: 74 | nc: 38 | ncall: 181799 | eff(%): 2.783 | loglstar: -inf < -11.629 < inf | logz: -61.288 +/- 0.688 | dlogz: 4.633 > 0.109
iter: 5060 | bound: 74 | nc: 38 | ncall: 181837 | eff(%): 2.783 | loglstar: -inf < -11.613 < inf | logz: -61.283 +/- 0.688 | dlogz: 4.618 > 0.109
iter: 5061 | bound: 74 | nc: 38 | ncall: 181875 | eff(%): 2.783 | loglstar: -inf < -11.598 < inf | logz: -61.278 +/- 0.688 | dlogz: 4.603 > 0.109
iter: 5062 | bound: 74 | nc: 38 | ncall: 181913 | eff(%): 2.783 | loglstar: -inf < -11.575 < inf | logz: -61.273 +/- 0.688 | dlogz: 4.588 > 0.109
iter: 5063 | bound: 74 | nc: 38 | ncall: 181951 | eff(%): 2.783 | loglstar: -inf < -11.558 < inf | logz: -61.268 +/- 0.688 | dlogz: 4.574 > 0.109
iter: 5064 | bound: 74 | nc: 38 | ncall: 181989 | eff(%): 2.783 | loglstar: -inf < -11.543 < inf | logz: -61.263 +/- 0.688 | dlogz: 4.559 > 0.109
iter: 5065 | bound: 74 | nc: 38 | ncall: 182027 | eff(%): 2.783 | loglstar: -inf < -11.540 < inf | logz: -61.258 +/- 0.688 | dlogz: 4.544 > 0.109
iter: 5066 | bound: 75 | nc: 38 | ncall: 182065 | eff(%): 2.783 | loglstar: -inf < -11.528 < inf | logz: -61.253 +/- 0.688 | dlogz: 4.529 > 0.109
iter: 5067 | bound: 75 | nc: 38 | ncall: 182103 | eff(%): 2.782 | loglstar: -inf < -11.518 < inf | logz: -61.248 +/- 0.688 | dlogz: 4.514 > 0.109
iter: 5068 | bound: 75 | nc: 38 | ncall: 182141 | eff(%): 2.782 | loglstar: -inf < -11.507 < inf | logz: -61.243 +/- 0.688 | dlogz: 4.499 > 0.109
iter: 5069 | bound: 75 | nc: 38 | ncall: 182179 | eff(%): 2.782 | loglstar: -inf < -11.475 < inf | logz: -61.238 +/- 0.688 | dlogz: 4.485 > 0.109
iter: 5070 | bound: 75 | nc: 38 | ncall: 182217 | eff(%): 2.782 | loglstar: -inf < -11.468 < inf | logz: -61.233 +/- 0.688 | dlogz: 4.470 > 0.109
iter: 5071 | bound: 75 | nc: 38 | ncall: 182255 | eff(%): 2.782 | loglstar: -inf < -11.444 < inf | logz: -61.228 +/- 0.688 | dlogz: 4.455 > 0.109
iter: 5072 | bound: 75 | nc: 38 | ncall: 182293 | eff(%): 2.782 | loglstar: -inf < -11.419 < inf | logz: -61.223 +/- 0.688 | dlogz: 4.440 > 0.109
iter: 5073 | bound: 75 | nc: 38 | ncall: 182331 | eff(%): 2.782 | loglstar: -inf < -11.410 < inf | logz: -61.218 +/- 0.689 | dlogz: 4.425 > 0.109
iter: 5074 | bound: 75 | nc: 38 | ncall: 182369 | eff(%): 2.782 | loglstar: -inf < -11.393 < inf | logz: -61.213 +/- 0.689 | dlogz: 4.410 > 0.109
iter: 5075 | bound: 75 | nc: 38 | ncall: 182407 | eff(%): 2.782 | loglstar: -inf < -11.371 < inf | logz: -61.207 +/- 0.689 | dlogz: 4.396 > 0.109
iter: 5076 | bound: 75 | nc: 38 | ncall: 182445 | eff(%): 2.782 | loglstar: -inf < -11.368 < inf | logz: -61.202 +/- 0.689 | dlogz: 4.381 > 0.109
iter: 5077 | bound: 75 | nc: 38 | ncall: 182483 | eff(%): 2.782 | loglstar: -inf < -11.327 < inf | logz: -61.197 +/- 0.689 | dlogz: 4.366 > 0.109
iter: 5078 | bound: 75 | nc: 38 | ncall: 182521 | eff(%): 2.782 | loglstar: -inf < -11.315 < inf | logz: -61.192 +/- 0.689 | dlogz: 4.351 > 0.109
iter: 5079 | bound: 75 | nc: 38 | ncall: 182559 | eff(%): 2.782 | loglstar: -inf < -11.301 < inf | logz: -61.187 +/- 0.689 | dlogz: 4.336 > 0.109
iter: 5080 | bound: 75 | nc: 38 | ncall: 182597 | eff(%): 2.782 | loglstar: -inf < -11.300 < inf | logz: -61.182 +/- 0.689 | dlogz: 4.321 > 0.109
iter: 5081 | bound: 75 | nc: 38 | ncall: 182635 | eff(%): 2.782 | loglstar: -inf < -11.298 < inf | logz: -61.177 +/- 0.689 | dlogz: 4.306 > 0.109
iter: 5082 | bound: 75 | nc: 38 | ncall: 182673 | eff(%): 2.782 | loglstar: -inf < -11.292 < inf | logz: -61.172 +/- 0.689 | dlogz: 4.291 > 0.109
iter: 5083 | bound: 75 | nc: 38 | ncall: 182711 | eff(%): 2.782 | loglstar: -inf < -11.285 < inf | logz: -61.167 +/- 0.689 | dlogz: 4.277 > 0.109
iter: 5084 | bound: 75 | nc: 38 | ncall: 182749 | eff(%): 2.782 | loglstar: -inf < -11.279 < inf | logz: -61.162 +/- 0.689 | dlogz: 4.262 > 0.109
iter: 5085 | bound: 75 | nc: 38 | ncall: 182787 | eff(%): 2.782 | loglstar: -inf < -11.265 < inf | logz: -61.157 +/- 0.689 | dlogz: 4.247 > 0.109
iter: 5086 | bound: 75 | nc: 38 | ncall: 182825 | eff(%): 2.782 | loglstar: -inf < -11.261 < inf | logz: -61.152 +/- 0.689 | dlogz: 4.233 > 0.109
iter: 5087 | bound: 75 | nc: 38 | ncall: 182863 | eff(%): 2.782 | loglstar: -inf < -11.260 < inf | logz: -61.147 +/- 0.689 | dlogz: 4.218 > 0.109
iter: 5088 | bound: 75 | nc: 38 | ncall: 182901 | eff(%): 2.782 | loglstar: -inf < -11.240 < inf | logz: -61.142 +/- 0.689 | dlogz: 4.203 > 0.109
iter: 5089 | bound: 75 | nc: 38 | ncall: 182939 | eff(%): 2.782 | loglstar: -inf < -11.223 < inf | logz: -61.137 +/- 0.689 | dlogz: 4.189 > 0.109
iter: 5090 | bound: 75 | nc: 38 | ncall: 182977 | eff(%): 2.782 | loglstar: -inf < -11.161 < inf | logz: -61.132 +/- 0.689 | dlogz: 4.174 > 0.109
iter: 5091 | bound: 75 | nc: 38 | ncall: 183015 | eff(%): 2.782 | loglstar: -inf < -11.159 < inf | logz: -61.127 +/- 0.689 | dlogz: 4.160 > 0.109
iter: 5092 | bound: 75 | nc: 38 | ncall: 183053 | eff(%): 2.782 | loglstar: -inf < -11.151 < inf | logz: -61.122 +/- 0.689 | dlogz: 4.145 > 0.109
iter: 5093 | bound: 75 | nc: 38 | ncall: 183091 | eff(%): 2.782 | loglstar: -inf < -11.136 < inf | logz: -61.118 +/- 0.689 | dlogz: 4.130 > 0.109
iter: 5094 | bound: 75 | nc: 38 | ncall: 183129 | eff(%): 2.782 | loglstar: -inf < -11.121 < inf | logz: -61.113 +/- 0.689 | dlogz: 4.116 > 0.109
iter: 5095 | bound: 75 | nc: 38 | ncall: 183167 | eff(%): 2.782 | loglstar: -inf < -11.113 < inf | logz: -61.108 +/- 0.689 | dlogz: 4.101 > 0.109
iter: 5096 | bound: 75 | nc: 38 | ncall: 183205 | eff(%): 2.782 | loglstar: -inf < -11.112 < inf | logz: -61.103 +/- 0.689 | dlogz: 4.086 > 0.109
iter: 5097 | bound: 75 | nc: 38 | ncall: 183243 | eff(%): 2.782 | loglstar: -inf < -11.107 < inf | logz: -61.098 +/- 0.690 | dlogz: 4.072 > 0.109
iter: 5098 | bound: 75 | nc: 38 | ncall: 183281 | eff(%): 2.782 | loglstar: -inf < -11.084 < inf | logz: -61.093 +/- 0.690 | dlogz: 4.057 > 0.109
iter: 5099 | bound: 75 | nc: 38 | ncall: 183319 | eff(%): 2.781 | loglstar: -inf < -11.072 < inf | logz: -61.088 +/- 0.690 | dlogz: 4.043 > 0.109
iter: 5100 | bound: 75 | nc: 38 | ncall: 183357 | eff(%): 2.781 | loglstar: -inf < -11.058 < inf | logz: -61.083 +/- 0.690 | dlogz: 4.028 > 0.109
iter: 5101 | bound: 75 | nc: 38 | ncall: 183395 | eff(%): 2.781 | loglstar: -inf < -11.057 < inf | logz: -61.079 +/- 0.690 | dlogz: 4.014 > 0.109
iter: 5102 | bound: 75 | nc: 38 | ncall: 183433 | eff(%): 2.781 | loglstar: -inf < -11.049 < inf | logz: -61.074 +/- 0.690 | dlogz: 3.999 > 0.109
iter: 5103 | bound: 75 | nc: 38 | ncall: 183471 | eff(%): 2.781 | loglstar: -inf < -11.041 < inf | logz: -61.069 +/- 0.690 | dlogz: 3.985 > 0.109
iter: 5104 | bound: 75 | nc: 38 | ncall: 183509 | eff(%): 2.781 | loglstar: -inf < -11.031 < inf | logz: -61.064 +/- 0.690 | dlogz: 3.970 > 0.109
iter: 5105 | bound: 75 | nc: 38 | ncall: 183547 | eff(%): 2.781 | loglstar: -inf < -11.030 < inf | logz: -61.060 +/- 0.690 | dlogz: 3.956 > 0.109
iter: 5106 | bound: 75 | nc: 38 | ncall: 183585 | eff(%): 2.781 | loglstar: -inf < -11.023 < inf | logz: -61.055 +/- 0.690 | dlogz: 3.942 > 0.109
iter: 5107 | bound: 75 | nc: 38 | ncall: 183623 | eff(%): 2.781 | loglstar: -inf < -11.019 < inf | logz: -61.051 +/- 0.690 | dlogz: 3.927 > 0.109
iter: 5108 | bound: 75 | nc: 38 | ncall: 183661 | eff(%): 2.781 | loglstar: -inf < -11.009 < inf | logz: -61.046 +/- 0.690 | dlogz: 3.913 > 0.109
iter: 5109 | bound: 75 | nc: 38 | ncall: 183699 | eff(%): 2.781 | loglstar: -inf < -10.991 < inf | logz: -61.042 +/- 0.690 | dlogz: 3.899 > 0.109
iter: 5110 | bound: 75 | nc: 38 | ncall: 183737 | eff(%): 2.781 | loglstar: -inf < -10.987 < inf | logz: -61.037 +/- 0.690 | dlogz: 3.885 > 0.109
iter: 5111 | bound: 75 | nc: 38 | ncall: 183775 | eff(%): 2.781 | loglstar: -inf < -10.984 < inf | logz: -61.033 +/- 0.690 | dlogz: 3.871 > 0.109
iter: 5112 | bound: 75 | nc: 38 | ncall: 183813 | eff(%): 2.781 | loglstar: -inf < -10.972 < inf | logz: -61.028 +/- 0.690 | dlogz: 3.856 > 0.109
iter: 5113 | bound: 75 | nc: 38 | ncall: 183851 | eff(%): 2.781 | loglstar: -inf < -10.962 < inf | logz: -61.024 +/- 0.690 | dlogz: 3.842 > 0.109
iter: 5114 | bound: 75 | nc: 38 | ncall: 183889 | eff(%): 2.781 | loglstar: -inf < -10.926 < inf | logz: -61.019 +/- 0.690 | dlogz: 3.828 > 0.109
iter: 5115 | bound: 75 | nc: 38 | ncall: 183927 | eff(%): 2.781 | loglstar: -inf < -10.926 < inf | logz: -61.015 +/- 0.690 | dlogz: 3.814 > 0.109
iter: 5116 | bound: 75 | nc: 38 | ncall: 183965 | eff(%): 2.781 | loglstar: -inf < -10.924 < inf | logz: -61.010 +/- 0.690 | dlogz: 3.800 > 0.109
iter: 5117 | bound: 75 | nc: 38 | ncall: 184003 | eff(%): 2.781 | loglstar: -inf < -10.901 < inf | logz: -61.006 +/- 0.690 | dlogz: 3.786 > 0.109
iter: 5118 | bound: 75 | nc: 38 | ncall: 184041 | eff(%): 2.781 | loglstar: -inf < -10.873 < inf | logz: -61.002 +/- 0.690 | dlogz: 3.772 > 0.109
iter: 5119 | bound: 75 | nc: 38 | ncall: 184079 | eff(%): 2.781 | loglstar: -inf < -10.871 < inf | logz: -60.997 +/- 0.690 | dlogz: 3.758 > 0.109
iter: 5120 | bound: 75 | nc: 38 | ncall: 184117 | eff(%): 2.781 | loglstar: -inf < -10.861 < inf | logz: -60.993 +/- 0.690 | dlogz: 3.744 > 0.109
iter: 5121 | bound: 75 | nc: 38 | ncall: 184155 | eff(%): 2.781 | loglstar: -inf < -10.824 < inf | logz: -60.988 +/- 0.690 | dlogz: 3.730 > 0.109
iter: 5122 | bound: 75 | nc: 38 | ncall: 184193 | eff(%): 2.781 | loglstar: -inf < -10.821 < inf | logz: -60.984 +/- 0.690 | dlogz: 3.716 > 0.109
iter: 5123 | bound: 75 | nc: 38 | ncall: 184231 | eff(%): 2.781 | loglstar: -inf < -10.776 < inf | logz: -60.979 +/- 0.690 | dlogz: 3.702 > 0.109
iter: 5124 | bound: 75 | nc: 38 | ncall: 184269 | eff(%): 2.781 | loglstar: -inf < -10.776 < inf | logz: -60.975 +/- 0.691 | dlogz: 3.688 > 0.109
iter: 5125 | bound: 75 | nc: 38 | ncall: 184307 | eff(%): 2.781 | loglstar: -inf < -10.770 < inf | logz: -60.970 +/- 0.691 | dlogz: 3.674 > 0.109
iter: 5126 | bound: 75 | nc: 38 | ncall: 184345 | eff(%): 2.781 | loglstar: -inf < -10.770 < inf | logz: -60.966 +/- 0.691 | dlogz: 3.659 > 0.109
iter: 5127 | bound: 75 | nc: 38 | ncall: 184383 | eff(%): 2.781 | loglstar: -inf < -10.750 < inf | logz: -60.961 +/- 0.691 | dlogz: 3.645 > 0.109
iter: 5128 | bound: 75 | nc: 38 | ncall: 184421 | eff(%): 2.781 | loglstar: -inf < -10.731 < inf | logz: -60.957 +/- 0.691 | dlogz: 3.631 > 0.109
iter: 5129 | bound: 75 | nc: 38 | ncall: 184459 | eff(%): 2.781 | loglstar: -inf < -10.721 < inf | logz: -60.952 +/- 0.691 | dlogz: 3.617 > 0.109
iter: 5130 | bound: 75 | nc: 38 | ncall: 184497 | eff(%): 2.781 | loglstar: -inf < -10.720 < inf | logz: -60.948 +/- 0.691 | dlogz: 3.603 > 0.109
iter: 5131 | bound: 75 | nc: 38 | ncall: 184535 | eff(%): 2.781 | loglstar: -inf < -10.715 < inf | logz: -60.944 +/- 0.691 | dlogz: 3.589 > 0.109
iter: 5132 | bound: 75 | nc: 38 | ncall: 184573 | eff(%): 2.780 | loglstar: -inf < -10.704 < inf | logz: -60.939 +/- 0.691 | dlogz: 3.575 > 0.109
iter: 5133 | bound: 75 | nc: 38 | ncall: 184611 | eff(%): 2.780 | loglstar: -inf < -10.704 < inf | logz: -60.935 +/- 0.691 | dlogz: 3.562 > 0.109
iter: 5134 | bound: 75 | nc: 38 | ncall: 184649 | eff(%): 2.780 | loglstar: -inf < -10.681 < inf | logz: -60.931 +/- 0.691 | dlogz: 3.548 > 0.109
iter: 5135 | bound: 75 | nc: 38 | ncall: 184687 | eff(%): 2.780 | loglstar: -inf < -10.654 < inf | logz: -60.926 +/- 0.691 | dlogz: 3.534 > 0.109
iter: 5136 | bound: 75 | nc: 38 | ncall: 184725 | eff(%): 2.780 | loglstar: -inf < -10.654 < inf | logz: -60.922 +/- 0.691 | dlogz: 3.520 > 0.109
iter: 5137 | bound: 76 | nc: 38 | ncall: 184763 | eff(%): 2.780 | loglstar: -inf < -10.653 < inf | logz: -60.918 +/- 0.691 | dlogz: 3.506 > 0.109
iter: 5138 | bound: 76 | nc: 38 | ncall: 184801 | eff(%): 2.780 | loglstar: -inf < -10.647 < inf | logz: -60.913 +/- 0.691 | dlogz: 3.492 > 0.109
iter: 5139 | bound: 76 | nc: 38 | ncall: 184839 | eff(%): 2.780 | loglstar: -inf < -10.647 < inf | logz: -60.909 +/- 0.691 | dlogz: 3.479 > 0.109
iter: 5140 | bound: 76 | nc: 38 | ncall: 184877 | eff(%): 2.780 | loglstar: -inf < -10.646 < inf | logz: -60.905 +/- 0.691 | dlogz: 3.465 > 0.109
iter: 5141 | bound: 76 | nc: 38 | ncall: 184915 | eff(%): 2.780 | loglstar: -inf < -10.642 < inf | logz: -60.901 +/- 0.691 | dlogz: 3.451 > 0.109
iter: 5142 | bound: 76 | nc: 38 | ncall: 184953 | eff(%): 2.780 | loglstar: -inf < -10.631 < inf | logz: -60.897 +/- 0.691 | dlogz: 3.438 > 0.109
iter: 5143 | bound: 76 | nc: 38 | ncall: 184991 | eff(%): 2.780 | loglstar: -inf < -10.594 < inf | logz: -60.893 +/- 0.691 | dlogz: 3.703 > 0.109
iter: 5144 | bound: 76 | nc: 38 | ncall: 185029 | eff(%): 2.780 | loglstar: -inf < -10.587 < inf | logz: -60.889 +/- 0.691 | dlogz: 3.689 > 0.109
iter: 5145 | bound: 76 | nc: 38 | ncall: 185067 | eff(%): 2.780 | loglstar: -inf < -10.584 < inf | logz: -60.885 +/- 0.691 | dlogz: 3.675 > 0.109
iter: 5146 | bound: 76 | nc: 38 | ncall: 185105 | eff(%): 2.780 | loglstar: -inf < -10.576 < inf | logz: -60.881 +/- 0.691 | dlogz: 3.661 > 0.109
iter: 5147 | bound: 76 | nc: 38 | ncall: 185143 | eff(%): 2.780 | loglstar: -inf < -10.560 < inf | logz: -60.877 +/- 0.691 | dlogz: 3.648 > 0.109
iter: 5148 | bound: 76 | nc: 38 | ncall: 185181 | eff(%): 2.780 | loglstar: -inf < -10.526 < inf | logz: -60.873 +/- 0.691 | dlogz: 3.634 > 0.109
iter: 5149 | bound: 76 | nc: 38 | ncall: 185219 | eff(%): 2.780 | loglstar: -inf < -10.521 < inf | logz: -60.868 +/- 0.691 | dlogz: 3.621 > 0.109
iter: 5150 | bound: 76 | nc: 38 | ncall: 185257 | eff(%): 2.780 | loglstar: -inf < -10.519 < inf | logz: -60.864 +/- 0.691 | dlogz: 3.607 > 0.109
iter: 5151 | bound: 76 | nc: 38 | ncall: 185295 | eff(%): 2.780 | loglstar: -inf < -10.493 < inf | logz: -60.860 +/- 0.692 | dlogz: 3.593 > 0.109
iter: 5152 | bound: 76 | nc: 38 | ncall: 185333 | eff(%): 2.780 | loglstar: -inf < -10.467 < inf | logz: -60.856 +/- 0.692 | dlogz: 3.580 > 0.109
iter: 5153 | bound: 76 | nc: 38 | ncall: 185371 | eff(%): 2.780 | loglstar: -inf < -10.444 < inf | logz: -60.852 +/- 0.692 | dlogz: 3.566 > 0.109
iter: 5154 | bound: 76 | nc: 38 | ncall: 185409 | eff(%): 2.780 | loglstar: -inf < -10.429 < inf | logz: -60.848 +/- 0.692 | dlogz: 3.552 > 0.109
iter: 5155 | bound: 76 | nc: 38 | ncall: 185447 | eff(%): 2.780 | loglstar: -inf < -10.428 < inf | logz: -60.844 +/- 0.692 | dlogz: 3.538 > 0.109
iter: 5156 | bound: 76 | nc: 38 | ncall: 185485 | eff(%): 2.780 | loglstar: -inf < -10.428 < inf | logz: -60.840 +/- 0.692 | dlogz: 3.525 > 0.109
iter: 5157 | bound: 76 | nc: 38 | ncall: 185523 | eff(%): 2.780 | loglstar: -inf < -10.412 < inf | logz: -60.835 +/- 0.692 | dlogz: 3.511 > 0.109
iter: 5158 | bound: 76 | nc: 38 | ncall: 185561 | eff(%): 2.780 | loglstar: -inf < -10.398 < inf | logz: -60.831 +/- 0.692 | dlogz: 3.498 > 0.109
iter: 5159 | bound: 76 | nc: 38 | ncall: 185599 | eff(%): 2.780 | loglstar: -inf < -10.376 < inf | logz: -60.827 +/- 0.692 | dlogz: 3.484 > 0.109
iter: 5160 | bound: 76 | nc: 38 | ncall: 185637 | eff(%): 2.780 | loglstar: -inf < -10.374 < inf | logz: -60.823 +/- 0.692 | dlogz: 3.470 > 0.109
iter: 5161 | bound: 76 | nc: 38 | ncall: 185675 | eff(%): 2.780 | loglstar: -inf < -10.338 < inf | logz: -60.819 +/- 0.692 | dlogz: 3.457 > 0.109
iter: 5162 | bound: 76 | nc: 38 | ncall: 185713 | eff(%): 2.780 | loglstar: -inf < -10.325 < inf | logz: -60.815 +/- 0.692 | dlogz: 3.443 > 0.109
iter: 5163 | bound: 76 | nc: 38 | ncall: 185751 | eff(%): 2.780 | loglstar: -inf < -10.323 < inf | logz: -60.811 +/- 0.692 | dlogz: 3.429 > 0.109
iter: 5164 | bound: 76 | nc: 38 | ncall: 185789 | eff(%): 2.779 | loglstar: -inf < -10.315 < inf | logz: -60.807 +/- 0.692 | dlogz: 3.416 > 0.109
iter: 5165 | bound: 77 | nc: 38 | ncall: 185827 | eff(%): 2.779 | loglstar: -inf < -10.314 < inf | logz: -60.803 +/- 0.692 | dlogz: 3.402 > 0.109
iter: 5166 | bound: 77 | nc: 38 | ncall: 185865 | eff(%): 2.779 | loglstar: -inf < -10.314 < inf | logz: -60.799 +/- 0.692 | dlogz: 3.389 > 0.109
iter: 5167 | bound: 77 | nc: 38 | ncall: 185903 | eff(%): 2.779 | loglstar: -inf < -10.309 < inf | logz: -60.795 +/- 0.692 | dlogz: 3.375 > 0.109
iter: 5168 | bound: 77 | nc: 38 | ncall: 185941 | eff(%): 2.779 | loglstar: -inf < -10.309 < inf | logz: -60.791 +/- 0.692 | dlogz: 3.362 > 0.109
iter: 5169 | bound: 77 | nc: 38 | ncall: 185979 | eff(%): 2.779 | loglstar: -inf < -10.299 < inf | logz: -60.787 +/- 0.692 | dlogz: 3.348 > 0.109
iter: 5170 | bound: 77 | nc: 38 | ncall: 186017 | eff(%): 2.779 | loglstar: -inf < -10.299 < inf | logz: -60.783 +/- 0.692 | dlogz: 3.335 > 0.109
iter: 5171 | bound: 77 | nc: 38 | ncall: 186055 | eff(%): 2.779 | loglstar: -inf < -10.297 < inf | logz: -60.779 +/- 0.692 | dlogz: 3.322 > 0.109
iter: 5172 | bound: 77 | nc: 38 | ncall: 186093 | eff(%): 2.779 | loglstar: -inf < -10.297 < inf | logz: -60.776 +/- 0.692 | dlogz: 3.309 > 0.109
iter: 5173 | bound: 77 | nc: 38 | ncall: 186131 | eff(%): 2.779 | loglstar: -inf < -10.274 < inf | logz: -60.772 +/- 0.692 | dlogz: 3.295 > 0.109
iter: 5174 | bound: 77 | nc: 38 | ncall: 186169 | eff(%): 2.779 | loglstar: -inf < -10.272 < inf | logz: -60.768 +/- 0.692 | dlogz: 3.282 > 0.109
iter: 5175 | bound: 77 | nc: 38 | ncall: 186207 | eff(%): 2.779 | loglstar: -inf < -10.242 < inf | logz: -60.764 +/- 0.692 | dlogz: 3.446 > 0.109
iter: 5176 | bound: 77 | nc: 38 | ncall: 186245 | eff(%): 2.779 | loglstar: -inf < -10.204 < inf | logz: -60.761 +/- 0.692 | dlogz: 3.433 > 0.109
iter: 5177 | bound: 77 | nc: 38 | ncall: 186283 | eff(%): 2.779 | loglstar: -inf < -10.177 < inf | logz: -60.757 +/- 0.692 | dlogz: 3.420 > 0.109
iter: 5178 | bound: 77 | nc: 38 | ncall: 186321 | eff(%): 2.779 | loglstar: -inf < -10.137 < inf | logz: -60.753 +/- 0.693 | dlogz: 3.406 > 0.109
iter: 5179 | bound: 77 | nc: 38 | ncall: 186359 | eff(%): 2.779 | loglstar: -inf < -10.113 < inf | logz: -60.749 +/- 0.693 | dlogz: 3.393 > 0.109
iter: 5180 | bound: 77 | nc: 38 | ncall: 186397 | eff(%): 2.779 | loglstar: -inf < -10.107 < inf | logz: -60.745 +/- 0.693 | dlogz: 3.379 > 0.109
iter: 5181 | bound: 77 | nc: 38 | ncall: 186435 | eff(%): 2.779 | loglstar: -inf < -10.095 < inf | logz: -60.741 +/- 0.693 | dlogz: 3.366 > 0.109
iter: 5182 | bound: 77 | nc: 38 | ncall: 186473 | eff(%): 2.779 | loglstar: -inf < -10.087 < inf | logz: -60.737 +/- 0.693 | dlogz: 3.352 > 0.109
iter: 5183 | bound: 77 | nc: 38 | ncall: 186511 | eff(%): 2.779 | loglstar: -inf < -10.070 < inf | logz: -60.733 +/- 0.693 | dlogz: 3.339 > 0.109
iter: 5184 | bound: 78 | nc: 38 | ncall: 186549 | eff(%): 2.779 | loglstar: -inf < -10.062 < inf | logz: -60.729 +/- 0.693 | dlogz: 3.326 > 0.109
iter: 5185 | bound: 78 | nc: 38 | ncall: 186587 | eff(%): 2.779 | loglstar: -inf < -10.059 < inf | logz: -60.725 +/- 0.693 | dlogz: 3.312 > 0.109
iter: 5186 | bound: 78 | nc: 38 | ncall: 186625 | eff(%): 2.779 | loglstar: -inf < -10.042 < inf | logz: -60.721 +/- 0.693 | dlogz: 3.299 > 0.109
iter: 5187 | bound: 78 | nc: 38 | ncall: 186663 | eff(%): 2.779 | loglstar: -inf < -10.041 < inf | logz: -60.717 +/- 0.693 | dlogz: 3.285 > 0.109
iter: 5188 | bound: 78 | nc: 38 | ncall: 186701 | eff(%): 2.779 | loglstar: -inf < -10.031 < inf | logz: -60.713 +/- 0.693 | dlogz: 3.272 > 0.109
iter: 5189 | bound: 78 | nc: 38 | ncall: 186739 | eff(%): 2.779 | loglstar: -inf < -10.024 < inf | logz: -60.709 +/- 0.693 | dlogz: 3.259 > 0.109
iter: 5190 | bound: 78 | nc: 38 | ncall: 186777 | eff(%): 2.779 | loglstar: -inf < -10.012 < inf | logz: -60.705 +/- 0.693 | dlogz: 3.245 > 0.109
iter: 5191 | bound: 78 | nc: 38 | ncall: 186815 | eff(%): 2.779 | loglstar: -inf < -9.997 < inf | logz: -60.701 +/- 0.693 | dlogz: 3.232 > 0.109
iter: 5192 | bound: 78 | nc: 38 | ncall: 186853 | eff(%): 2.779 | loglstar: -inf < -9.997 < inf | logz: -60.698 +/- 0.693 | dlogz: 3.219 > 0.109
iter: 5193 | bound: 78 | nc: 38 | ncall: 186891 | eff(%): 2.779 | loglstar: -inf < -9.994 < inf | logz: -60.694 +/- 0.693 | dlogz: 3.206 > 0.109
iter: 5194 | bound: 78 | nc: 38 | ncall: 186929 | eff(%): 2.779 | loglstar: -inf < -9.979 < inf | logz: -60.690 +/- 0.693 | dlogz: 3.192 > 0.109
iter: 5195 | bound: 78 | nc: 38 | ncall: 186967 | eff(%): 2.779 | loglstar: -inf < -9.975 < inf | logz: -60.686 +/- 0.693 | dlogz: 3.179 > 0.109
iter: 5196 | bound: 78 | nc: 38 | ncall: 187005 | eff(%): 2.779 | loglstar: -inf < -9.956 < inf | logz: -60.683 +/- 0.693 | dlogz: 3.166 > 0.109
iter: 5197 | bound: 78 | nc: 38 | ncall: 187043 | eff(%): 2.779 | loglstar: -inf < -9.953 < inf | logz: -60.679 +/- 0.693 | dlogz: 3.153 > 0.109
iter: 5198 | bound: 78 | nc: 38 | ncall: 187081 | eff(%): 2.778 | loglstar: -inf < -9.950 < inf | logz: -60.675 +/- 0.693 | dlogz: 3.140 > 0.109
iter: 5199 | bound: 78 | nc: 38 | ncall: 187119 | eff(%): 2.778 | loglstar: -inf < -9.944 < inf | logz: -60.671 +/- 0.693 | dlogz: 3.127 > 0.109
iter: 5200 | bound: 78 | nc: 38 | ncall: 187157 | eff(%): 2.778 | loglstar: -inf < -9.931 < inf | logz: -60.668 +/- 0.693 | dlogz: 3.114 > 0.109
iter: 5201 | bound: 78 | nc: 38 | ncall: 187195 | eff(%): 2.778 | loglstar: -inf < -9.921 < inf | logz: -60.664 +/- 0.693 | dlogz: 3.101 > 0.109
iter: 5202 | bound: 78 | nc: 38 | ncall: 187233 | eff(%): 2.778 | loglstar: -inf < -9.910 < inf | logz: -60.661 +/- 0.693 | dlogz: 3.088 > 0.109
iter: 5203 | bound: 78 | nc: 38 | ncall: 187271 | eff(%): 2.778 | loglstar: -inf < -9.880 < inf | logz: -60.657 +/- 0.693 | dlogz: 3.075 > 0.109
iter: 5204 | bound: 78 | nc: 38 | ncall: 187309 | eff(%): 2.778 | loglstar: -inf < -9.872 < inf | logz: -60.653 +/- 0.693 | dlogz: 3.062 > 0.109
iter: 5205 | bound: 78 | nc: 38 | ncall: 187347 | eff(%): 2.778 | loglstar: -inf < -9.870 < inf | logz: -60.650 +/- 0.694 | dlogz: 3.049 > 0.109
iter: 5206 | bound: 78 | nc: 38 | ncall: 187385 | eff(%): 2.778 | loglstar: -inf < -9.859 < inf | logz: -60.646 +/- 0.694 | dlogz: 3.036 > 0.109
iter: 5207 | bound: 78 | nc: 38 | ncall: 187423 | eff(%): 2.778 | loglstar: -inf < -9.850 < inf | logz: -60.642 +/- 0.694 | dlogz: 3.023 > 0.109
iter: 5208 | bound: 78 | nc: 38 | ncall: 187461 | eff(%): 2.778 | loglstar: -inf < -9.834 < inf | logz: -60.639 +/- 0.694 | dlogz: 3.010 > 0.109
iter: 5209 | bound: 78 | nc: 38 | ncall: 187499 | eff(%): 2.778 | loglstar: -inf < -9.821 < inf | logz: -60.635 +/- 0.694 | dlogz: 2.998 > 0.109
iter: 5210 | bound: 78 | nc: 38 | ncall: 187537 | eff(%): 2.778 | loglstar: -inf < -9.801 < inf | logz: -60.632 +/- 0.694 | dlogz: 2.985 > 0.109
iter: 5211 | bound: 78 | nc: 38 | ncall: 187575 | eff(%): 2.778 | loglstar: -inf < -9.800 < inf | logz: -60.628 +/- 0.694 | dlogz: 2.972 > 0.109
iter: 5212 | bound: 78 | nc: 38 | ncall: 187613 | eff(%): 2.778 | loglstar: -inf < -9.795 < inf | logz: -60.624 +/- 0.694 | dlogz: 2.959 > 0.109
iter: 5213 | bound: 78 | nc: 38 | ncall: 187651 | eff(%): 2.778 | loglstar: -inf < -9.769 < inf | logz: -60.621 +/- 0.694 | dlogz: 2.946 > 0.109
iter: 5214 | bound: 78 | nc: 38 | ncall: 187689 | eff(%): 2.778 | loglstar: -inf < -9.764 < inf | logz: -60.617 +/- 0.694 | dlogz: 2.933 > 0.109
iter: 5215 | bound: 78 | nc: 38 | ncall: 187727 | eff(%): 2.778 | loglstar: -inf < -9.760 < inf | logz: -60.614 +/- 0.694 | dlogz: 2.921 > 0.109
iter: 5216 | bound: 78 | nc: 38 | ncall: 187765 | eff(%): 2.778 | loglstar: -inf < -9.749 < inf | logz: -60.610 +/- 0.694 | dlogz: 2.908 > 0.109
iter: 5217 | bound: 78 | nc: 38 | ncall: 187803 | eff(%): 2.778 | loglstar: -inf < -9.744 < inf | logz: -60.607 +/- 0.694 | dlogz: 2.895 > 0.109
iter: 5218 | bound: 78 | nc: 38 | ncall: 187841 | eff(%): 2.778 | loglstar: -inf < -9.697 < inf | logz: -60.603 +/- 0.694 | dlogz: 2.882 > 0.109
iter: 5219 | bound: 78 | nc: 38 | ncall: 187879 | eff(%): 2.778 | loglstar: -inf < -9.695 < inf | logz: -60.600 +/- 0.694 | dlogz: 2.870 > 0.109
iter: 5220 | bound: 78 | nc: 38 | ncall: 187917 | eff(%): 2.778 | loglstar: -inf < -9.686 < inf | logz: -60.596 +/- 0.694 | dlogz: 2.857 > 0.109
iter: 5221 | bound: 78 | nc: 38 | ncall: 187955 | eff(%): 2.778 | loglstar: -inf < -9.678 < inf | logz: -60.593 +/- 0.694 | dlogz: 2.844 > 0.109
iter: 5222 | bound: 78 | nc: 38 | ncall: 187993 | eff(%): 2.778 | loglstar: -inf < -9.671 < inf | logz: -60.589 +/- 0.694 | dlogz: 2.831 > 0.109
iter: 5223 | bound: 78 | nc: 38 | ncall: 188031 | eff(%): 2.778 | loglstar: -inf < -9.667 < inf | logz: -60.586 +/- 0.694 | dlogz: 2.819 > 0.109
iter: 5224 | bound: 78 | nc: 38 | ncall: 188069 | eff(%): 2.778 | loglstar: -inf < -9.660 < inf | logz: -60.582 +/- 0.694 | dlogz: 2.806 > 0.109
iter: 5225 | bound: 78 | nc: 38 | ncall: 188107 | eff(%): 2.778 | loglstar: -inf < -9.660 < inf | logz: -60.579 +/- 0.694 | dlogz: 2.794 > 0.109
iter: 5226 | bound: 79 | nc: 38 | ncall: 188145 | eff(%): 2.778 | loglstar: -inf < -9.635 < inf | logz: -60.575 +/- 0.694 | dlogz: 2.781 > 0.109
iter: 5227 | bound: 79 | nc: 38 | ncall: 188183 | eff(%): 2.778 | loglstar: -inf < -9.633 < inf | logz: -60.572 +/- 0.694 | dlogz: 2.768 > 0.109
iter: 5228 | bound: 79 | nc: 38 | ncall: 188221 | eff(%): 2.778 | loglstar: -inf < -9.629 < inf | logz: -60.568 +/- 0.694 | dlogz: 2.756 > 0.109
iter: 5229 | bound: 79 | nc: 38 | ncall: 188259 | eff(%): 2.778 | loglstar: -inf < -9.615 < inf | logz: -60.565 +/- 0.694 | dlogz: 2.743 > 0.109
iter: 5230 | bound: 79 | nc: 38 | ncall: 188297 | eff(%): 2.778 | loglstar: -inf < -9.601 < inf | logz: -60.562 +/- 0.694 | dlogz: 2.731 > 0.109
iter: 5231 | bound: 79 | nc: 38 | ncall: 188335 | eff(%): 2.777 | loglstar: -inf < -9.594 < inf | logz: -60.558 +/- 0.694 | dlogz: 2.719 > 0.109
iter: 5232 | bound: 79 | nc: 38 | ncall: 188373 | eff(%): 2.777 | loglstar: -inf < -9.592 < inf | logz: -60.555 +/- 0.694 | dlogz: 2.706 > 0.109
iter: 5233 | bound: 79 | nc: 38 | ncall: 188411 | eff(%): 2.777 | loglstar: -inf < -9.590 < inf | logz: -60.552 +/- 0.695 | dlogz: 2.694 > 0.109
iter: 5234 | bound: 79 | nc: 38 | ncall: 188449 | eff(%): 2.777 | loglstar: -inf < -9.577 < inf | logz: -60.548 +/- 0.695 | dlogz: 2.681 > 0.109
iter: 5235 | bound: 79 | nc: 38 | ncall: 188487 | eff(%): 2.777 | loglstar: -inf < -9.577 < inf | logz: -60.545 +/- 0.695 | dlogz: 2.669 > 0.109
iter: 5236 | bound: 79 | nc: 38 | ncall: 188525 | eff(%): 2.777 | loglstar: -inf < -9.574 < inf | logz: -60.542 +/- 0.695 | dlogz: 2.657 > 0.109
iter: 5237 | bound: 79 | nc: 38 | ncall: 188563 | eff(%): 2.777 | loglstar: -inf < -9.571 < inf | logz: -60.539 +/- 0.695 | dlogz: 2.644 > 0.109
iter: 5238 | bound: 79 | nc: 38 | ncall: 188601 | eff(%): 2.777 | loglstar: -inf < -9.570 < inf | logz: -60.536 +/- 0.695 | dlogz: 2.632 > 0.109
iter: 5239 | bound: 79 | nc: 38 | ncall: 188639 | eff(%): 2.777 | loglstar: -inf < -9.569 < inf | logz: -60.532 +/- 0.695 | dlogz: 2.620 > 0.109
iter: 5240 | bound: 79 | nc: 38 | ncall: 188677 | eff(%): 2.777 | loglstar: -inf < -9.561 < inf | logz: -60.529 +/- 0.695 | dlogz: 2.608 > 0.109
iter: 5241 | bound: 79 | nc: 38 | ncall: 188715 | eff(%): 2.777 | loglstar: -inf < -9.557 < inf | logz: -60.526 +/- 0.695 | dlogz: 2.596 > 0.109
iter: 5242 | bound: 79 | nc: 38 | ncall: 188753 | eff(%): 2.777 | loglstar: -inf < -9.552 < inf | logz: -60.523 +/- 0.695 | dlogz: 3.388 > 0.109
iter: 5243 | bound: 79 | nc: 38 | ncall: 188791 | eff(%): 2.777 | loglstar: -inf < -9.551 < inf | logz: -60.520 +/- 0.695 | dlogz: 3.376 > 0.109
iter: 5244 | bound: 79 | nc: 38 | ncall: 188829 | eff(%): 2.777 | loglstar: -inf < -9.529 < inf | logz: -60.517 +/- 0.695 | dlogz: 3.363 > 0.109
iter: 5245 | bound: 79 | nc: 38 | ncall: 188867 | eff(%): 2.777 | loglstar: -inf < -9.515 < inf | logz: -60.514 +/- 0.695 | dlogz: 3.351 > 0.109
iter: 5246 | bound: 79 | nc: 38 | ncall: 188905 | eff(%): 2.777 | loglstar: -inf < -9.501 < inf | logz: -60.511 +/- 0.695 | dlogz: 3.338 > 0.109
iter: 5247 | bound: 79 | nc: 38 | ncall: 188943 | eff(%): 2.777 | loglstar: -inf < -9.493 < inf | logz: -60.508 +/- 0.695 | dlogz: 3.326 > 0.109
iter: 5248 | bound: 79 | nc: 38 | ncall: 188981 | eff(%): 2.777 | loglstar: -inf < -9.491 < inf | logz: -60.505 +/- 0.695 | dlogz: 3.313 > 0.109
iter: 5249 | bound: 79 | nc: 38 | ncall: 189019 | eff(%): 2.777 | loglstar: -inf < -9.476 < inf | logz: -60.502 +/- 0.695 | dlogz: 3.301 > 0.109
iter: 5250 | bound: 79 | nc: 38 | ncall: 189057 | eff(%): 2.777 | loglstar: -inf < -9.438 < inf | logz: -60.499 +/- 0.695 | dlogz: 3.288 > 0.109
iter: 5251 | bound: 79 | nc: 38 | ncall: 189095 | eff(%): 2.777 | loglstar: -inf < -9.437 < inf | logz: -60.496 +/- 0.695 | dlogz: 3.276 > 0.109
iter: 5252 | bound: 79 | nc: 38 | ncall: 189133 | eff(%): 2.777 | loglstar: -inf < -9.431 < inf | logz: -60.493 +/- 0.695 | dlogz: 3.263 > 0.109
iter: 5253 | bound: 79 | nc: 38 | ncall: 189171 | eff(%): 2.777 | loglstar: -inf < -9.424 < inf | logz: -60.490 +/- 0.695 | dlogz: 3.251 > 0.109
iter: 5254 | bound: 79 | nc: 38 | ncall: 189209 | eff(%): 2.777 | loglstar: -inf < -9.420 < inf | logz: -60.487 +/- 0.695 | dlogz: 3.238 > 0.109
iter: 5255 | bound: 79 | nc: 38 | ncall: 189247 | eff(%): 2.777 | loglstar: -inf < -9.420 < inf | logz: -60.484 +/- 0.695 | dlogz: 3.226 > 0.109
iter: 5256 | bound: 79 | nc: 38 | ncall: 189285 | eff(%): 2.777 | loglstar: -inf < -9.418 < inf | logz: -60.481 +/- 0.695 | dlogz: 3.213 > 0.109
iter: 5257 | bound: 79 | nc: 38 | ncall: 189323 | eff(%): 2.777 | loglstar: -inf < -9.416 < inf | logz: -60.478 +/- 0.695 | dlogz: 3.201 > 0.109
iter: 5258 | bound: 79 | nc: 38 | ncall: 189361 | eff(%): 2.777 | loglstar: -inf < -9.410 < inf | logz: -60.476 +/- 0.695 | dlogz: 3.189 > 0.109
iter: 5259 | bound: 79 | nc: 38 | ncall: 189399 | eff(%): 2.777 | loglstar: -inf < -9.402 < inf | logz: -60.473 +/- 0.695 | dlogz: 3.177 > 0.109
iter: 5260 | bound: 79 | nc: 38 | ncall: 189437 | eff(%): 2.777 | loglstar: -inf < -9.355 < inf | logz: -60.470 +/- 0.695 | dlogz: 3.164 > 0.109
iter: 5261 | bound: 79 | nc: 38 | ncall: 189475 | eff(%): 2.777 | loglstar: -inf < -9.291 < inf | logz: -60.467 +/- 0.695 | dlogz: 3.152 > 0.109
iter: 5262 | bound: 79 | nc: 38 | ncall: 189513 | eff(%): 2.777 | loglstar: -inf < -9.284 < inf | logz: -60.464 +/- 0.695 | dlogz: 3.140 > 0.109
iter: 5263 | bound: 79 | nc: 38 | ncall: 189551 | eff(%): 2.777 | loglstar: -inf < -9.274 < inf | logz: -60.461 +/- 0.695 | dlogz: 3.127 > 0.109
iter: 5264 | bound: 79 | nc: 38 | ncall: 189589 | eff(%): 2.777 | loglstar: -inf < -9.263 < inf | logz: -60.458 +/- 0.695 | dlogz: 3.115 > 0.109
iter: 5265 | bound: 79 | nc: 38 | ncall: 189627 | eff(%): 2.777 | loglstar: -inf < -9.255 < inf | logz: -60.455 +/- 0.696 | dlogz: 3.102 > 0.109
iter: 5266 | bound: 79 | nc: 38 | ncall: 189665 | eff(%): 2.776 | loglstar: -inf < -9.248 < inf | logz: -60.452 +/- 0.696 | dlogz: 3.090 > 0.109
iter: 5267 | bound: 79 | nc: 38 | ncall: 189703 | eff(%): 2.776 | loglstar: -inf < -9.227 < inf | logz: -60.449 +/- 0.696 | dlogz: 3.078 > 0.109
iter: 5268 | bound: 79 | nc: 38 | ncall: 189741 | eff(%): 2.776 | loglstar: -inf < -9.190 < inf | logz: -60.446 +/- 0.696 | dlogz: 3.065 > 0.109
iter: 5269 | bound: 79 | nc: 38 | ncall: 189779 | eff(%): 2.776 | loglstar: -inf < -9.182 < inf | logz: -60.442 +/- 0.696 | dlogz: 3.053 > 0.109
iter: 5270 | bound: 79 | nc: 38 | ncall: 189817 | eff(%): 2.776 | loglstar: -inf < -9.181 < inf | logz: -60.439 +/- 0.696 | dlogz: 3.040 > 0.109
iter: 5271 | bound: 79 | nc: 38 | ncall: 189855 | eff(%): 2.776 | loglstar: -inf < -9.181 < inf | logz: -60.436 +/- 0.696 | dlogz: 3.028 > 0.109
iter: 5272 | bound: 79 | nc: 38 | ncall: 189893 | eff(%): 2.776 | loglstar: -inf < -9.180 < inf | logz: -60.433 +/- 0.696 | dlogz: 3.016 > 0.109
iter: 5273 | bound: 79 | nc: 38 | ncall: 189931 | eff(%): 2.776 | loglstar: -inf < -9.171 < inf | logz: -60.430 +/- 0.696 | dlogz: 3.003 > 0.109
iter: 5274 | bound: 79 | nc: 38 | ncall: 189969 | eff(%): 2.776 | loglstar: -inf < -9.156 < inf | logz: -60.427 +/- 0.696 | dlogz: 2.991 > 0.109
iter: 5275 | bound: 79 | nc: 38 | ncall: 190007 | eff(%): 2.776 | loglstar: -inf < -9.138 < inf | logz: -60.424 +/- 0.696 | dlogz: 2.979 > 0.109
iter: 5276 | bound: 79 | nc: 38 | ncall: 190045 | eff(%): 2.776 | loglstar: -inf < -9.118 < inf | logz: -60.421 +/- 0.696 | dlogz: 2.967 > 0.109
iter: 5277 | bound: 79 | nc: 38 | ncall: 190083 | eff(%): 2.776 | loglstar: -inf < -9.115 < inf | logz: -60.418 +/- 0.696 | dlogz: 2.954 > 0.109
iter: 5278 | bound: 79 | nc: 38 | ncall: 190121 | eff(%): 2.776 | loglstar: -inf < -9.114 < inf | logz: -60.415 +/- 0.696 | dlogz: 2.942 > 0.109
iter: 5279 | bound: 79 | nc: 38 | ncall: 190159 | eff(%): 2.776 | loglstar: -inf < -9.111 < inf | logz: -60.413 +/- 0.696 | dlogz: 2.930 > 0.109
iter: 5280 | bound: 79 | nc: 38 | ncall: 190197 | eff(%): 2.776 | loglstar: -inf < -9.105 < inf | logz: -60.410 +/- 0.696 | dlogz: 2.918 > 0.109
iter: 5281 | bound: 79 | nc: 38 | ncall: 190235 | eff(%): 2.776 | loglstar: -inf < -9.087 < inf | logz: -60.407 +/- 0.696 | dlogz: 2.905 > 0.109
iter: 5282 | bound: 79 | nc: 38 | ncall: 190273 | eff(%): 2.776 | loglstar: -inf < -9.075 < inf | logz: -60.404 +/- 0.696 | dlogz: 2.893 > 0.109
iter: 5283 | bound: 79 | nc: 38 | ncall: 190311 | eff(%): 2.776 | loglstar: -inf < -9.047 < inf | logz: -60.401 +/- 0.696 | dlogz: 2.881 > 0.109
iter: 5284 | bound: 79 | nc: 38 | ncall: 190349 | eff(%): 2.776 | loglstar: -inf < -9.041 < inf | logz: -60.398 +/- 0.696 | dlogz: 2.869 > 0.109
iter: 5285 | bound: 79 | nc: 38 | ncall: 190387 | eff(%): 2.776 | loglstar: -inf < -9.037 < inf | logz: -60.395 +/- 0.696 | dlogz: 2.857 > 0.109
iter: 5286 | bound: 79 | nc: 38 | ncall: 190425 | eff(%): 2.776 | loglstar: -inf < -9.036 < inf | logz: -60.392 +/- 0.696 | dlogz: 2.845 > 0.109
iter: 5287 | bound: 79 | nc: 38 | ncall: 190463 | eff(%): 2.776 | loglstar: -inf < -9.015 < inf | logz: -60.389 +/- 0.696 | dlogz: 2.833 > 0.109
iter: 5288 | bound: 79 | nc: 38 | ncall: 190501 | eff(%): 2.776 | loglstar: -inf < -9.007 < inf | logz: -60.386 +/- 0.696 | dlogz: 2.821 > 0.109
iter: 5289 | bound: 79 | nc: 38 | ncall: 190539 | eff(%): 2.776 | loglstar: -inf < -9.002 < inf | logz: -60.383 +/- 0.696 | dlogz: 2.808 > 0.109
iter: 5290 | bound: 79 | nc: 38 | ncall: 190577 | eff(%): 2.776 | loglstar: -inf < -8.996 < inf | logz: -60.381 +/- 0.696 | dlogz: 2.796 > 0.109
iter: 5291 | bound: 79 | nc: 38 | ncall: 190615 | eff(%): 2.776 | loglstar: -inf < -8.969 < inf | logz: -60.378 +/- 0.696 | dlogz: 2.784 > 0.109
iter: 5292 | bound: 79 | nc: 38 | ncall: 190653 | eff(%): 2.776 | loglstar: -inf < -8.966 < inf | logz: -60.375 +/- 0.696 | dlogz: 2.772 > 0.109
iter: 5293 | bound: 79 | nc: 38 | ncall: 190691 | eff(%): 2.776 | loglstar: -inf < -8.958 < inf | logz: -60.372 +/- 0.696 | dlogz: 2.760 > 0.109
iter: 5294 | bound: 79 | nc: 38 | ncall: 190729 | eff(%): 2.776 | loglstar: -inf < -8.955 < inf | logz: -60.369 +/- 0.696 | dlogz: 2.748 > 0.109
iter: 5295 | bound: 79 | nc: 38 | ncall: 190767 | eff(%): 2.776 | loglstar: -inf < -8.951 < inf | logz: -60.366 +/- 0.696 | dlogz: 2.736 > 0.109
iter: 5296 | bound: 79 | nc: 38 | ncall: 190805 | eff(%): 2.776 | loglstar: -inf < -8.944 < inf | logz: -60.364 +/- 0.697 | dlogz: 2.724 > 0.109
iter: 5297 | bound: 79 | nc: 38 | ncall: 190843 | eff(%): 2.776 | loglstar: -inf < -8.935 < inf | logz: -60.361 +/- 0.697 | dlogz: 2.713 > 0.109
iter: 5298 | bound: 79 | nc: 38 | ncall: 190881 | eff(%): 2.776 | loglstar: -inf < -8.924 < inf | logz: -60.358 +/- 0.697 | dlogz: 2.701 > 0.109
iter: 5299 | bound: 79 | nc: 38 | ncall: 190919 | eff(%): 2.776 | loglstar: -inf < -8.923 < inf | logz: -60.355 +/- 0.697 | dlogz: 2.689 > 0.109
iter: 5300 | bound: 79 | nc: 38 | ncall: 190957 | eff(%): 2.775 | loglstar: -inf < -8.922 < inf | logz: -60.353 +/- 0.697 | dlogz: 2.677 > 0.109
iter: 5301 | bound: 79 | nc: 38 | ncall: 190995 | eff(%): 2.775 | loglstar: -inf < -8.905 < inf | logz: -60.350 +/- 0.697 | dlogz: 2.665 > 0.109
iter: 5302 | bound: 79 | nc: 38 | ncall: 191033 | eff(%): 2.775 | loglstar: -inf < -8.894 < inf | logz: -60.347 +/- 0.697 | dlogz: 2.654 > 0.109
iter: 5303 | bound: 79 | nc: 38 | ncall: 191071 | eff(%): 2.775 | loglstar: -inf < -8.886 < inf | logz: -60.345 +/- 0.697 | dlogz: 2.642 > 0.109
iter: 5304 | bound: 79 | nc: 38 | ncall: 191109 | eff(%): 2.775 | loglstar: -inf < -8.839 < inf | logz: -60.342 +/- 0.697 | dlogz: 2.630 > 0.109
iter: 5305 | bound: 79 | nc: 38 | ncall: 191147 | eff(%): 2.775 | loglstar: -inf < -8.838 < inf | logz: -60.339 +/- 0.697 | dlogz: 2.618 > 0.109
iter: 5306 | bound: 79 | nc: 38 | ncall: 191185 | eff(%): 2.775 | loglstar: -inf < -8.831 < inf | logz: -60.336 +/- 0.697 | dlogz: 2.606 > 0.109
iter: 5307 | bound: 79 | nc: 38 | ncall: 191223 | eff(%): 2.775 | loglstar: -inf < -8.823 < inf | logz: -60.334 +/- 0.697 | dlogz: 2.595 > 0.109
iter: 5308 | bound: 79 | nc: 38 | ncall: 191261 | eff(%): 2.775 | loglstar: -inf < -8.817 < inf | logz: -60.331 +/- 0.697 | dlogz: 2.583 > 0.109
iter: 5309 | bound: 79 | nc: 38 | ncall: 191299 | eff(%): 2.775 | loglstar: -inf < -8.767 < inf | logz: -60.328 +/- 0.697 | dlogz: 2.571 > 0.109
iter: 5310 | bound: 79 | nc: 38 | ncall: 191337 | eff(%): 2.775 | loglstar: -inf < -8.765 < inf | logz: -60.325 +/- 0.697 | dlogz: 2.560 > 0.109
iter: 5311 | bound: 79 | nc: 38 | ncall: 191375 | eff(%): 2.775 | loglstar: -inf < -8.759 < inf | logz: -60.323 +/- 0.697 | dlogz: 2.548 > 0.109
iter: 5312 | bound: 79 | nc: 38 | ncall: 191413 | eff(%): 2.775 | loglstar: -inf < -8.759 < inf | logz: -60.320 +/- 0.697 | dlogz: 2.536 > 0.109
iter: 5313 | bound: 79 | nc: 38 | ncall: 191451 | eff(%): 2.775 | loglstar: -inf < -8.746 < inf | logz: -60.317 +/- 0.697 | dlogz: 2.524 > 0.109
iter: 5314 | bound: 79 | nc: 38 | ncall: 191489 | eff(%): 2.775 | loglstar: -inf < -8.739 < inf | logz: -60.314 +/- 0.697 | dlogz: 2.513 > 0.109
iter: 5315 | bound: 79 | nc: 38 | ncall: 191527 | eff(%): 2.775 | loglstar: -inf < -8.728 < inf | logz: -60.312 +/- 0.697 | dlogz: 2.501 > 0.109
iter: 5316 | bound: 79 | nc: 38 | ncall: 191565 | eff(%): 2.775 | loglstar: -inf < -8.716 < inf | logz: -60.309 +/- 0.697 | dlogz: 2.490 > 0.109
iter: 5317 | bound: 79 | nc: 38 | ncall: 191603 | eff(%): 2.775 | loglstar: -inf < -8.701 < inf | logz: -60.306 +/- 0.697 | dlogz: 2.478 > 0.109
iter: 5318 | bound: 79 | nc: 38 | ncall: 191641 | eff(%): 2.775 | loglstar: -inf < -8.701 < inf | logz: -60.304 +/- 0.697 | dlogz: 2.466 > 0.109
iter: 5319 | bound: 79 | nc: 38 | ncall: 191679 | eff(%): 2.775 | loglstar: -inf < -8.701 < inf | logz: -60.301 +/- 0.697 | dlogz: 2.455 > 0.109
iter: 5320 | bound: 79 | nc: 38 | ncall: 191717 | eff(%): 2.775 | loglstar: -inf < -8.687 < inf | logz: -60.298 +/- 0.697 | dlogz: 2.443 > 0.109
iter: 5321 | bound: 79 | nc: 38 | ncall: 191755 | eff(%): 2.775 | loglstar: -inf < -8.687 < inf | logz: -60.296 +/- 0.697 | dlogz: 2.432 > 0.109
iter: 5322 | bound: 79 | nc: 38 | ncall: 191793 | eff(%): 2.775 | loglstar: -inf < -8.674 < inf | logz: -60.293 +/- 0.697 | dlogz: 2.420 > 0.109
iter: 5323 | bound: 79 | nc: 38 | ncall: 191831 | eff(%): 2.775 | loglstar: -inf < -8.673 < inf | logz: -60.290 +/- 0.697 | dlogz: 2.409 > 0.109
iter: 5324 | bound: 79 | nc: 38 | ncall: 191869 | eff(%): 2.775 | loglstar: -inf < -8.671 < inf | logz: -60.288 +/- 0.697 | dlogz: 2.397 > 0.109
iter: 5325 | bound: 80 | nc: 38 | ncall: 191907 | eff(%): 2.775 | loglstar: -inf < -8.650 < inf | logz: -60.285 +/- 0.697 | dlogz: 2.386 > 0.109
iter: 5326 | bound: 80 | nc: 38 | ncall: 191945 | eff(%): 2.775 | loglstar: -inf < -8.645 < inf | logz: -60.283 +/- 0.697 | dlogz: 2.375 > 0.109
iter: 5327 | bound: 80 | nc: 38 | ncall: 191983 | eff(%): 2.775 | loglstar: -inf < -8.641 < inf | logz: -60.280 +/- 0.698 | dlogz: 2.363 > 0.109
iter: 5328 | bound: 80 | nc: 38 | ncall: 192021 | eff(%): 2.775 | loglstar: -inf < -8.614 < inf | logz: -60.278 +/- 0.698 | dlogz: 2.352 > 0.109
iter: 5329 | bound: 80 | nc: 38 | ncall: 192059 | eff(%): 2.775 | loglstar: -inf < -8.610 < inf | logz: -60.275 +/- 0.698 | dlogz: 2.341 > 0.109
iter: 5330 | bound: 80 | nc: 38 | ncall: 192097 | eff(%): 2.775 | loglstar: -inf < -8.610 < inf | logz: -60.273 +/- 0.698 | dlogz: 2.329 > 0.109
iter: 5331 | bound: 80 | nc: 38 | ncall: 192135 | eff(%): 2.775 | loglstar: -inf < -8.597 < inf | logz: -60.270 +/- 0.698 | dlogz: 2.318 > 0.109
iter: 5332 | bound: 80 | nc: 38 | ncall: 192173 | eff(%): 2.775 | loglstar: -inf < -8.592 < inf | logz: -60.268 +/- 0.698 | dlogz: 2.307 > 0.109
iter: 5333 | bound: 80 | nc: 38 | ncall: 192211 | eff(%): 2.775 | loglstar: -inf < -8.574 < inf | logz: -60.265 +/- 0.698 | dlogz: 2.296 > 0.109
iter: 5334 | bound: 80 | nc: 38 | ncall: 192249 | eff(%): 2.775 | loglstar: -inf < -8.574 < inf | logz: -60.263 +/- 0.698 | dlogz: 2.285 > 0.109
iter: 5335 | bound: 80 | nc: 38 | ncall: 192287 | eff(%): 2.774 | loglstar: -inf < -8.572 < inf | logz: -60.260 +/- 0.698 | dlogz: 2.273 > 0.109
iter: 5336 | bound: 80 | nc: 38 | ncall: 192325 | eff(%): 2.774 | loglstar: -inf < -8.566 < inf | logz: -60.258 +/- 0.698 | dlogz: 2.262 > 0.109
iter: 5337 | bound: 80 | nc: 38 | ncall: 192363 | eff(%): 2.774 | loglstar: -inf < -8.553 < inf | logz: -60.255 +/- 0.698 | dlogz: 2.251 > 0.109
iter: 5338 | bound: 80 | nc: 38 | ncall: 192401 | eff(%): 2.774 | loglstar: -inf < -8.552 < inf | logz: -60.253 +/- 0.698 | dlogz: 2.240 > 0.109
iter: 5339 | bound: 80 | nc: 38 | ncall: 192439 | eff(%): 2.774 | loglstar: -inf < -8.552 < inf | logz: -60.250 +/- 0.698 | dlogz: 2.229 > 0.109
iter: 5340 | bound: 80 | nc: 38 | ncall: 192477 | eff(%): 2.774 | loglstar: -inf < -8.538 < inf | logz: -60.248 +/- 0.698 | dlogz: 2.218 > 0.109
iter: 5341 | bound: 80 | nc: 38 | ncall: 192515 | eff(%): 2.774 | loglstar: -inf < -8.533 < inf | logz: -60.246 +/- 0.698 | dlogz: 2.207 > 0.109
iter: 5342 | bound: 80 | nc: 38 | ncall: 192553 | eff(%): 2.774 | loglstar: -inf < -8.525 < inf | logz: -60.243 +/- 0.698 | dlogz: 2.196 > 0.109
iter: 5343 | bound: 80 | nc: 38 | ncall: 192591 | eff(%): 2.774 | loglstar: -inf < -8.523 < inf | logz: -60.241 +/- 0.698 | dlogz: 2.185 > 0.109
iter: 5344 | bound: 80 | nc: 38 | ncall: 192629 | eff(%): 2.774 | loglstar: -inf < -8.494 < inf | logz: -60.239 +/- 0.698 | dlogz: 2.174 > 0.109
iter: 5345 | bound: 80 | nc: 38 | ncall: 192667 | eff(%): 2.774 | loglstar: -inf < -8.486 < inf | logz: -60.236 +/- 0.698 | dlogz: 2.163 > 0.109
iter: 5346 | bound: 80 | nc: 38 | ncall: 192705 | eff(%): 2.774 | loglstar: -inf < -8.484 < inf | logz: -60.234 +/- 0.698 | dlogz: 2.152 > 0.109
iter: 5347 | bound: 80 | nc: 38 | ncall: 192743 | eff(%): 2.774 | loglstar: -inf < -8.481 < inf | logz: -60.231 +/- 0.698 | dlogz: 2.142 > 0.109
iter: 5348 | bound: 80 | nc: 38 | ncall: 192781 | eff(%): 2.774 | loglstar: -inf < -8.479 < inf | logz: -60.229 +/- 0.698 | dlogz: 2.131 > 0.109
iter: 5349 | bound: 81 | nc: 38 | ncall: 192819 | eff(%): 2.774 | loglstar: -inf < -8.455 < inf | logz: -60.227 +/- 0.698 | dlogz: 2.120 > 0.109
iter: 5350 | bound: 81 | nc: 38 | ncall: 192857 | eff(%): 2.774 | loglstar: -inf < -8.452 < inf | logz: -60.225 +/- 0.698 | dlogz: 2.109 > 0.109
iter: 5351 | bound: 81 | nc: 38 | ncall: 192895 | eff(%): 2.774 | loglstar: -inf < -8.447 < inf | logz: -60.222 +/- 0.698 | dlogz: 2.098 > 0.109
iter: 5352 | bound: 81 | nc: 38 | ncall: 192933 | eff(%): 2.774 | loglstar: -inf < -8.446 < inf | logz: -60.220 +/- 0.698 | dlogz: 2.088 > 0.109
iter: 5353 | bound: 81 | nc: 38 | ncall: 192971 | eff(%): 2.774 | loglstar: -inf < -8.446 < inf | logz: -60.218 +/- 0.698 | dlogz: 2.077 > 0.109
iter: 5354 | bound: 81 | nc: 38 | ncall: 193009 | eff(%): 2.774 | loglstar: -inf < -8.438 < inf | logz: -60.215 +/- 0.698 | dlogz: 2.066 > 0.109
iter: 5355 | bound: 81 | nc: 38 | ncall: 193047 | eff(%): 2.774 | loglstar: -inf < -8.436 < inf | logz: -60.213 +/- 0.698 | dlogz: 2.056 > 0.109
iter: 5356 | bound: 81 | nc: 38 | ncall: 193085 | eff(%): 2.774 | loglstar: -inf < -8.422 < inf | logz: -60.211 +/- 0.698 | dlogz: 2.045 > 0.109
iter: 5357 | bound: 81 | nc: 38 | ncall: 193123 | eff(%): 2.774 | loglstar: -inf < -8.418 < inf | logz: -60.209 +/- 0.698 | dlogz: 2.034 > 0.109
iter: 5358 | bound: 81 | nc: 38 | ncall: 193161 | eff(%): 2.774 | loglstar: -inf < -8.413 < inf | logz: -60.207 +/- 0.698 | dlogz: 2.024 > 0.109
iter: 5359 | bound: 81 | nc: 38 | ncall: 193199 | eff(%): 2.774 | loglstar: -inf < -8.392 < inf | logz: -60.204 +/- 0.698 | dlogz: 2.013 > 0.109
iter: 5360 | bound: 81 | nc: 38 | ncall: 193237 | eff(%): 2.774 | loglstar: -inf < -8.381 < inf | logz: -60.202 +/- 0.698 | dlogz: 2.003 > 0.109
iter: 5361 | bound: 81 | nc: 38 | ncall: 193275 | eff(%): 2.774 | loglstar: -inf < -8.378 < inf | logz: -60.200 +/- 0.698 | dlogz: 1.992 > 0.109
iter: 5362 | bound: 81 | nc: 38 | ncall: 193313 | eff(%): 2.774 | loglstar: -inf < -8.369 < inf | logz: -60.198 +/- 0.699 | dlogz: 1.982 > 0.109
iter: 5363 | bound: 81 | nc: 38 | ncall: 193351 | eff(%): 2.774 | loglstar: -inf < -8.345 < inf | logz: -60.196 +/- 0.699 | dlogz: 1.971 > 0.109
iter: 5364 | bound: 81 | nc: 38 | ncall: 193389 | eff(%): 2.774 | loglstar: -inf < -8.343 < inf | logz: -60.194 +/- 0.699 | dlogz: 1.961 > 0.109
iter: 5365 | bound: 81 | nc: 38 | ncall: 193427 | eff(%): 2.774 | loglstar: -inf < -8.342 < inf | logz: -60.191 +/- 0.699 | dlogz: 1.951 > 0.109
iter: 5366 | bound: 81 | nc: 38 | ncall: 193465 | eff(%): 2.774 | loglstar: -inf < -8.339 < inf | logz: -60.189 +/- 0.699 | dlogz: 1.940 > 0.109
iter: 5367 | bound: 81 | nc: 38 | ncall: 193503 | eff(%): 2.774 | loglstar: -inf < -8.329 < inf | logz: -60.187 +/- 0.699 | dlogz: 1.930 > 0.109
iter: 5368 | bound: 81 | nc: 38 | ncall: 193541 | eff(%): 2.774 | loglstar: -inf < -8.324 < inf | logz: -60.185 +/- 0.699 | dlogz: 1.920 > 0.109
iter: 5369 | bound: 81 | nc: 38 | ncall: 193579 | eff(%): 2.774 | loglstar: -inf < -8.317 < inf | logz: -60.183 +/- 0.699 | dlogz: 1.909 > 0.109
iter: 5370 | bound: 82 | nc: 38 | ncall: 193617 | eff(%): 2.774 | loglstar: -inf < -8.312 < inf | logz: -60.181 +/- 0.699 | dlogz: 1.899 > 0.109
iter: 5371 | bound: 82 | nc: 38 | ncall: 193655 | eff(%): 2.773 | loglstar: -inf < -8.306 < inf | logz: -60.179 +/- 0.699 | dlogz: 1.889 > 0.109
iter: 5372 | bound: 82 | nc: 38 | ncall: 193693 | eff(%): 2.773 | loglstar: -inf < -8.292 < inf | logz: -60.177 +/- 0.699 | dlogz: 1.879 > 0.109
iter: 5373 | bound: 82 | nc: 38 | ncall: 193731 | eff(%): 2.773 | loglstar: -inf < -8.264 < inf | logz: -60.175 +/- 0.699 | dlogz: 1.868 > 0.109
iter: 5374 | bound: 82 | nc: 38 | ncall: 193769 | eff(%): 2.773 | loglstar: -inf < -8.260 < inf | logz: -60.173 +/- 0.699 | dlogz: 1.858 > 0.109
iter: 5375 | bound: 82 | nc: 38 | ncall: 193807 | eff(%): 2.773 | loglstar: -inf < -8.258 < inf | logz: -60.170 +/- 0.699 | dlogz: 1.848 > 0.109
iter: 5376 | bound: 82 | nc: 38 | ncall: 193845 | eff(%): 2.773 | loglstar: -inf < -8.255 < inf | logz: -60.168 +/- 0.699 | dlogz: 1.838 > 0.109
iter: 5377 | bound: 82 | nc: 38 | ncall: 193883 | eff(%): 2.773 | loglstar: -inf < -8.244 < inf | logz: -60.166 +/- 0.699 | dlogz: 1.828 > 0.109
iter: 5378 | bound: 82 | nc: 38 | ncall: 193921 | eff(%): 2.773 | loglstar: -inf < -8.235 < inf | logz: -60.164 +/- 0.699 | dlogz: 1.818 > 0.109
iter: 5379 | bound: 82 | nc: 38 | ncall: 193959 | eff(%): 2.773 | loglstar: -inf < -8.220 < inf | logz: -60.162 +/- 0.699 | dlogz: 1.808 > 0.109
iter: 5380 | bound: 82 | nc: 38 | ncall: 193997 | eff(%): 2.773 | loglstar: -inf < -8.214 < inf | logz: -60.160 +/- 0.699 | dlogz: 1.798 > 0.109
iter: 5381 | bound: 82 | nc: 38 | ncall: 194035 | eff(%): 2.773 | loglstar: -inf < -8.213 < inf | logz: -60.158 +/- 0.699 | dlogz: 1.788 > 0.109
iter: 5382 | bound: 82 | nc: 38 | ncall: 194073 | eff(%): 2.773 | loglstar: -inf < -8.203 < inf | logz: -60.156 +/- 0.699 | dlogz: 1.778 > 0.109
iter: 5383 | bound: 82 | nc: 38 | ncall: 194111 | eff(%): 2.773 | loglstar: -inf < -8.202 < inf | logz: -60.154 +/- 0.699 | dlogz: 1.768 > 0.109
iter: 5384 | bound: 82 | nc: 38 | ncall: 194149 | eff(%): 2.773 | loglstar: -inf < -8.178 < inf | logz: -60.152 +/- 0.699 | dlogz: 1.758 > 0.109
iter: 5385 | bound: 82 | nc: 38 | ncall: 194187 | eff(%): 2.773 | loglstar: -inf < -8.174 < inf | logz: -60.150 +/- 0.699 | dlogz: 1.748 > 0.109
iter: 5386 | bound: 82 | nc: 38 | ncall: 194225 | eff(%): 2.773 | loglstar: -inf < -8.170 < inf | logz: -60.148 +/- 0.699 | dlogz: 1.738 > 0.109
iter: 5387 | bound: 82 | nc: 38 | ncall: 194263 | eff(%): 2.773 | loglstar: -inf < -8.148 < inf | logz: -60.146 +/- 0.699 | dlogz: 1.728 > 0.109
iter: 5388 | bound: 82 | nc: 38 | ncall: 194301 | eff(%): 2.773 | loglstar: -inf < -8.134 < inf | logz: -60.144 +/- 0.699 | dlogz: 1.719 > 0.109
iter: 5389 | bound: 82 | nc: 38 | ncall: 194339 | eff(%): 2.773 | loglstar: -inf < -8.127 < inf | logz: -60.142 +/- 0.699 | dlogz: 1.709 > 0.109
iter: 5390 | bound: 82 | nc: 38 | ncall: 194377 | eff(%): 2.773 | loglstar: -inf < -8.123 < inf | logz: -60.140 +/- 0.699 | dlogz: 1.699 > 0.109
iter: 5391 | bound: 82 | nc: 38 | ncall: 194415 | eff(%): 2.773 | loglstar: -inf < -8.114 < inf | logz: -60.138 +/- 0.699 | dlogz: 1.689 > 0.109
iter: 5392 | bound: 82 | nc: 38 | ncall: 194453 | eff(%): 2.773 | loglstar: -inf < -8.101 < inf | logz: -60.136 +/- 0.699 | dlogz: 1.680 > 0.109
iter: 5393 | bound: 82 | nc: 38 | ncall: 194491 | eff(%): 2.773 | loglstar: -inf < -8.100 < inf | logz: -60.134 +/- 0.699 | dlogz: 1.670 > 0.109
iter: 5394 | bound: 82 | nc: 38 | ncall: 194529 | eff(%): 2.773 | loglstar: -inf < -8.082 < inf | logz: -60.132 +/- 0.699 | dlogz: 1.660 > 0.109
iter: 5395 | bound: 82 | nc: 38 | ncall: 194567 | eff(%): 2.773 | loglstar: -inf < -8.070 < inf | logz: -60.130 +/- 0.699 | dlogz: 1.651 > 0.109
iter: 5396 | bound: 82 | nc: 38 | ncall: 194605 | eff(%): 2.773 | loglstar: -inf < -8.063 < inf | logz: -60.128 +/- 0.699 | dlogz: 1.641 > 0.109
iter: 5397 | bound: 82 | nc: 38 | ncall: 194643 | eff(%): 2.773 | loglstar: -inf < -8.058 < inf | logz: -60.126 +/- 0.699 | dlogz: 1.631 > 0.109
iter: 5398 | bound: 82 | nc: 38 | ncall: 194681 | eff(%): 2.773 | loglstar: -inf < -8.055 < inf | logz: -60.125 +/- 0.699 | dlogz: 1.622 > 0.109
iter: 5399 | bound: 82 | nc: 38 | ncall: 194719 | eff(%): 2.773 | loglstar: -inf < -8.046 < inf | logz: -60.123 +/- 0.699 | dlogz: 1.612 > 0.109
iter: 5400 | bound: 82 | nc: 38 | ncall: 194757 | eff(%): 2.773 | loglstar: -inf < -8.041 < inf | logz: -60.121 +/- 0.699 | dlogz: 1.603 > 0.109
iter: 5401 | bound: 82 | nc: 38 | ncall: 194795 | eff(%): 2.773 | loglstar: -inf < -8.039 < inf | logz: -60.119 +/- 0.700 | dlogz: 1.593 > 0.109
iter: 5402 | bound: 82 | nc: 38 | ncall: 194833 | eff(%): 2.773 | loglstar: -inf < -8.034 < inf | logz: -60.117 +/- 0.700 | dlogz: 1.584 > 0.109
iter: 5403 | bound: 82 | nc: 38 | ncall: 194871 | eff(%): 2.773 | loglstar: -inf < -8.011 < inf | logz: -60.115 +/- 0.700 | dlogz: 1.575 > 0.109
iter: 5404 | bound: 82 | nc: 38 | ncall: 194909 | eff(%): 2.773 | loglstar: -inf < -8.006 < inf | logz: -60.113 +/- 0.700 | dlogz: 1.565 > 0.109
iter: 5405 | bound: 83 | nc: 38 | ncall: 194947 | eff(%): 2.773 | loglstar: -inf < -8.006 < inf | logz: -60.111 +/- 0.700 | dlogz: 1.556 > 0.109
iter: 5406 | bound: 83 | nc: 38 | ncall: 194985 | eff(%): 2.773 | loglstar: -inf < -8.004 < inf | logz: -60.109 +/- 0.700 | dlogz: 1.547 > 0.109
iter: 5407 | bound: 83 | nc: 38 | ncall: 195023 | eff(%): 2.772 | loglstar: -inf < -8.002 < inf | logz: -60.108 +/- 0.700 | dlogz: 1.537 > 0.109
iter: 5408 | bound: 83 | nc: 38 | ncall: 195061 | eff(%): 2.772 | loglstar: -inf < -8.001 < inf | logz: -60.106 +/- 0.700 | dlogz: 1.528 > 0.109
iter: 5409 | bound: 83 | nc: 38 | ncall: 195099 | eff(%): 2.772 | loglstar: -inf < -7.974 < inf | logz: -60.104 +/- 0.700 | dlogz: 1.519 > 0.109
iter: 5410 | bound: 83 | nc: 38 | ncall: 195137 | eff(%): 2.772 | loglstar: -inf < -7.969 < inf | logz: -60.102 +/- 0.700 | dlogz: 1.510 > 0.109
iter: 5411 | bound: 83 | nc: 38 | ncall: 195175 | eff(%): 2.772 | loglstar: -inf < -7.969 < inf | logz: -60.100 +/- 0.700 | dlogz: 1.500 > 0.109
iter: 5412 | bound: 83 | nc: 38 | ncall: 195213 | eff(%): 2.772 | loglstar: -inf < -7.964 < inf | logz: -60.099 +/- 0.700 | dlogz: 1.491 > 0.109
iter: 5413 | bound: 83 | nc: 38 | ncall: 195251 | eff(%): 2.772 | loglstar: -inf < -7.960 < inf | logz: -60.097 +/- 0.700 | dlogz: 1.482 > 0.109
iter: 5414 | bound: 83 | nc: 38 | ncall: 195289 | eff(%): 2.772 | loglstar: -inf < -7.960 < inf | logz: -60.095 +/- 0.700 | dlogz: 1.473 > 0.109
iter: 5415 | bound: 83 | nc: 38 | ncall: 195327 | eff(%): 2.772 | loglstar: -inf < -7.923 < inf | logz: -60.093 +/- 0.700 | dlogz: 1.464 > 0.109
iter: 5416 | bound: 83 | nc: 38 | ncall: 195365 | eff(%): 2.772 | loglstar: -inf < -7.921 < inf | logz: -60.091 +/- 0.700 | dlogz: 1.455 > 0.109
iter: 5417 | bound: 83 | nc: 38 | ncall: 195403 | eff(%): 2.772 | loglstar: -inf < -7.920 < inf | logz: -60.090 +/- 0.700 | dlogz: 1.446 > 0.109
iter: 5418 | bound: 83 | nc: 38 | ncall: 195441 | eff(%): 2.772 | loglstar: -inf < -7.912 < inf | logz: -60.088 +/- 0.700 | dlogz: 1.437 > 0.109
iter: 5419 | bound: 83 | nc: 38 | ncall: 195479 | eff(%): 2.772 | loglstar: -inf < -7.911 < inf | logz: -60.086 +/- 0.700 | dlogz: 1.428 > 0.109
iter: 5420 | bound: 83 | nc: 38 | ncall: 195517 | eff(%): 2.772 | loglstar: -inf < -7.910 < inf | logz: -60.084 +/- 0.700 | dlogz: 1.419 > 0.109
iter: 5421 | bound: 83 | nc: 38 | ncall: 195555 | eff(%): 2.772 | loglstar: -inf < -7.909 < inf | logz: -60.083 +/- 0.700 | dlogz: 1.411 > 0.109
iter: 5422 | bound: 83 | nc: 38 | ncall: 195593 | eff(%): 2.772 | loglstar: -inf < -7.904 < inf | logz: -60.081 +/- 0.700 | dlogz: 1.402 > 0.109
iter: 5423 | bound: 83 | nc: 38 | ncall: 195631 | eff(%): 2.772 | loglstar: -inf < -7.899 < inf | logz: -60.079 +/- 0.700 | dlogz: 1.393 > 0.109
iter: 5424 | bound: 83 | nc: 38 | ncall: 195669 | eff(%): 2.772 | loglstar: -inf < -7.889 < inf | logz: -60.078 +/- 0.700 | dlogz: 1.384 > 0.109
iter: 5425 | bound: 83 | nc: 38 | ncall: 195707 | eff(%): 2.772 | loglstar: -inf < -7.879 < inf | logz: -60.076 +/- 0.700 | dlogz: 1.376 > 0.109
iter: 5426 | bound: 83 | nc: 38 | ncall: 195745 | eff(%): 2.772 | loglstar: -inf < -7.878 < inf | logz: -60.074 +/- 0.700 | dlogz: 1.367 > 0.109
iter: 5427 | bound: 83 | nc: 38 | ncall: 195783 | eff(%): 2.772 | loglstar: -inf < -7.876 < inf | logz: -60.073 +/- 0.700 | dlogz: 1.358 > 0.109
iter: 5428 | bound: 83 | nc: 38 | ncall: 195821 | eff(%): 2.772 | loglstar: -inf < -7.871 < inf | logz: -60.071 +/- 0.700 | dlogz: 1.350 > 0.109
iter: 5429 | bound: 83 | nc: 38 | ncall: 195859 | eff(%): 2.772 | loglstar: -inf < -7.867 < inf | logz: -60.069 +/- 0.700 | dlogz: 1.341 > 0.109
iter: 5430 | bound: 83 | nc: 38 | ncall: 195897 | eff(%): 2.772 | loglstar: -inf < -7.865 < inf | logz: -60.068 +/- 0.700 | dlogz: 1.333 > 0.109
iter: 5431 | bound: 83 | nc: 38 | ncall: 195935 | eff(%): 2.772 | loglstar: -inf < -7.865 < inf | logz: -60.066 +/- 0.700 | dlogz: 1.324 > 0.109
iter: 5432 | bound: 83 | nc: 38 | ncall: 195973 | eff(%): 2.772 | loglstar: -inf < -7.862 < inf | logz: -60.065 +/- 0.700 | dlogz: 1.316 > 0.109
iter: 5433 | bound: 83 | nc: 38 | ncall: 196011 | eff(%): 2.772 | loglstar: -inf < -7.845 < inf | logz: -60.063 +/- 0.700 | dlogz: 1.307 > 0.109
iter: 5434 | bound: 83 | nc: 38 | ncall: 196049 | eff(%): 2.772 | loglstar: -inf < -7.839 < inf | logz: -60.062 +/- 0.700 | dlogz: 1.299 > 0.109
iter: 5435 | bound: 83 | nc: 38 | ncall: 196087 | eff(%): 2.772 | loglstar: -inf < -7.820 < inf | logz: -60.060 +/- 0.700 | dlogz: 1.290 > 0.109
iter: 5436 | bound: 83 | nc: 38 | ncall: 196125 | eff(%): 2.772 | loglstar: -inf < -7.820 < inf | logz: -60.058 +/- 0.700 | dlogz: 1.282 > 0.109
iter: 5437 | bound: 84 | nc: 38 | ncall: 196163 | eff(%): 2.772 | loglstar: -inf < -7.820 < inf | logz: -60.057 +/- 0.700 | dlogz: 1.274 > 0.109
iter: 5438 | bound: 84 | nc: 38 | ncall: 196201 | eff(%): 2.772 | loglstar: -inf < -7.788 < inf | logz: -60.055 +/- 0.700 | dlogz: 1.266 > 0.109
iter: 5439 | bound: 84 | nc: 38 | ncall: 196239 | eff(%): 2.772 | loglstar: -inf < -7.777 < inf | logz: -60.054 +/- 0.700 | dlogz: 1.257 > 0.109
iter: 5440 | bound: 84 | nc: 38 | ncall: 196277 | eff(%): 2.772 | loglstar: -inf < -7.772 < inf | logz: -60.052 +/- 0.700 | dlogz: 1.249 > 0.109
iter: 5441 | bound: 84 | nc: 38 | ncall: 196315 | eff(%): 2.772 | loglstar: -inf < -7.754 < inf | logz: -60.051 +/- 0.700 | dlogz: 1.241 > 0.109
iter: 5442 | bound: 84 | nc: 38 | ncall: 196353 | eff(%): 2.772 | loglstar: -inf < -7.742 < inf | logz: -60.049 +/- 0.700 | dlogz: 1.233 > 0.109
iter: 5443 | bound: 84 | nc: 38 | ncall: 196391 | eff(%): 2.772 | loglstar: -inf < -7.741 < inf | logz: -60.047 +/- 0.700 | dlogz: 1.225 > 0.109
iter: 5444 | bound: 84 | nc: 38 | ncall: 196429 | eff(%): 2.771 | loglstar: -inf < -7.736 < inf | logz: -60.046 +/- 0.700 | dlogz: 1.216 > 0.109
iter: 5445 | bound: 84 | nc: 38 | ncall: 196467 | eff(%): 2.771 | loglstar: -inf < -7.734 < inf | logz: -60.044 +/- 0.700 | dlogz: 1.208 > 0.109
iter: 5446 | bound: 84 | nc: 38 | ncall: 196505 | eff(%): 2.771 | loglstar: -inf < -7.732 < inf | logz: -60.043 +/- 0.701 | dlogz: 1.200 > 0.109
iter: 5447 | bound: 84 | nc: 38 | ncall: 196543 | eff(%): 2.771 | loglstar: -inf < -7.729 < inf | logz: -60.041 +/- 0.701 | dlogz: 1.192 > 0.109
iter: 5448 | bound: 84 | nc: 38 | ncall: 196581 | eff(%): 2.771 | loglstar: -inf < -7.727 < inf | logz: -60.040 +/- 0.701 | dlogz: 1.184 > 0.109
iter: 5449 | bound: 84 | nc: 38 | ncall: 196619 | eff(%): 2.771 | loglstar: -inf < -7.725 < inf | logz: -60.038 +/- 0.701 | dlogz: 1.176 > 0.109
iter: 5450 | bound: 84 | nc: 38 | ncall: 196657 | eff(%): 2.771 | loglstar: -inf < -7.711 < inf | logz: -60.037 +/- 0.701 | dlogz: 1.168 > 0.109
iter: 5451 | bound: 84 | nc: 38 | ncall: 196695 | eff(%): 2.771 | loglstar: -inf < -7.701 < inf | logz: -60.035 +/- 0.701 | dlogz: 1.161 > 0.109
iter: 5452 | bound: 84 | nc: 38 | ncall: 196733 | eff(%): 2.771 | loglstar: -inf < -7.693 < inf | logz: -60.034 +/- 0.701 | dlogz: 1.153 > 0.109
iter: 5453 | bound: 84 | nc: 38 | ncall: 196771 | eff(%): 2.771 | loglstar: -inf < -7.683 < inf | logz: -60.032 +/- 0.701 | dlogz: 1.145 > 0.109
iter: 5454 | bound: 84 | nc: 38 | ncall: 196809 | eff(%): 2.771 | loglstar: -inf < -7.680 < inf | logz: -60.031 +/- 0.701 | dlogz: 1.137 > 0.109
iter: 5455 | bound: 84 | nc: 38 | ncall: 196847 | eff(%): 2.771 | loglstar: -inf < -7.679 < inf | logz: -60.030 +/- 0.701 | dlogz: 1.129 > 0.109
iter: 5456 | bound: 84 | nc: 38 | ncall: 196885 | eff(%): 2.771 | loglstar: -inf < -7.671 < inf | logz: -60.028 +/- 0.701 | dlogz: 1.122 > 0.109
iter: 5457 | bound: 84 | nc: 38 | ncall: 196923 | eff(%): 2.771 | loglstar: -inf < -7.657 < inf | logz: -60.027 +/- 0.701 | dlogz: 1.114 > 0.109
iter: 5458 | bound: 84 | nc: 38 | ncall: 196961 | eff(%): 2.771 | loglstar: -inf < -7.648 < inf | logz: -60.025 +/- 0.701 | dlogz: 1.106 > 0.109
iter: 5459 | bound: 84 | nc: 38 | ncall: 196999 | eff(%): 2.771 | loglstar: -inf < -7.630 < inf | logz: -60.024 +/- 0.701 | dlogz: 1.099 > 0.109
iter: 5460 | bound: 84 | nc: 38 | ncall: 197037 | eff(%): 2.771 | loglstar: -inf < -7.628 < inf | logz: -60.022 +/- 0.701 | dlogz: 1.091 > 0.109
iter: 5461 | bound: 84 | nc: 38 | ncall: 197075 | eff(%): 2.771 | loglstar: -inf < -7.628 < inf | logz: -60.021 +/- 0.701 | dlogz: 1.084 > 0.109
iter: 5462 | bound: 84 | nc: 38 | ncall: 197113 | eff(%): 2.771 | loglstar: -inf < -7.625 < inf | logz: -60.019 +/- 0.701 | dlogz: 1.076 > 0.109
iter: 5463 | bound: 84 | nc: 38 | ncall: 197151 | eff(%): 2.771 | loglstar: -inf < -7.623 < inf | logz: -60.018 +/- 0.701 | dlogz: 1.069 > 0.109
iter: 5464 | bound: 84 | nc: 38 | ncall: 197189 | eff(%): 2.771 | loglstar: -inf < -7.621 < inf | logz: -60.017 +/- 0.701 | dlogz: 1.061 > 0.109
iter: 5465 | bound: 84 | nc: 38 | ncall: 197227 | eff(%): 2.771 | loglstar: -inf < -7.620 < inf | logz: -60.015 +/- 0.701 | dlogz: 1.054 > 0.109
iter: 5466 | bound: 84 | nc: 38 | ncall: 197265 | eff(%): 2.771 | loglstar: -inf < -7.602 < inf | logz: -60.014 +/- 0.701 | dlogz: 1.047 > 0.109
iter: 5467 | bound: 84 | nc: 38 | ncall: 197303 | eff(%): 2.771 | loglstar: -inf < -7.599 < inf | logz: -60.013 +/- 0.701 | dlogz: 1.039 > 0.109
iter: 5468 | bound: 84 | nc: 38 | ncall: 197341 | eff(%): 2.771 | loglstar: -inf < -7.593 < inf | logz: -60.011 +/- 0.701 | dlogz: 1.032 > 0.109
iter: 5469 | bound: 84 | nc: 38 | ncall: 197379 | eff(%): 2.771 | loglstar: -inf < -7.584 < inf | logz: -60.010 +/- 0.701 | dlogz: 1.025 > 0.109
iter: 5470 | bound: 84 | nc: 38 | ncall: 197417 | eff(%): 2.771 | loglstar: -inf < -7.583 < inf | logz: -60.008 +/- 0.701 | dlogz: 1.017 > 0.109
iter: 5471 | bound: 84 | nc: 38 | ncall: 197455 | eff(%): 2.771 | loglstar: -inf < -7.581 < inf | logz: -60.007 +/- 0.701 | dlogz: 1.010 > 0.109
iter: 5472 | bound: 84 | nc: 38 | ncall: 197493 | eff(%): 2.771 | loglstar: -inf < -7.576 < inf | logz: -60.006 +/- 0.701 | dlogz: 1.003 > 0.109
iter: 5473 | bound: 84 | nc: 38 | ncall: 197531 | eff(%): 2.771 | loglstar: -inf < -7.569 < inf | logz: -60.005 +/- 0.701 | dlogz: 0.996 > 0.109
iter: 5474 | bound: 84 | nc: 38 | ncall: 197569 | eff(%): 2.771 | loglstar: -inf < -7.561 < inf | logz: -60.003 +/- 0.701 | dlogz: 1.039 > 0.109
iter: 5475 | bound: 84 | nc: 38 | ncall: 197607 | eff(%): 2.771 | loglstar: -inf < -7.556 < inf | logz: -60.002 +/- 0.701 | dlogz: 1.032 > 0.109
iter: 5476 | bound: 84 | nc: 38 | ncall: 197645 | eff(%): 2.771 | loglstar: -inf < -7.538 < inf | logz: -60.001 +/- 0.701 | dlogz: 1.025 > 0.109
iter: 5477 | bound: 84 | nc: 38 | ncall: 197683 | eff(%): 2.771 | loglstar: -inf < -7.538 < inf | logz: -59.999 +/- 0.701 | dlogz: 1.018 > 0.109
iter: 5478 | bound: 85 | nc: 38 | ncall: 197721 | eff(%): 2.771 | loglstar: -inf < -7.509 < inf | logz: -59.998 +/- 0.701 | dlogz: 1.010 > 0.109
iter: 5479 | bound: 85 | nc: 38 | ncall: 197759 | eff(%): 2.771 | loglstar: -inf < -7.490 < inf | logz: -59.997 +/- 0.701 | dlogz: 1.003 > 0.109
iter: 5480 | bound: 85 | nc: 38 | ncall: 197797 | eff(%): 2.771 | loglstar: -inf < -7.479 < inf | logz: -59.995 +/- 0.701 | dlogz: 0.996 > 0.109
iter: 5481 | bound: 85 | nc: 38 | ncall: 197835 | eff(%): 2.770 | loglstar: -inf < -7.470 < inf | logz: -59.994 +/- 0.701 | dlogz: 0.989 > 0.109
iter: 5482 | bound: 85 | nc: 38 | ncall: 197873 | eff(%): 2.770 | loglstar: -inf < -7.464 < inf | logz: -59.993 +/- 0.701 | dlogz: 0.982 > 0.109
iter: 5483 | bound: 85 | nc: 38 | ncall: 197911 | eff(%): 2.770 | loglstar: -inf < -7.446 < inf | logz: -59.991 +/- 0.701 | dlogz: 0.975 > 0.109
iter: 5484 | bound: 85 | nc: 38 | ncall: 197949 | eff(%): 2.770 | loglstar: -inf < -7.428 < inf | logz: -59.990 +/- 0.701 | dlogz: 0.968 > 0.109
iter: 5485 | bound: 85 | nc: 38 | ncall: 197987 | eff(%): 2.770 | loglstar: -inf < -7.403 < inf | logz: -59.989 +/- 0.701 | dlogz: 0.961 > 0.109
iter: 5486 | bound: 85 | nc: 38 | ncall: 198025 | eff(%): 2.770 | loglstar: -inf < -7.401 < inf | logz: -59.987 +/- 0.701 | dlogz: 0.954 > 0.109
iter: 5487 | bound: 86 | nc: 38 | ncall: 198063 | eff(%): 2.770 | loglstar: -inf < -7.398 < inf | logz: -59.986 +/- 0.701 | dlogz: 0.947 > 0.109
iter: 5488 | bound: 86 | nc: 38 | ncall: 198101 | eff(%): 2.770 | loglstar: -inf < -7.379 < inf | logz: -59.985 +/- 0.701 | dlogz: 0.940 > 0.109
iter: 5489 | bound: 86 | nc: 38 | ncall: 198139 | eff(%): 2.770 | loglstar: -inf < -7.359 < inf | logz: -59.983 +/- 0.701 | dlogz: 0.933 > 0.109
iter: 5490 | bound: 86 | nc: 38 | ncall: 198177 | eff(%): 2.770 | loglstar: -inf < -7.356 < inf | logz: -59.982 +/- 0.701 | dlogz: 0.926 > 0.109
iter: 5491 | bound: 86 | nc: 38 | ncall: 198215 | eff(%): 2.770 | loglstar: -inf < -7.354 < inf | logz: -59.981 +/- 0.701 | dlogz: 0.920 > 0.109
iter: 5492 | bound: 86 | nc: 38 | ncall: 198253 | eff(%): 2.770 | loglstar: -inf < -7.351 < inf | logz: -59.979 +/- 0.701 | dlogz: 0.913 > 0.109
iter: 5493 | bound: 86 | nc: 38 | ncall: 198291 | eff(%): 2.770 | loglstar: -inf < -7.340 < inf | logz: -59.978 +/- 0.701 | dlogz: 0.906 > 0.109
iter: 5494 | bound: 86 | nc: 38 | ncall: 198329 | eff(%): 2.770 | loglstar: -inf < -7.339 < inf | logz: -59.977 +/- 0.701 | dlogz: 0.899 > 0.109
iter: 5495 | bound: 86 | nc: 38 | ncall: 198367 | eff(%): 2.770 | loglstar: -inf < -7.321 < inf | logz: -59.975 +/- 0.701 | dlogz: 0.893 > 0.109
iter: 5496 | bound: 86 | nc: 38 | ncall: 198405 | eff(%): 2.770 | loglstar: -inf < -7.320 < inf | logz: -59.974 +/- 0.701 | dlogz: 0.886 > 0.109
iter: 5497 | bound: 86 | nc: 38 | ncall: 198443 | eff(%): 2.770 | loglstar: -inf < -7.308 < inf | logz: -59.973 +/- 0.702 | dlogz: 0.880 > 0.109
iter: 5498 | bound: 86 | nc: 38 | ncall: 198481 | eff(%): 2.770 | loglstar: -inf < -7.305 < inf | logz: -59.971 +/- 0.702 | dlogz: 0.873 > 0.109
iter: 5499 | bound: 86 | nc: 38 | ncall: 198519 | eff(%): 2.770 | loglstar: -inf < -7.301 < inf | logz: -59.970 +/- 0.702 | dlogz: 0.866 > 0.109
iter: 5500 | bound: 86 | nc: 38 | ncall: 198557 | eff(%): 2.770 | loglstar: -inf < -7.299 < inf | logz: -59.969 +/- 0.702 | dlogz: 0.860 > 0.109
iter: 5501 | bound: 86 | nc: 38 | ncall: 198595 | eff(%): 2.770 | loglstar: -inf < -7.296 < inf | logz: -59.968 +/- 0.702 | dlogz: 0.854 > 0.109
iter: 5502 | bound: 86 | nc: 38 | ncall: 198633 | eff(%): 2.770 | loglstar: -inf < -7.283 < inf | logz: -59.966 +/- 0.702 | dlogz: 0.847 > 0.109
iter: 5503 | bound: 86 | nc: 38 | ncall: 198671 | eff(%): 2.770 | loglstar: -inf < -7.258 < inf | logz: -59.965 +/- 0.702 | dlogz: 0.841 > 0.109
iter: 5504 | bound: 86 | nc: 38 | ncall: 198709 | eff(%): 2.770 | loglstar: -inf < -7.231 < inf | logz: -59.964 +/- 0.702 | dlogz: 0.834 > 0.109
iter: 5505 | bound: 86 | nc: 38 | ncall: 198747 | eff(%): 2.770 | loglstar: -inf < -7.230 < inf | logz: -59.962 +/- 0.702 | dlogz: 0.828 > 0.109
iter: 5506 | bound: 86 | nc: 38 | ncall: 198785 | eff(%): 2.770 | loglstar: -inf < -7.230 < inf | logz: -59.961 +/- 0.702 | dlogz: 0.822 > 0.109
iter: 5507 | bound: 86 | nc: 38 | ncall: 198823 | eff(%): 2.770 | loglstar: -inf < -7.225 < inf | logz: -59.960 +/- 0.702 | dlogz: 0.815 > 0.109
iter: 5508 | bound: 86 | nc: 38 | ncall: 198861 | eff(%): 2.770 | loglstar: -inf < -7.210 < inf | logz: -59.959 +/- 0.702 | dlogz: 0.809 > 0.109
iter: 5509 | bound: 86 | nc: 38 | ncall: 198899 | eff(%): 2.770 | loglstar: -inf < -7.202 < inf | logz: -59.957 +/- 0.702 | dlogz: 0.803 > 0.109
iter: 5510 | bound: 86 | nc: 38 | ncall: 198937 | eff(%): 2.770 | loglstar: -inf < -7.198 < inf | logz: -59.956 +/- 0.702 | dlogz: 0.797 > 0.109
iter: 5511 | bound: 86 | nc: 38 | ncall: 198975 | eff(%): 2.770 | loglstar: -inf < -7.190 < inf | logz: -59.955 +/- 0.702 | dlogz: 0.791 > 0.109
iter: 5512 | bound: 86 | nc: 38 | ncall: 199013 | eff(%): 2.770 | loglstar: -inf < -7.173 < inf | logz: -59.954 +/- 0.702 | dlogz: 0.785 > 0.109
iter: 5513 | bound: 86 | nc: 38 | ncall: 199051 | eff(%): 2.770 | loglstar: -inf < -7.170 < inf | logz: -59.952 +/- 0.702 | dlogz: 0.778 > 0.109
iter: 5514 | bound: 86 | nc: 38 | ncall: 199089 | eff(%): 2.770 | loglstar: -inf < -7.168 < inf | logz: -59.951 +/- 0.702 | dlogz: 0.772 > 0.109
iter: 5515 | bound: 86 | nc: 38 | ncall: 199127 | eff(%): 2.770 | loglstar: -inf < -7.163 < inf | logz: -59.950 +/- 0.702 | dlogz: 0.766 > 0.109
iter: 5516 | bound: 86 | nc: 38 | ncall: 199165 | eff(%): 2.770 | loglstar: -inf < -7.156 < inf | logz: -59.949 +/- 0.702 | dlogz: 0.760 > 0.109
iter: 5517 | bound: 86 | nc: 38 | ncall: 199203 | eff(%): 2.770 | loglstar: -inf < -7.152 < inf | logz: -59.947 +/- 0.702 | dlogz: 0.754 > 0.109
iter: 5518 | bound: 86 | nc: 38 | ncall: 199241 | eff(%): 2.770 | loglstar: -inf < -7.133 < inf | logz: -59.946 +/- 0.702 | dlogz: 0.749 > 0.109
iter: 5519 | bound: 86 | nc: 38 | ncall: 199279 | eff(%): 2.769 | loglstar: -inf < -7.129 < inf | logz: -59.945 +/- 0.702 | dlogz: 0.743 > 0.109
iter: 5520 | bound: 86 | nc: 38 | ncall: 199317 | eff(%): 2.769 | loglstar: -inf < -7.118 < inf | logz: -59.944 +/- 0.702 | dlogz: 0.737 > 0.109
iter: 5521 | bound: 86 | nc: 38 | ncall: 199355 | eff(%): 2.769 | loglstar: -inf < -7.106 < inf | logz: -59.943 +/- 0.702 | dlogz: 0.731 > 0.109
iter: 5522 | bound: 86 | nc: 38 | ncall: 199393 | eff(%): 2.769 | loglstar: -inf < -7.101 < inf | logz: -59.941 +/- 0.702 | dlogz: 0.725 > 0.109
iter: 5523 | bound: 86 | nc: 38 | ncall: 199431 | eff(%): 2.769 | loglstar: -inf < -7.097 < inf | logz: -59.940 +/- 0.702 | dlogz: 0.720 > 0.109
iter: 5524 | bound: 86 | nc: 38 | ncall: 199469 | eff(%): 2.769 | loglstar: -inf < -7.088 < inf | logz: -59.939 +/- 0.702 | dlogz: 0.714 > 0.109
iter: 5525 | bound: 86 | nc: 38 | ncall: 199507 | eff(%): 2.769 | loglstar: -inf < -7.087 < inf | logz: -59.938 +/- 0.702 | dlogz: 0.708 > 0.109
iter: 5526 | bound: 86 | nc: 38 | ncall: 199545 | eff(%): 2.769 | loglstar: -inf < -7.086 < inf | logz: -59.937 +/- 0.702 | dlogz: 0.703 > 0.109
iter: 5527 | bound: 86 | nc: 38 | ncall: 199583 | eff(%): 2.769 | loglstar: -inf < -7.085 < inf | logz: -59.935 +/- 0.702 | dlogz: 0.697 > 0.109
iter: 5528 | bound: 86 | nc: 38 | ncall: 199621 | eff(%): 2.769 | loglstar: -inf < -7.070 < inf | logz: -59.934 +/- 0.702 | dlogz: 0.691 > 0.109
iter: 5529 | bound: 86 | nc: 38 | ncall: 199659 | eff(%): 2.769 | loglstar: -inf < -7.055 < inf | logz: -59.933 +/- 0.702 | dlogz: 0.686 > 0.109
iter: 5530 | bound: 86 | nc: 38 | ncall: 199697 | eff(%): 2.769 | loglstar: -inf < -7.054 < inf | logz: -59.932 +/- 0.702 | dlogz: 0.680 > 0.109
iter: 5531 | bound: 86 | nc: 38 | ncall: 199735 | eff(%): 2.769 | loglstar: -inf < -7.053 < inf | logz: -59.931 +/- 0.702 | dlogz: 0.675 > 0.109
iter: 5532 | bound: 86 | nc: 38 | ncall: 199773 | eff(%): 2.769 | loglstar: -inf < -7.046 < inf | logz: -59.930 +/- 0.702 | dlogz: 0.669 > 0.109
iter: 5533 | bound: 86 | nc: 38 | ncall: 199811 | eff(%): 2.769 | loglstar: -inf < -7.033 < inf | logz: -59.928 +/- 0.702 | dlogz: 0.664 > 0.109
iter: 5534 | bound: 86 | nc: 38 | ncall: 199849 | eff(%): 2.769 | loglstar: -inf < -7.033 < inf | logz: -59.927 +/- 0.702 | dlogz: 0.659 > 0.109
iter: 5535 | bound: 86 | nc: 38 | ncall: 199887 | eff(%): 2.769 | loglstar: -inf < -7.026 < inf | logz: -59.926 +/- 0.702 | dlogz: 0.653 > 0.109
iter: 5536 | bound: 86 | nc: 38 | ncall: 199925 | eff(%): 2.769 | loglstar: -inf < -7.016 < inf | logz: -59.925 +/- 0.702 | dlogz: 0.648 > 0.109
iter: 5537 | bound: 86 | nc: 38 | ncall: 199963 | eff(%): 2.769 | loglstar: -inf < -7.016 < inf | logz: -59.924 +/- 0.702 | dlogz: 0.643 > 0.109
iter: 5538 | bound: 86 | nc: 38 | ncall: 200001 | eff(%): 2.769 | loglstar: -inf < -7.015 < inf | logz: -59.923 +/- 0.702 | dlogz: 0.637 > 0.109
iter: 5539 | bound: 86 | nc: 38 | ncall: 200039 | eff(%): 2.769 | loglstar: -inf < -6.997 < inf | logz: -59.922 +/- 0.702 | dlogz: 0.632 > 0.109
iter: 5540 | bound: 86 | nc: 38 | ncall: 200077 | eff(%): 2.769 | loglstar: -inf < -6.994 < inf | logz: -59.921 +/- 0.702 | dlogz: 0.627 > 0.109
iter: 5541 | bound: 86 | nc: 38 | ncall: 200115 | eff(%): 2.769 | loglstar: -inf < -6.988 < inf | logz: -59.919 +/- 0.702 | dlogz: 0.622 > 0.109
iter: 5542 | bound: 86 | nc: 38 | ncall: 200153 | eff(%): 2.769 | loglstar: -inf < -6.985 < inf | logz: -59.918 +/- 0.702 | dlogz: 0.617 > 0.109
iter: 5543 | bound: 86 | nc: 38 | ncall: 200191 | eff(%): 2.769 | loglstar: -inf < -6.978 < inf | logz: -59.917 +/- 0.702 | dlogz: 0.612 > 0.109
iter: 5544 | bound: 86 | nc: 38 | ncall: 200229 | eff(%): 2.769 | loglstar: -inf < -6.974 < inf | logz: -59.916 +/- 0.702 | dlogz: 0.607 > 0.109
iter: 5545 | bound: 86 | nc: 38 | ncall: 200267 | eff(%): 2.769 | loglstar: -inf < -6.966 < inf | logz: -59.915 +/- 0.702 | dlogz: 0.602 > 0.109
iter: 5546 | bound: 86 | nc: 38 | ncall: 200305 | eff(%): 2.769 | loglstar: -inf < -6.952 < inf | logz: -59.914 +/- 0.702 | dlogz: 0.597 > 0.109
iter: 5547 | bound: 86 | nc: 38 | ncall: 200343 | eff(%): 2.769 | loglstar: -inf < -6.951 < inf | logz: -59.913 +/- 0.702 | dlogz: 0.592 > 0.109
iter: 5548 | bound: 86 | nc: 38 | ncall: 200381 | eff(%): 2.769 | loglstar: -inf < -6.948 < inf | logz: -59.912 +/- 0.702 | dlogz: 0.587 > 0.109
iter: 5549 | bound: 86 | nc: 38 | ncall: 200419 | eff(%): 2.769 | loglstar: -inf < -6.945 < inf | logz: -59.911 +/- 0.702 | dlogz: 0.582 > 0.109
iter: 5550 | bound: 86 | nc: 38 | ncall: 200457 | eff(%): 2.769 | loglstar: -inf < -6.944 < inf | logz: -59.910 +/- 0.703 | dlogz: 0.577 > 0.109
iter: 5551 | bound: 86 | nc: 38 | ncall: 200495 | eff(%): 2.769 | loglstar: -inf < -6.931 < inf | logz: -59.909 +/- 0.703 | dlogz: 0.572 > 0.109
iter: 5552 | bound: 86 | nc: 38 | ncall: 200533 | eff(%): 2.769 | loglstar: -inf < -6.921 < inf | logz: -59.908 +/- 0.703 | dlogz: 0.761 > 0.109
iter: 5553 | bound: 86 | nc: 38 | ncall: 200571 | eff(%): 2.769 | loglstar: -inf < -6.920 < inf | logz: -59.907 +/- 0.703 | dlogz: 0.755 > 0.109
iter: 5554 | bound: 86 | nc: 38 | ncall: 200609 | eff(%): 2.769 | loglstar: -inf < -6.904 < inf | logz: -59.906 +/- 0.703 | dlogz: 0.749 > 0.109
iter: 5555 | bound: 86 | nc: 38 | ncall: 200647 | eff(%): 2.769 | loglstar: -inf < -6.893 < inf | logz: -59.905 +/- 0.703 | dlogz: 0.744 > 0.109
iter: 5556 | bound: 86 | nc: 38 | ncall: 200685 | eff(%): 2.769 | loglstar: -inf < -6.889 < inf | logz: -59.904 +/- 0.703 | dlogz: 0.738 > 0.109
iter: 5557 | bound: 86 | nc: 38 | ncall: 200723 | eff(%): 2.768 | loglstar: -inf < -6.885 < inf | logz: -59.903 +/- 0.703 | dlogz: 0.732 > 0.109
iter: 5558 | bound: 86 | nc: 38 | ncall: 200761 | eff(%): 2.768 | loglstar: -inf < -6.883 < inf | logz: -59.902 +/- 0.703 | dlogz: 0.727 > 0.109
iter: 5559 | bound: 86 | nc: 38 | ncall: 200799 | eff(%): 2.768 | loglstar: -inf < -6.880 < inf | logz: -59.901 +/- 0.703 | dlogz: 0.721 > 0.109
iter: 5560 | bound: 86 | nc: 38 | ncall: 200837 | eff(%): 2.768 | loglstar: -inf < -6.849 < inf | logz: -59.900 +/- 0.703 | dlogz: 0.715 > 0.109
iter: 5561 | bound: 86 | nc: 38 | ncall: 200875 | eff(%): 2.768 | loglstar: -inf < -6.847 < inf | logz: -59.899 +/- 0.703 | dlogz: 0.710 > 0.109
iter: 5562 | bound: 86 | nc: 38 | ncall: 200913 | eff(%): 2.768 | loglstar: -inf < -6.836 < inf | logz: -59.898 +/- 0.703 | dlogz: 0.704 > 0.109
iter: 5563 | bound: 86 | nc: 38 | ncall: 200951 | eff(%): 2.768 | loglstar: -inf < -6.819 < inf | logz: -59.897 +/- 0.703 | dlogz: 0.699 > 0.109
iter: 5564 | bound: 86 | nc: 38 | ncall: 200989 | eff(%): 2.768 | loglstar: -inf < -6.815 < inf | logz: -59.896 +/- 0.703 | dlogz: 0.693 > 0.109
iter: 5565 | bound: 86 | nc: 38 | ncall: 201027 | eff(%): 2.768 | loglstar: -inf < -6.805 < inf | logz: -59.894 +/- 0.703 | dlogz: 0.688 > 0.109
iter: 5566 | bound: 86 | nc: 38 | ncall: 201065 | eff(%): 2.768 | loglstar: -inf < -6.803 < inf | logz: -59.893 +/- 0.703 | dlogz: 0.682 > 0.109
iter: 5567 | bound: 87 | nc: 38 | ncall: 201103 | eff(%): 2.768 | loglstar: -inf < -6.803 < inf | logz: -59.892 +/- 0.703 | dlogz: 0.677 > 0.109
iter: 5568 | bound: 87 | nc: 38 | ncall: 201141 | eff(%): 2.768 | loglstar: -inf < -6.802 < inf | logz: -59.892 +/- 0.703 | dlogz: 0.671 > 0.109
iter: 5569 | bound: 87 | nc: 38 | ncall: 201179 | eff(%): 2.768 | loglstar: -inf < -6.795 < inf | logz: -59.891 +/- 0.703 | dlogz: 0.666 > 0.109
iter: 5570 | bound: 87 | nc: 38 | ncall: 201217 | eff(%): 2.768 | loglstar: -inf < -6.790 < inf | logz: -59.890 +/- 0.703 | dlogz: 0.661 > 0.109
iter: 5571 | bound: 87 | nc: 38 | ncall: 201255 | eff(%): 2.768 | loglstar: -inf < -6.789 < inf | logz: -59.889 +/- 0.703 | dlogz: 0.656 > 0.109
iter: 5572 | bound: 87 | nc: 38 | ncall: 201293 | eff(%): 2.768 | loglstar: -inf < -6.787 < inf | logz: -59.888 +/- 0.703 | dlogz: 0.650 > 0.109
iter: 5573 | bound: 87 | nc: 38 | ncall: 201331 | eff(%): 2.768 | loglstar: -inf < -6.781 < inf | logz: -59.887 +/- 0.703 | dlogz: 0.645 > 0.109
iter: 5574 | bound: 87 | nc: 38 | ncall: 201369 | eff(%): 2.768 | loglstar: -inf < -6.780 < inf | logz: -59.886 +/- 0.703 | dlogz: 0.640 > 0.109
iter: 5575 | bound: 87 | nc: 38 | ncall: 201407 | eff(%): 2.768 | loglstar: -inf < -6.760 < inf | logz: -59.885 +/- 0.703 | dlogz: 0.635 > 0.109
iter: 5576 | bound: 87 | nc: 38 | ncall: 201445 | eff(%): 2.768 | loglstar: -inf < -6.745 < inf | logz: -59.884 +/- 0.703 | dlogz: 0.630 > 0.109
iter: 5577 | bound: 87 | nc: 38 | ncall: 201483 | eff(%): 2.768 | loglstar: -inf < -6.740 < inf | logz: -59.883 +/- 0.703 | dlogz: 0.625 > 0.109
iter: 5578 | bound: 87 | nc: 38 | ncall: 201521 | eff(%): 2.768 | loglstar: -inf < -6.738 < inf | logz: -59.882 +/- 0.703 | dlogz: 0.620 > 0.109
iter: 5579 | bound: 87 | nc: 38 | ncall: 201559 | eff(%): 2.768 | loglstar: -inf < -6.715 < inf | logz: -59.881 +/- 0.703 | dlogz: 0.615 > 0.109
iter: 5580 | bound: 87 | nc: 38 | ncall: 201597 | eff(%): 2.768 | loglstar: -inf < -6.707 < inf | logz: -59.880 +/- 0.703 | dlogz: 0.610 > 0.109
iter: 5581 | bound: 87 | nc: 38 | ncall: 201635 | eff(%): 2.768 | loglstar: -inf < -6.707 < inf | logz: -59.879 +/- 0.703 | dlogz: 0.605 > 0.109
iter: 5582 | bound: 87 | nc: 38 | ncall: 201673 | eff(%): 2.768 | loglstar: -inf < -6.703 < inf | logz: -59.878 +/- 0.703 | dlogz: 0.600 > 0.109
iter: 5583 | bound: 87 | nc: 38 | ncall: 201711 | eff(%): 2.768 | loglstar: -inf < -6.683 < inf | logz: -59.877 +/- 0.703 | dlogz: 0.595 > 0.109
iter: 5584 | bound: 87 | nc: 38 | ncall: 201749 | eff(%): 2.768 | loglstar: -inf < -6.683 < inf | logz: -59.876 +/- 0.703 | dlogz: 0.590 > 0.109
iter: 5585 | bound: 87 | nc: 38 | ncall: 201787 | eff(%): 2.768 | loglstar: -inf < -6.681 < inf | logz: -59.875 +/- 0.703 | dlogz: 0.585 > 0.109
iter: 5586 | bound: 87 | nc: 38 | ncall: 201825 | eff(%): 2.768 | loglstar: -inf < -6.680 < inf | logz: -59.874 +/- 0.703 | dlogz: 0.580 > 0.109
iter: 5587 | bound: 87 | nc: 38 | ncall: 201863 | eff(%): 2.768 | loglstar: -inf < -6.666 < inf | logz: -59.874 +/- 0.703 | dlogz: 0.575 > 0.109
iter: 5588 | bound: 87 | nc: 38 | ncall: 201901 | eff(%): 2.768 | loglstar: -inf < -6.638 < inf | logz: -59.873 +/- 0.703 | dlogz: 0.571 > 0.109
iter: 5589 | bound: 87 | nc: 38 | ncall: 201939 | eff(%): 2.768 | loglstar: -inf < -6.637 < inf | logz: -59.872 +/- 0.703 | dlogz: 0.566 > 0.109
iter: 5590 | bound: 87 | nc: 38 | ncall: 201977 | eff(%): 2.768 | loglstar: -inf < -6.631 < inf | logz: -59.871 +/- 0.703 | dlogz: 0.561 > 0.109
iter: 5591 | bound: 87 | nc: 38 | ncall: 202015 | eff(%): 2.768 | loglstar: -inf < -6.629 < inf | logz: -59.870 +/- 0.703 | dlogz: 0.557 > 0.109
iter: 5592 | bound: 87 | nc: 38 | ncall: 202053 | eff(%): 2.768 | loglstar: -inf < -6.623 < inf | logz: -59.869 +/- 0.703 | dlogz: 0.552 > 0.109
iter: 5593 | bound: 87 | nc: 38 | ncall: 202091 | eff(%): 2.768 | loglstar: -inf < -6.594 < inf | logz: -59.868 +/- 0.703 | dlogz: 0.547 > 0.109
iter: 5594 | bound: 87 | nc: 38 | ncall: 202129 | eff(%): 2.768 | loglstar: -inf < -6.593 < inf | logz: -59.867 +/- 0.703 | dlogz: 0.543 > 0.109
iter: 5595 | bound: 87 | nc: 38 | ncall: 202167 | eff(%): 2.768 | loglstar: -inf < -6.592 < inf | logz: -59.866 +/- 0.703 | dlogz: 0.538 > 0.109
iter: 5596 | bound: 87 | nc: 38 | ncall: 202205 | eff(%): 2.767 | loglstar: -inf < -6.583 < inf | logz: -59.865 +/- 0.703 | dlogz: 0.534 > 0.109
iter: 5597 | bound: 87 | nc: 38 | ncall: 202243 | eff(%): 2.767 | loglstar: -inf < -6.578 < inf | logz: -59.864 +/- 0.703 | dlogz: 0.529 > 0.109
iter: 5598 | bound: 87 | nc: 38 | ncall: 202281 | eff(%): 2.767 | loglstar: -inf < -6.560 < inf | logz: -59.863 +/- 0.703 | dlogz: 0.525 > 0.109
iter: 5599 | bound: 87 | nc: 38 | ncall: 202319 | eff(%): 2.767 | loglstar: -inf < -6.551 < inf | logz: -59.863 +/- 0.703 | dlogz: 0.521 > 0.109
iter: 5600 | bound: 87 | nc: 38 | ncall: 202357 | eff(%): 2.767 | loglstar: -inf < -6.542 < inf | logz: -59.862 +/- 0.703 | dlogz: 0.516 > 0.109
iter: 5601 | bound: 87 | nc: 38 | ncall: 202395 | eff(%): 2.767 | loglstar: -inf < -6.541 < inf | logz: -59.861 +/- 0.703 | dlogz: 0.512 > 0.109
iter: 5602 | bound: 87 | nc: 38 | ncall: 202433 | eff(%): 2.767 | loglstar: -inf < -6.539 < inf | logz: -59.860 +/- 0.703 | dlogz: 0.507 > 0.109
iter: 5603 | bound: 87 | nc: 38 | ncall: 202471 | eff(%): 2.767 | loglstar: -inf < -6.526 < inf | logz: -59.859 +/- 0.703 | dlogz: 0.503 > 0.109
iter: 5604 | bound: 87 | nc: 38 | ncall: 202509 | eff(%): 2.767 | loglstar: -inf < -6.524 < inf | logz: -59.858 +/- 0.703 | dlogz: 0.499 > 0.109
iter: 5605 | bound: 87 | nc: 38 | ncall: 202547 | eff(%): 2.767 | loglstar: -inf < -6.507 < inf | logz: -59.857 +/- 0.703 | dlogz: 0.495 > 0.109
iter: 5606 | bound: 87 | nc: 38 | ncall: 202585 | eff(%): 2.767 | loglstar: -inf < -6.499 < inf | logz: -59.856 +/- 0.703 | dlogz: 0.490 > 0.109
iter: 5607 | bound: 87 | nc: 38 | ncall: 202623 | eff(%): 2.767 | loglstar: -inf < -6.497 < inf | logz: -59.856 +/- 0.703 | dlogz: 0.486 > 0.109
iter: 5608 | bound: 87 | nc: 38 | ncall: 202661 | eff(%): 2.767 | loglstar: -inf < -6.493 < inf | logz: -59.855 +/- 0.703 | dlogz: 0.482 > 0.109
iter: 5609 | bound: 87 | nc: 38 | ncall: 202699 | eff(%): 2.767 | loglstar: -inf < -6.487 < inf | logz: -59.854 +/- 0.703 | dlogz: 0.478 > 0.109
iter: 5610 | bound: 87 | nc: 38 | ncall: 202737 | eff(%): 2.767 | loglstar: -inf < -6.482 < inf | logz: -59.853 +/- 0.703 | dlogz: 0.474 > 0.109
iter: 5611 | bound: 87 | nc: 38 | ncall: 202775 | eff(%): 2.767 | loglstar: -inf < -6.469 < inf | logz: -59.852 +/- 0.704 | dlogz: 0.470 > 0.109
iter: 5612 | bound: 87 | nc: 38 | ncall: 202813 | eff(%): 2.767 | loglstar: -inf < -6.463 < inf | logz: -59.851 +/- 0.704 | dlogz: 0.466 > 0.109
iter: 5613 | bound: 87 | nc: 38 | ncall: 202851 | eff(%): 2.767 | loglstar: -inf < -6.458 < inf | logz: -59.850 +/- 0.704 | dlogz: 0.462 > 0.109
iter: 5614 | bound: 87 | nc: 38 | ncall: 202889 | eff(%): 2.767 | loglstar: -inf < -6.445 < inf | logz: -59.849 +/- 0.704 | dlogz: 0.458 > 0.109
iter: 5615 | bound: 87 | nc: 38 | ncall: 202927 | eff(%): 2.767 | loglstar: -inf < -6.438 < inf | logz: -59.849 +/- 0.704 | dlogz: 0.454 > 0.109
iter: 5616 | bound: 87 | nc: 38 | ncall: 202965 | eff(%): 2.767 | loglstar: -inf < -6.436 < inf | logz: -59.848 +/- 0.704 | dlogz: 0.450 > 0.109
iter: 5617 | bound: 87 | nc: 38 | ncall: 203003 | eff(%): 2.767 | loglstar: -inf < -6.422 < inf | logz: -59.847 +/- 0.704 | dlogz: 0.446 > 0.109
iter: 5618 | bound: 87 | nc: 38 | ncall: 203041 | eff(%): 2.767 | loglstar: -inf < -6.414 < inf | logz: -59.846 +/- 0.704 | dlogz: 0.442 > 0.109
iter: 5619 | bound: 87 | nc: 38 | ncall: 203079 | eff(%): 2.767 | loglstar: -inf < -6.413 < inf | logz: -59.845 +/- 0.704 | dlogz: 0.438 > 0.109
iter: 5620 | bound: 87 | nc: 38 | ncall: 203117 | eff(%): 2.767 | loglstar: -inf < -6.408 < inf | logz: -59.844 +/- 0.704 | dlogz: 0.434 > 0.109
iter: 5621 | bound: 87 | nc: 38 | ncall: 203155 | eff(%): 2.767 | loglstar: -inf < -6.406 < inf | logz: -59.844 +/- 0.704 | dlogz: 0.431 > 0.109
iter: 5622 | bound: 87 | nc: 38 | ncall: 203193 | eff(%): 2.767 | loglstar: -inf < -6.400 < inf | logz: -59.843 +/- 0.704 | dlogz: 0.427 > 0.109
iter: 5623 | bound: 87 | nc: 38 | ncall: 203231 | eff(%): 2.767 | loglstar: -inf < -6.360 < inf | logz: -59.842 +/- 0.704 | dlogz: 0.423 > 0.109
iter: 5624 | bound: 87 | nc: 38 | ncall: 203269 | eff(%): 2.767 | loglstar: -inf < -6.352 < inf | logz: -59.841 +/- 0.704 | dlogz: 0.419 > 0.109
iter: 5625 | bound: 87 | nc: 38 | ncall: 203307 | eff(%): 2.767 | loglstar: -inf < -6.345 < inf | logz: -59.840 +/- 0.704 | dlogz: 0.416 > 0.109
iter: 5626 | bound: 87 | nc: 38 | ncall: 203345 | eff(%): 2.767 | loglstar: -inf < -6.340 < inf | logz: -59.839 +/- 0.704 | dlogz: 0.412 > 0.109
iter: 5627 | bound: 87 | nc: 38 | ncall: 203383 | eff(%): 2.767 | loglstar: -inf < -6.339 < inf | logz: -59.839 +/- 0.704 | dlogz: 0.409 > 0.109
iter: 5628 | bound: 87 | nc: 38 | ncall: 203421 | eff(%): 2.767 | loglstar: -inf < -6.339 < inf | logz: -59.838 +/- 0.704 | dlogz: 0.405 > 0.109
iter: 5629 | bound: 87 | nc: 38 | ncall: 203459 | eff(%): 2.767 | loglstar: -inf < -6.335 < inf | logz: -59.837 +/- 0.704 | dlogz: 0.401 > 0.109
iter: 5630 | bound: 87 | nc: 38 | ncall: 203497 | eff(%): 2.767 | loglstar: -inf < -6.332 < inf | logz: -59.836 +/- 0.704 | dlogz: 0.398 > 0.109
iter: 5631 | bound: 87 | nc: 38 | ncall: 203535 | eff(%): 2.767 | loglstar: -inf < -6.325 < inf | logz: -59.835 +/- 0.704 | dlogz: 0.394 > 0.109
iter: 5632 | bound: 87 | nc: 38 | ncall: 203573 | eff(%): 2.767 | loglstar: -inf < -6.324 < inf | logz: -59.835 +/- 0.704 | dlogz: 0.391 > 0.109
iter: 5633 | bound: 87 | nc: 38 | ncall: 203611 | eff(%): 2.767 | loglstar: -inf < -6.323 < inf | logz: -59.834 +/- 0.704 | dlogz: 0.440 > 0.109
iter: 5634 | bound: 87 | nc: 38 | ncall: 203649 | eff(%): 2.767 | loglstar: -inf < -6.306 < inf | logz: -59.833 +/- 0.704 | dlogz: 0.437 > 0.109
iter: 5635 | bound: 87 | nc: 38 | ncall: 203687 | eff(%): 2.766 | loglstar: -inf < -6.297 < inf | logz: -59.832 +/- 0.704 | dlogz: 0.433 > 0.109
iter: 5636 | bound: 87 | nc: 38 | ncall: 203725 | eff(%): 2.766 | loglstar: -inf < -6.297 < inf | logz: -59.831 +/- 0.704 | dlogz: 0.429 > 0.109
iter: 5637 | bound: 87 | nc: 38 | ncall: 203763 | eff(%): 2.766 | loglstar: -inf < -6.287 < inf | logz: -59.831 +/- 0.704 | dlogz: 0.425 > 0.109
iter: 5638 | bound: 87 | nc: 38 | ncall: 203801 | eff(%): 2.766 | loglstar: -inf < -6.284 < inf | logz: -59.830 +/- 0.704 | dlogz: 0.422 > 0.109
iter: 5639 | bound: 87 | nc: 38 | ncall: 203839 | eff(%): 2.766 | loglstar: -inf < -6.281 < inf | logz: -59.829 +/- 0.704 | dlogz: 0.418 > 0.109
iter: 5640 | bound: 87 | nc: 38 | ncall: 203877 | eff(%): 2.766 | loglstar: -inf < -6.276 < inf | logz: -59.828 +/- 0.704 | dlogz: 0.414 > 0.109
iter: 5641 | bound: 87 | nc: 38 | ncall: 203915 | eff(%): 2.766 | loglstar: -inf < -6.275 < inf | logz: -59.828 +/- 0.704 | dlogz: 0.411 > 0.109
iter: 5642 | bound: 87 | nc: 38 | ncall: 203953 | eff(%): 2.766 | loglstar: -inf < -6.273 < inf | logz: -59.827 +/- 0.704 | dlogz: 0.407 > 0.109
iter: 5643 | bound: 87 | nc: 38 | ncall: 203991 | eff(%): 2.766 | loglstar: -inf < -6.269 < inf | logz: -59.826 +/- 0.704 | dlogz: 0.404 > 0.109
iter: 5644 | bound: 87 | nc: 38 | ncall: 204029 | eff(%): 2.766 | loglstar: -inf < -6.265 < inf | logz: -59.825 +/- 0.704 | dlogz: 0.400 > 0.109
iter: 5645 | bound: 87 | nc: 38 | ncall: 204067 | eff(%): 2.766 | loglstar: -inf < -6.259 < inf | logz: -59.825 +/- 0.704 | dlogz: 0.397 > 0.109
iter: 5646 | bound: 87 | nc: 38 | ncall: 204105 | eff(%): 2.766 | loglstar: -inf < -6.253 < inf | logz: -59.824 +/- 0.704 | dlogz: 0.393 > 0.109
iter: 5647 | bound: 87 | nc: 38 | ncall: 204143 | eff(%): 2.766 | loglstar: -inf < -6.239 < inf | logz: -59.823 +/- 0.704 | dlogz: 0.390 > 0.109
iter: 5648 | bound: 87 | nc: 38 | ncall: 204181 | eff(%): 2.766 | loglstar: -inf < -6.237 < inf | logz: -59.822 +/- 0.704 | dlogz: 0.386 > 0.109
iter: 5649 | bound: 87 | nc: 38 | ncall: 204219 | eff(%): 2.766 | loglstar: -inf < -6.235 < inf | logz: -59.822 +/- 0.704 | dlogz: 0.383 > 0.109
iter: 5650 | bound: 87 | nc: 38 | ncall: 204257 | eff(%): 2.766 | loglstar: -inf < -6.231 < inf | logz: -59.821 +/- 0.704 | dlogz: 0.379 > 0.109
iter: 5651 | bound: 87 | nc: 38 | ncall: 204295 | eff(%): 2.766 | loglstar: -inf < -6.220 < inf | logz: -59.820 +/- 0.704 | dlogz: 0.376 > 0.109
iter: 5652 | bound: 87 | nc: 38 | ncall: 204333 | eff(%): 2.766 | loglstar: -inf < -6.217 < inf | logz: -59.820 +/- 0.704 | dlogz: 0.373 > 0.109
iter: 5653 | bound: 87 | nc: 38 | ncall: 204371 | eff(%): 2.766 | loglstar: -inf < -6.215 < inf | logz: -59.819 +/- 0.704 | dlogz: 0.369 > 0.109
iter: 5654 | bound: 87 | nc: 38 | ncall: 204409 | eff(%): 2.766 | loglstar: -inf < -6.214 < inf | logz: -59.818 +/- 0.704 | dlogz: 0.366 > 0.109
iter: 5655 | bound: 87 | nc: 38 | ncall: 204447 | eff(%): 2.766 | loglstar: -inf < -6.204 < inf | logz: -59.817 +/- 0.704 | dlogz: 0.363 > 0.109
iter: 5656 | bound: 87 | nc: 38 | ncall: 204485 | eff(%): 2.766 | loglstar: -inf < -6.191 < inf | logz: -59.817 +/- 0.704 | dlogz: 0.360 > 0.109
iter: 5657 | bound: 87 | nc: 38 | ncall: 204523 | eff(%): 2.766 | loglstar: -inf < -6.185 < inf | logz: -59.816 +/- 0.704 | dlogz: 0.356 > 0.109
iter: 5658 | bound: 87 | nc: 38 | ncall: 204561 | eff(%): 2.766 | loglstar: -inf < -6.183 < inf | logz: -59.815 +/- 0.704 | dlogz: 0.353 > 0.109
iter: 5659 | bound: 87 | nc: 38 | ncall: 204599 | eff(%): 2.766 | loglstar: -inf < -6.178 < inf | logz: -59.815 +/- 0.704 | dlogz: 0.350 > 0.109
iter: 5660 | bound: 87 | nc: 38 | ncall: 204637 | eff(%): 2.766 | loglstar: -inf < -6.159 < inf | logz: -59.814 +/- 0.704 | dlogz: 0.347 > 0.109
iter: 5661 | bound: 87 | nc: 38 | ncall: 204675 | eff(%): 2.766 | loglstar: -inf < -6.148 < inf | logz: -59.813 +/- 0.704 | dlogz: 0.344 > 0.109
iter: 5662 | bound: 87 | nc: 38 | ncall: 204713 | eff(%): 2.766 | loglstar: -inf < -6.146 < inf | logz: -59.813 +/- 0.704 | dlogz: 0.341 > 0.109
iter: 5663 | bound: 87 | nc: 38 | ncall: 204751 | eff(%): 2.766 | loglstar: -inf < -6.142 < inf | logz: -59.812 +/- 0.704 | dlogz: 0.338 > 0.109
iter: 5664 | bound: 87 | nc: 38 | ncall: 204789 | eff(%): 2.766 | loglstar: -inf < -6.141 < inf | logz: -59.811 +/- 0.704 | dlogz: 0.335 > 0.109
iter: 5665 | bound: 87 | nc: 38 | ncall: 204827 | eff(%): 2.766 | loglstar: -inf < -6.140 < inf | logz: -59.811 +/- 0.704 | dlogz: 0.332 > 0.109
iter: 5666 | bound: 88 | nc: 38 | ncall: 204865 | eff(%): 2.766 | loglstar: -inf < -6.140 < inf | logz: -59.810 +/- 0.704 | dlogz: 0.329 > 0.109
iter: 5667 | bound: 88 | nc: 38 | ncall: 204903 | eff(%): 2.766 | loglstar: -inf < -6.137 < inf | logz: -59.809 +/- 0.704 | dlogz: 0.326 > 0.109
iter: 5668 | bound: 88 | nc: 38 | ncall: 204941 | eff(%): 2.766 | loglstar: -inf < -6.136 < inf | logz: -59.809 +/- 0.704 | dlogz: 0.323 > 0.109
iter: 5669 | bound: 88 | nc: 38 | ncall: 204979 | eff(%): 2.766 | loglstar: -inf < -6.119 < inf | logz: -59.808 +/- 0.704 | dlogz: 0.320 > 0.109
iter: 5670 | bound: 88 | nc: 38 | ncall: 205017 | eff(%): 2.766 | loglstar: -inf < -6.118 < inf | logz: -59.807 +/- 0.704 | dlogz: 0.317 > 0.109
iter: 5671 | bound: 88 | nc: 38 | ncall: 205055 | eff(%): 2.766 | loglstar: -inf < -6.107 < inf | logz: -59.807 +/- 0.704 | dlogz: 0.314 > 0.109
iter: 5672 | bound: 88 | nc: 38 | ncall: 205093 | eff(%): 2.766 | loglstar: -inf < -6.107 < inf | logz: -59.806 +/- 0.704 | dlogz: 0.311 > 0.109
iter: 5673 | bound: 88 | nc: 38 | ncall: 205131 | eff(%): 2.766 | loglstar: -inf < -6.103 < inf | logz: -59.805 +/- 0.704 | dlogz: 0.308 > 0.109
iter: 5674 | bound: 88 | nc: 38 | ncall: 205169 | eff(%): 2.766 | loglstar: -inf < -6.102 < inf | logz: -59.805 +/- 0.704 | dlogz: 0.306 > 0.109
iter: 5675 | bound: 88 | nc: 38 | ncall: 205207 | eff(%): 2.766 | loglstar: -inf < -6.097 < inf | logz: -59.804 +/- 0.704 | dlogz: 0.303 > 0.109
iter: 5676 | bound: 88 | nc: 38 | ncall: 205245 | eff(%): 2.765 | loglstar: -inf < -6.090 < inf | logz: -59.803 +/- 0.704 | dlogz: 0.300 > 0.109
iter: 5677 | bound: 88 | nc: 38 | ncall: 205283 | eff(%): 2.765 | loglstar: -inf < -6.086 < inf | logz: -59.803 +/- 0.704 | dlogz: 0.297 > 0.109
iter: 5678 | bound: 88 | nc: 38 | ncall: 205321 | eff(%): 2.765 | loglstar: -inf < -6.078 < inf | logz: -59.802 +/- 0.704 | dlogz: 0.295 > 0.109
iter: 5679 | bound: 88 | nc: 38 | ncall: 205359 | eff(%): 2.765 | loglstar: -inf < -6.078 < inf | logz: -59.802 +/- 0.704 | dlogz: 0.292 > 0.109
iter: 5680 | bound: 88 | nc: 38 | ncall: 205397 | eff(%): 2.765 | loglstar: -inf < -6.066 < inf | logz: -59.801 +/- 0.704 | dlogz: 0.289 > 0.109
iter: 5681 | bound: 88 | nc: 38 | ncall: 205435 | eff(%): 2.765 | loglstar: -inf < -6.063 < inf | logz: -59.800 +/- 0.704 | dlogz: 0.287 > 0.109
iter: 5682 | bound: 88 | nc: 38 | ncall: 205473 | eff(%): 2.765 | loglstar: -inf < -6.059 < inf | logz: -59.800 +/- 0.705 | dlogz: 0.284 > 0.109
iter: 5683 | bound: 88 | nc: 38 | ncall: 205511 | eff(%): 2.765 | loglstar: -inf < -6.054 < inf | logz: -59.799 +/- 0.705 | dlogz: 0.281 > 0.109
iter: 5684 | bound: 88 | nc: 38 | ncall: 205549 | eff(%): 2.765 | loglstar: -inf < -6.049 < inf | logz: -59.799 +/- 0.705 | dlogz: 0.279 > 0.109
iter: 5685 | bound: 88 | nc: 38 | ncall: 205587 | eff(%): 2.765 | loglstar: -inf < -6.041 < inf | logz: -59.798 +/- 0.705 | dlogz: 0.276 > 0.109
iter: 5686 | bound: 88 | nc: 38 | ncall: 205625 | eff(%): 2.765 | loglstar: -inf < -6.039 < inf | logz: -59.797 +/- 0.705 | dlogz: 0.274 > 0.109
iter: 5687 | bound: 88 | nc: 38 | ncall: 205663 | eff(%): 2.765 | loglstar: -inf < -6.038 < inf | logz: -59.797 +/- 0.705 | dlogz: 0.271 > 0.109
iter: 5688 | bound: 88 | nc: 38 | ncall: 205701 | eff(%): 2.765 | loglstar: -inf < -6.038 < inf | logz: -59.796 +/- 0.705 | dlogz: 0.269 > 0.109
iter: 5689 | bound: 89 | nc: 38 | ncall: 205739 | eff(%): 2.765 | loglstar: -inf < -6.036 < inf | logz: -59.796 +/- 0.705 | dlogz: 0.266 > 0.109
iter: 5690 | bound: 89 | nc: 38 | ncall: 205777 | eff(%): 2.765 | loglstar: -inf < -6.032 < inf | logz: -59.795 +/- 0.705 | dlogz: 0.264 > 0.109
iter: 5691 | bound: 89 | nc: 38 | ncall: 205815 | eff(%): 2.765 | loglstar: -inf < -6.026 < inf | logz: -59.794 +/- 0.705 | dlogz: 0.261 > 0.109
iter: 5692 | bound: 89 | nc: 38 | ncall: 205853 | eff(%): 2.765 | loglstar: -inf < -6.026 < inf | logz: -59.794 +/- 0.705 | dlogz: 0.259 > 0.109
iter: 5693 | bound: 89 | nc: 38 | ncall: 205891 | eff(%): 2.765 | loglstar: -inf < -6.025 < inf | logz: -59.793 +/- 0.705 | dlogz: 0.257 > 0.109
iter: 5694 | bound: 89 | nc: 38 | ncall: 205929 | eff(%): 2.765 | loglstar: -inf < -6.023 < inf | logz: -59.793 +/- 0.705 | dlogz: 0.254 > 0.109
iter: 5695 | bound: 89 | nc: 38 | ncall: 205967 | eff(%): 2.765 | loglstar: -inf < -6.018 < inf | logz: -59.792 +/- 0.705 | dlogz: 0.252 > 0.109
iter: 5696 | bound: 89 | nc: 38 | ncall: 206005 | eff(%): 2.765 | loglstar: -inf < -6.015 < inf | logz: -59.792 +/- 0.705 | dlogz: 0.250 > 0.109
iter: 5697 | bound: 89 | nc: 38 | ncall: 206043 | eff(%): 2.765 | loglstar: -inf < -6.006 < inf | logz: -59.791 +/- 0.705 | dlogz: 0.247 > 0.109
iter: 5698 | bound: 89 | nc: 38 | ncall: 206081 | eff(%): 2.765 | loglstar: -inf < -6.005 < inf | logz: -59.791 +/- 0.705 | dlogz: 0.245 > 0.109
iter: 5699 | bound: 89 | nc: 38 | ncall: 206119 | eff(%): 2.765 | loglstar: -inf < -5.994 < inf | logz: -59.790 +/- 0.705 | dlogz: 0.243 > 0.109
iter: 5700 | bound: 89 | nc: 38 | ncall: 206157 | eff(%): 2.765 | loglstar: -inf < -5.991 < inf | logz: -59.789 +/- 0.705 | dlogz: 0.240 > 0.109
iter: 5701 | bound: 89 | nc: 38 | ncall: 206195 | eff(%): 2.765 | loglstar: -inf < -5.990 < inf | logz: -59.789 +/- 0.705 | dlogz: 0.238 > 0.109
iter: 5702 | bound: 89 | nc: 38 | ncall: 206233 | eff(%): 2.765 | loglstar: -inf < -5.985 < inf | logz: -59.788 +/- 0.705 | dlogz: 0.236 > 0.109
iter: 5703 | bound: 90 | nc: 38 | ncall: 206271 | eff(%): 2.765 | loglstar: -inf < -5.964 < inf | logz: -59.788 +/- 0.705 | dlogz: 0.234 > 0.109
iter: 5704 | bound: 90 | nc: 38 | ncall: 206309 | eff(%): 2.765 | loglstar: -inf < -5.959 < inf | logz: -59.787 +/- 0.705 | dlogz: 0.232 > 0.109
iter: 5705 | bound: 90 | nc: 38 | ncall: 206347 | eff(%): 2.765 | loglstar: -inf < -5.942 < inf | logz: -59.787 +/- 0.705 | dlogz: 0.229 > 0.109
iter: 5706 | bound: 90 | nc: 38 | ncall: 206385 | eff(%): 2.765 | loglstar: -inf < -5.937 < inf | logz: -59.786 +/- 0.705 | dlogz: 0.227 > 0.109
iter: 5707 | bound: 90 | nc: 38 | ncall: 206423 | eff(%): 2.765 | loglstar: -inf < -5.930 < inf | logz: -59.786 +/- 0.705 | dlogz: 0.225 > 0.109
iter: 5708 | bound: 90 | nc: 38 | ncall: 206461 | eff(%): 2.765 | loglstar: -inf < -5.915 < inf | logz: -59.785 +/- 0.705 | dlogz: 0.223 > 0.109
iter: 5709 | bound: 90 | nc: 38 | ncall: 206499 | eff(%): 2.765 | loglstar: -inf < -5.909 < inf | logz: -59.785 +/- 0.705 | dlogz: 0.221 > 0.109
iter: 5710 | bound: 90 | nc: 38 | ncall: 206537 | eff(%): 2.765 | loglstar: -inf < -5.903 < inf | logz: -59.784 +/- 0.705 | dlogz: 0.219 > 0.109
iter: 5711 | bound: 90 | nc: 38 | ncall: 206575 | eff(%): 2.765 | loglstar: -inf < -5.902 < inf | logz: -59.784 +/- 0.705 | dlogz: 0.217 > 0.109
iter: 5712 | bound: 90 | nc: 38 | ncall: 206613 | eff(%): 2.765 | loglstar: -inf < -5.899 < inf | logz: -59.783 +/- 0.705 | dlogz: 0.215 > 0.109
iter: 5713 | bound: 90 | nc: 38 | ncall: 206651 | eff(%): 2.765 | loglstar: -inf < -5.893 < inf | logz: -59.783 +/- 0.705 | dlogz: 0.213 > 0.109
iter: 5714 | bound: 90 | nc: 38 | ncall: 206689 | eff(%): 2.765 | loglstar: -inf < -5.891 < inf | logz: -59.782 +/- 0.705 | dlogz: 0.211 > 0.109
iter: 5715 | bound: 90 | nc: 38 | ncall: 206727 | eff(%): 2.765 | loglstar: -inf < -5.886 < inf | logz: -59.782 +/- 0.705 | dlogz: 0.209 > 0.109
iter: 5716 | bound: 90 | nc: 38 | ncall: 206765 | eff(%): 2.764 | loglstar: -inf < -5.886 < inf | logz: -59.781 +/- 0.705 | dlogz: 0.207 > 0.109
iter: 5717 | bound: 90 | nc: 38 | ncall: 206803 | eff(%): 2.764 | loglstar: -inf < -5.881 < inf | logz: -59.781 +/- 0.705 | dlogz: 0.205 > 0.109
iter: 5718 | bound: 90 | nc: 38 | ncall: 206841 | eff(%): 2.764 | loglstar: -inf < -5.878 < inf | logz: -59.780 +/- 0.705 | dlogz: 0.203 > 0.109
iter: 5719 | bound: 90 | nc: 38 | ncall: 206879 | eff(%): 2.764 | loglstar: -inf < -5.870 < inf | logz: -59.780 +/- 0.705 | dlogz: 0.201 > 0.109
iter: 5720 | bound: 90 | nc: 38 | ncall: 206917 | eff(%): 2.764 | loglstar: -inf < -5.869 < inf | logz: -59.779 +/- 0.705 | dlogz: 0.199 > 0.109
iter: 5721 | bound: 90 | nc: 38 | ncall: 206955 | eff(%): 2.764 | loglstar: -inf < -5.855 < inf | logz: -59.779 +/- 0.705 | dlogz: 0.197 > 0.109
iter: 5722 | bound: 90 | nc: 38 | ncall: 206993 | eff(%): 2.764 | loglstar: -inf < -5.842 < inf | logz: -59.778 +/- 0.705 | dlogz: 0.195 > 0.109
iter: 5723 | bound: 90 | nc: 38 | ncall: 207031 | eff(%): 2.764 | loglstar: -inf < -5.839 < inf | logz: -59.778 +/- 0.705 | dlogz: 0.194 > 0.109
iter: 5724 | bound: 90 | nc: 38 | ncall: 207069 | eff(%): 2.764 | loglstar: -inf < -5.833 < inf | logz: -59.777 +/- 0.705 | dlogz: 0.192 > 0.109
iter: 5725 | bound: 90 | nc: 38 | ncall: 207107 | eff(%): 2.764 | loglstar: -inf < -5.830 < inf | logz: -59.777 +/- 0.705 | dlogz: 0.190 > 0.109
iter: 5726 | bound: 90 | nc: 38 | ncall: 207145 | eff(%): 2.764 | loglstar: -inf < -5.829 < inf | logz: -59.776 +/- 0.705 | dlogz: 0.188 > 0.109
iter: 5727 | bound: 90 | nc: 38 | ncall: 207183 | eff(%): 2.764 | loglstar: -inf < -5.822 < inf | logz: -59.776 +/- 0.705 | dlogz: 0.186 > 0.109
iter: 5728 | bound: 90 | nc: 38 | ncall: 207221 | eff(%): 2.764 | loglstar: -inf < -5.822 < inf | logz: -59.775 +/- 0.705 | dlogz: 0.185 > 0.109
iter: 5729 | bound: 90 | nc: 38 | ncall: 207259 | eff(%): 2.764 | loglstar: -inf < -5.820 < inf | logz: -59.775 +/- 0.705 | dlogz: 0.183 > 0.109
iter: 5730 | bound: 90 | nc: 38 | ncall: 207297 | eff(%): 2.764 | loglstar: -inf < -5.817 < inf | logz: -59.774 +/- 0.705 | dlogz: 0.181 > 0.109
iter: 5731 | bound: 90 | nc: 38 | ncall: 207335 | eff(%): 2.764 | loglstar: -inf < -5.815 < inf | logz: -59.774 +/- 0.705 | dlogz: 0.179 > 0.109
iter: 5732 | bound: 90 | nc: 38 | ncall: 207373 | eff(%): 2.764 | loglstar: -inf < -5.814 < inf | logz: -59.773 +/- 0.705 | dlogz: 0.178 > 0.109
iter: 5733 | bound: 90 | nc: 38 | ncall: 207411 | eff(%): 2.764 | loglstar: -inf < -5.802 < inf | logz: -59.773 +/- 0.705 | dlogz: 0.176 > 0.109
iter: 5734 | bound: 90 | nc: 38 | ncall: 207449 | eff(%): 2.764 | loglstar: -inf < -5.796 < inf | logz: -59.772 +/- 0.705 | dlogz: 0.174 > 0.109
iter: 5735 | bound: 90 | nc: 38 | ncall: 207487 | eff(%): 2.764 | loglstar: -inf < -5.792 < inf | logz: -59.772 +/- 0.705 | dlogz: 0.173 > 0.109
iter: 5736 | bound: 90 | nc: 38 | ncall: 207525 | eff(%): 2.764 | loglstar: -inf < -5.773 < inf | logz: -59.771 +/- 0.705 | dlogz: 0.208 > 0.109
iter: 5737 | bound: 90 | nc: 38 | ncall: 207563 | eff(%): 2.764 | loglstar: -inf < -5.769 < inf | logz: -59.771 +/- 0.705 | dlogz: 0.206 > 0.109
iter: 5738 | bound: 90 | nc: 38 | ncall: 207601 | eff(%): 2.764 | loglstar: -inf < -5.765 < inf | logz: -59.771 +/- 0.705 | dlogz: 0.237 > 0.109
iter: 5739 | bound: 90 | nc: 38 | ncall: 207639 | eff(%): 2.764 | loglstar: -inf < -5.765 < inf | logz: -59.770 +/- 0.705 | dlogz: 0.234 > 0.109
iter: 5740 | bound: 90 | nc: 38 | ncall: 207677 | eff(%): 2.764 | loglstar: -inf < -5.759 < inf | logz: -59.770 +/- 0.705 | dlogz: 0.232 > 0.109
iter: 5741 | bound: 90 | nc: 38 | ncall: 207715 | eff(%): 2.764 | loglstar: -inf < -5.755 < inf | logz: -59.769 +/- 0.705 | dlogz: 0.230 > 0.109
iter: 5742 | bound: 90 | nc: 38 | ncall: 207753 | eff(%): 2.764 | loglstar: -inf < -5.751 < inf | logz: -59.769 +/- 0.705 | dlogz: 0.228 > 0.109
iter: 5743 | bound: 90 | nc: 38 | ncall: 207791 | eff(%): 2.764 | loglstar: -inf < -5.747 < inf | logz: -59.768 +/- 0.705 | dlogz: 0.226 > 0.109
iter: 5744 | bound: 90 | nc: 38 | ncall: 207829 | eff(%): 2.764 | loglstar: -inf < -5.745 < inf | logz: -59.768 +/- 0.705 | dlogz: 0.224 > 0.109
iter: 5745 | bound: 90 | nc: 38 | ncall: 207867 | eff(%): 2.764 | loglstar: -inf < -5.742 < inf | logz: -59.767 +/- 0.705 | dlogz: 0.222 > 0.109
iter: 5746 | bound: 90 | nc: 38 | ncall: 207905 | eff(%): 2.764 | loglstar: -inf < -5.740 < inf | logz: -59.767 +/- 0.705 | dlogz: 0.220 > 0.109
iter: 5747 | bound: 90 | nc: 38 | ncall: 207943 | eff(%): 2.764 | loglstar: -inf < -5.734 < inf | logz: -59.767 +/- 0.705 | dlogz: 0.218 > 0.109
iter: 5748 | bound: 90 | nc: 38 | ncall: 207981 | eff(%): 2.764 | loglstar: -inf < -5.732 < inf | logz: -59.766 +/- 0.705 | dlogz: 0.216 > 0.109
iter: 5749 | bound: 90 | nc: 38 | ncall: 208019 | eff(%): 2.764 | loglstar: -inf < -5.732 < inf | logz: -59.766 +/- 0.705 | dlogz: 0.214 > 0.109
iter: 5750 | bound: 91 | nc: 38 | ncall: 208057 | eff(%): 2.764 | loglstar: -inf < -5.718 < inf | logz: -59.765 +/- 0.705 | dlogz: 0.212 > 0.109
iter: 5751 | bound: 91 | nc: 38 | ncall: 208095 | eff(%): 2.764 | loglstar: -inf < -5.713 < inf | logz: -59.765 +/- 0.705 | dlogz: 0.210 > 0.109
iter: 5752 | bound: 91 | nc: 38 | ncall: 208133 | eff(%): 2.764 | loglstar: -inf < -5.709 < inf | logz: -59.765 +/- 0.705 | dlogz: 0.208 > 0.109
iter: 5753 | bound: 91 | nc: 38 | ncall: 208171 | eff(%): 2.764 | loglstar: -inf < -5.706 < inf | logz: -59.764 +/- 0.705 | dlogz: 0.206 > 0.109
iter: 5754 | bound: 91 | nc: 38 | ncall: 208209 | eff(%): 2.764 | loglstar: -inf < -5.706 < inf | logz: -59.764 +/- 0.705 | dlogz: 0.204 > 0.109
iter: 5755 | bound: 91 | nc: 38 | ncall: 208247 | eff(%): 2.764 | loglstar: -inf < -5.703 < inf | logz: -59.763 +/- 0.705 | dlogz: 0.202 > 0.109
iter: 5756 | bound: 91 | nc: 38 | ncall: 208285 | eff(%): 2.764 | loglstar: -inf < -5.699 < inf | logz: -59.763 +/- 0.705 | dlogz: 0.200 > 0.109
iter: 5757 | bound: 91 | nc: 38 | ncall: 208323 | eff(%): 2.763 | loglstar: -inf < -5.693 < inf | logz: -59.762 +/- 0.705 | dlogz: 0.198 > 0.109
iter: 5758 | bound: 91 | nc: 38 | ncall: 208361 | eff(%): 2.763 | loglstar: -inf < -5.690 < inf | logz: -59.762 +/- 0.705 | dlogz: 0.196 > 0.109
iter: 5759 | bound: 91 | nc: 38 | ncall: 208399 | eff(%): 2.763 | loglstar: -inf < -5.688 < inf | logz: -59.762 +/- 0.705 | dlogz: 0.194 > 0.109
iter: 5760 | bound: 91 | nc: 38 | ncall: 208437 | eff(%): 2.763 | loglstar: -inf < -5.687 < inf | logz: -59.761 +/- 0.705 | dlogz: 0.193 > 0.109
iter: 5761 | bound: 91 | nc: 38 | ncall: 208475 | eff(%): 2.763 | loglstar: -inf < -5.686 < inf | logz: -59.761 +/- 0.705 | dlogz: 0.191 > 0.109
iter: 5762 | bound: 91 | nc: 38 | ncall: 208513 | eff(%): 2.763 | loglstar: -inf < -5.684 < inf | logz: -59.761 +/- 0.705 | dlogz: 0.189 > 0.109
iter: 5763 | bound: 91 | nc: 38 | ncall: 208551 | eff(%): 2.763 | loglstar: -inf < -5.683 < inf | logz: -59.760 +/- 0.705 | dlogz: 0.187 > 0.109
iter: 5764 | bound: 91 | nc: 38 | ncall: 208589 | eff(%): 2.763 | loglstar: -inf < -5.680 < inf | logz: -59.760 +/- 0.705 | dlogz: 0.186 > 0.109
iter: 5765 | bound: 91 | nc: 38 | ncall: 208627 | eff(%): 2.763 | loglstar: -inf < -5.676 < inf | logz: -59.759 +/- 0.705 | dlogz: 0.225 > 0.109
iter: 5766 | bound: 91 | nc: 38 | ncall: 208665 | eff(%): 2.763 | loglstar: -inf < -5.671 < inf | logz: -59.759 +/- 0.705 | dlogz: 0.223 > 0.109
iter: 5767 | bound: 91 | nc: 38 | ncall: 208703 | eff(%): 2.763 | loglstar: -inf < -5.666 < inf | logz: -59.759 +/- 0.705 | dlogz: 0.221 > 0.109
iter: 5768 | bound: 91 | nc: 38 | ncall: 208741 | eff(%): 2.763 | loglstar: -inf < -5.653 < inf | logz: -59.758 +/- 0.705 | dlogz: 0.219 > 0.109
iter: 5769 | bound: 91 | nc: 38 | ncall: 208779 | eff(%): 2.763 | loglstar: -inf < -5.651 < inf | logz: -59.758 +/- 0.705 | dlogz: 0.217 > 0.109
iter: 5770 | bound: 91 | nc: 38 | ncall: 208817 | eff(%): 2.763 | loglstar: -inf < -5.650 < inf | logz: -59.758 +/- 0.705 | dlogz: 0.215 > 0.109
iter: 5771 | bound: 91 | nc: 38 | ncall: 208855 | eff(%): 2.763 | loglstar: -inf < -5.647 < inf | logz: -59.757 +/- 0.705 | dlogz: 0.213 > 0.109
iter: 5772 | bound: 91 | nc: 38 | ncall: 208893 | eff(%): 2.763 | loglstar: -inf < -5.645 < inf | logz: -59.757 +/- 0.705 | dlogz: 0.211 > 0.109
iter: 5773 | bound: 91 | nc: 38 | ncall: 208931 | eff(%): 2.763 | loglstar: -inf < -5.645 < inf | logz: -59.756 +/- 0.705 | dlogz: 0.209 > 0.109
iter: 5774 | bound: 91 | nc: 38 | ncall: 208969 | eff(%): 2.763 | loglstar: -inf < -5.640 < inf | logz: -59.756 +/- 0.705 | dlogz: 0.207 > 0.109
iter: 5775 | bound: 91 | nc: 38 | ncall: 209007 | eff(%): 2.763 | loglstar: -inf < -5.638 < inf | logz: -59.756 +/- 0.705 | dlogz: 0.205 > 0.109
iter: 5776 | bound: 91 | nc: 38 | ncall: 209045 | eff(%): 2.763 | loglstar: -inf < -5.634 < inf | logz: -59.755 +/- 0.705 | dlogz: 0.203 > 0.109
iter: 5777 | bound: 91 | nc: 38 | ncall: 209083 | eff(%): 2.763 | loglstar: -inf < -5.634 < inf | logz: -59.755 +/- 0.705 | dlogz: 0.201 > 0.109
iter: 5778 | bound: 91 | nc: 38 | ncall: 209121 | eff(%): 2.763 | loglstar: -inf < -5.633 < inf | logz: -59.755 +/- 0.705 | dlogz: 0.200 > 0.109
iter: 5779 | bound: 91 | nc: 38 | ncall: 209159 | eff(%): 2.763 | loglstar: -inf < -5.631 < inf | logz: -59.754 +/- 0.705 | dlogz: 0.198 > 0.109
iter: 5780 | bound: 91 | nc: 38 | ncall: 209197 | eff(%): 2.763 | loglstar: -inf < -5.630 < inf | logz: -59.754 +/- 0.705 | dlogz: 0.196 > 0.109
iter: 5781 | bound: 91 | nc: 38 | ncall: 209235 | eff(%): 2.763 | loglstar: -inf < -5.629 < inf | logz: -59.754 +/- 0.705 | dlogz: 0.194 > 0.109
iter: 5782 | bound: 91 | nc: 38 | ncall: 209273 | eff(%): 2.763 | loglstar: -inf < -5.626 < inf | logz: -59.753 +/- 0.705 | dlogz: 0.192 > 0.109
iter: 5783 | bound: 91 | nc: 38 | ncall: 209311 | eff(%): 2.763 | loglstar: -inf < -5.613 < inf | logz: -59.753 +/- 0.705 | dlogz: 0.191 > 0.109
iter: 5784 | bound: 91 | nc: 38 | ncall: 209349 | eff(%): 2.763 | loglstar: -inf < -5.608 < inf | logz: -59.753 +/- 0.705 | dlogz: 0.189 > 0.109
iter: 5785 | bound: 91 | nc: 38 | ncall: 209387 | eff(%): 2.763 | loglstar: -inf < -5.606 < inf | logz: -59.752 +/- 0.705 | dlogz: 0.187 > 0.109
iter: 5786 | bound: 91 | nc: 38 | ncall: 209425 | eff(%): 2.763 | loglstar: -inf < -5.600 < inf | logz: -59.752 +/- 0.705 | dlogz: 0.185 > 0.109
iter: 5787 | bound: 91 | nc: 38 | ncall: 209463 | eff(%): 2.763 | loglstar: -inf < -5.599 < inf | logz: -59.752 +/- 0.705 | dlogz: 0.183 > 0.109
iter: 5788 | bound: 91 | nc: 38 | ncall: 209501 | eff(%): 2.763 | loglstar: -inf < -5.598 < inf | logz: -59.751 +/- 0.706 | dlogz: 0.182 > 0.109
iter: 5789 | bound: 91 | nc: 38 | ncall: 209539 | eff(%): 2.763 | loglstar: -inf < -5.598 < inf | logz: -59.751 +/- 0.706 | dlogz: 0.180 > 0.109
iter: 5790 | bound: 92 | nc: 38 | ncall: 209577 | eff(%): 2.763 | loglstar: -inf < -5.597 < inf | logz: -59.751 +/- 0.706 | dlogz: 0.178 > 0.109
iter: 5791 | bound: 92 | nc: 38 | ncall: 209615 | eff(%): 2.763 | loglstar: -inf < -5.592 < inf | logz: -59.750 +/- 0.706 | dlogz: 0.177 > 0.109
iter: 5792 | bound: 92 | nc: 38 | ncall: 209653 | eff(%): 2.763 | loglstar: -inf < -5.589 < inf | logz: -59.750 +/- 0.706 | dlogz: 0.175 > 0.109
iter: 5793 | bound: 92 | nc: 38 | ncall: 209691 | eff(%): 2.763 | loglstar: -inf < -5.581 < inf | logz: -59.750 +/- 0.706 | dlogz: 0.173 > 0.109
iter: 5794 | bound: 92 | nc: 38 | ncall: 209729 | eff(%): 2.763 | loglstar: -inf < -5.579 < inf | logz: -59.750 +/- 0.706 | dlogz: 0.172 > 0.109
iter: 5795 | bound: 92 | nc: 38 | ncall: 209767 | eff(%): 2.763 | loglstar: -inf < -5.578 < inf | logz: -59.749 +/- 0.706 | dlogz: 0.170 > 0.109
iter: 5796 | bound: 92 | nc: 38 | ncall: 209805 | eff(%): 2.763 | loglstar: -inf < -5.570 < inf | logz: -59.749 +/- 0.706 | dlogz: 0.169 > 0.109
iter: 5797 | bound: 92 | nc: 38 | ncall: 209843 | eff(%): 2.763 | loglstar: -inf < -5.562 < inf | logz: -59.749 +/- 0.706 | dlogz: 0.167 > 0.109
iter: 5798 | bound: 92 | nc: 38 | ncall: 209881 | eff(%): 2.763 | loglstar: -inf < -5.560 < inf | logz: -59.748 +/- 0.706 | dlogz: 0.165 > 0.109
iter: 5799 | bound: 92 | nc: 38 | ncall: 209919 | eff(%): 2.762 | loglstar: -inf < -5.556 < inf | logz: -59.748 +/- 0.706 | dlogz: 0.164 > 0.109
iter: 5800 | bound: 92 | nc: 38 | ncall: 209957 | eff(%): 2.762 | loglstar: -inf < -5.555 < inf | logz: -59.748 +/- 0.706 | dlogz: 0.162 > 0.109
iter: 5801 | bound: 92 | nc: 38 | ncall: 209995 | eff(%): 2.762 | loglstar: -inf < -5.549 < inf | logz: -59.747 +/- 0.706 | dlogz: 0.161 > 0.109
iter: 5802 | bound: 92 | nc: 38 | ncall: 210033 | eff(%): 2.762 | loglstar: -inf < -5.535 < inf | logz: -59.747 +/- 0.706 | dlogz: 0.159 > 0.109
iter: 5803 | bound: 92 | nc: 38 | ncall: 210071 | eff(%): 2.762 | loglstar: -inf < -5.533 < inf | logz: -59.747 +/- 0.706 | dlogz: 0.158 > 0.109
iter: 5804 | bound: 93 | nc: 38 | ncall: 210109 | eff(%): 2.762 | loglstar: -inf < -5.531 < inf | logz: -59.747 +/- 0.706 | dlogz: 0.156 > 0.109
iter: 5805 | bound: 93 | nc: 38 | ncall: 210147 | eff(%): 2.762 | loglstar: -inf < -5.525 < inf | logz: -59.746 +/- 0.706 | dlogz: 0.155 > 0.109
iter: 5806 | bound: 93 | nc: 38 | ncall: 210185 | eff(%): 2.762 | loglstar: -inf < -5.520 < inf | logz: -59.746 +/- 0.706 | dlogz: 0.153 > 0.109
iter: 5807 | bound: 93 | nc: 38 | ncall: 210223 | eff(%): 2.762 | loglstar: -inf < -5.517 < inf | logz: -59.746 +/- 0.706 | dlogz: 0.152 > 0.109
iter: 5808 | bound: 93 | nc: 38 | ncall: 210261 | eff(%): 2.762 | loglstar: -inf < -5.513 < inf | logz: -59.745 +/- 0.706 | dlogz: 0.150 > 0.109
iter: 5809 | bound: 93 | nc: 38 | ncall: 210299 | eff(%): 2.762 | loglstar: -inf < -5.502 < inf | logz: -59.745 +/- 0.706 | dlogz: 0.149 > 0.109
iter: 5810 | bound: 93 | nc: 38 | ncall: 210337 | eff(%): 2.762 | loglstar: -inf < -5.488 < inf | logz: -59.745 +/- 0.706 | dlogz: 0.148 > 0.109
iter: 5811 | bound: 93 | nc: 38 | ncall: 210375 | eff(%): 2.762 | loglstar: -inf < -5.484 < inf | logz: -59.745 +/- 0.706 | dlogz: 0.146 > 0.109
iter: 5812 | bound: 93 | nc: 38 | ncall: 210413 | eff(%): 2.762 | loglstar: -inf < -5.474 < inf | logz: -59.744 +/- 0.706 | dlogz: 0.145 > 0.109
iter: 5813 | bound: 93 | nc: 38 | ncall: 210451 | eff(%): 2.762 | loglstar: -inf < -5.473 < inf | logz: -59.744 +/- 0.706 | dlogz: 0.143 > 0.109
iter: 5814 | bound: 93 | nc: 38 | ncall: 210489 | eff(%): 2.762 | loglstar: -inf < -5.472 < inf | logz: -59.744 +/- 0.706 | dlogz: 0.142 > 0.109
iter: 5815 | bound: 93 | nc: 38 | ncall: 210527 | eff(%): 2.762 | loglstar: -inf < -5.469 < inf | logz: -59.743 +/- 0.706 | dlogz: 0.141 > 0.109
iter: 5816 | bound: 93 | nc: 38 | ncall: 210565 | eff(%): 2.762 | loglstar: -inf < -5.465 < inf | logz: -59.743 +/- 0.706 | dlogz: 0.139 > 0.109
iter: 5817 | bound: 93 | nc: 38 | ncall: 210603 | eff(%): 2.762 | loglstar: -inf < -5.463 < inf | logz: -59.743 +/- 0.706 | dlogz: 0.138 > 0.109
iter: 5818 | bound: 93 | nc: 38 | ncall: 210641 | eff(%): 2.762 | loglstar: -inf < -5.459 < inf | logz: -59.743 +/- 0.706 | dlogz: 0.137 > 0.109
iter: 5819 | bound: 93 | nc: 38 | ncall: 210679 | eff(%): 2.762 | loglstar: -inf < -5.458 < inf | logz: -59.742 +/- 0.706 | dlogz: 0.135 > 0.109
iter: 5820 | bound: 93 | nc: 38 | ncall: 210717 | eff(%): 2.762 | loglstar: -inf < -5.457 < inf | logz: -59.742 +/- 0.706 | dlogz: 0.134 > 0.109
iter: 5821 | bound: 93 | nc: 38 | ncall: 210755 | eff(%): 2.762 | loglstar: -inf < -5.452 < inf | logz: -59.742 +/- 0.706 | dlogz: 0.133 > 0.109
iter: 5822 | bound: 93 | nc: 38 | ncall: 210793 | eff(%): 2.762 | loglstar: -inf < -5.450 < inf | logz: -59.742 +/- 0.706 | dlogz: 0.132 > 0.109
iter: 5823 | bound: 93 | nc: 38 | ncall: 210831 | eff(%): 2.762 | loglstar: -inf < -5.448 < inf | logz: -59.741 +/- 0.706 | dlogz: 0.130 > 0.109
iter: 5824 | bound: 93 | nc: 38 | ncall: 210869 | eff(%): 2.762 | loglstar: -inf < -5.444 < inf | logz: -59.741 +/- 0.706 | dlogz: 0.129 > 0.109
iter: 5825 | bound: 93 | nc: 38 | ncall: 210907 | eff(%): 2.762 | loglstar: -inf < -5.442 < inf | logz: -59.741 +/- 0.706 | dlogz: 0.128 > 0.109
iter: 5826 | bound: 93 | nc: 38 | ncall: 210945 | eff(%): 2.762 | loglstar: -inf < -5.435 < inf | logz: -59.741 +/- 0.706 | dlogz: 0.127 > 0.109
iter: 5827 | bound: 93 | nc: 38 | ncall: 210983 | eff(%): 2.762 | loglstar: -inf < -5.432 < inf | logz: -59.740 +/- 0.706 | dlogz: 0.126 > 0.109
iter: 5828 | bound: 93 | nc: 38 | ncall: 211021 | eff(%): 2.762 | loglstar: -inf < -5.432 < inf | logz: -59.740 +/- 0.706 | dlogz: 0.124 > 0.109
iter: 5829 | bound: 93 | nc: 38 | ncall: 211059 | eff(%): 2.762 | loglstar: -inf < -5.431 < inf | logz: -59.740 +/- 0.706 | dlogz: 0.123 > 0.109
iter: 5830 | bound: 93 | nc: 38 | ncall: 211097 | eff(%): 2.762 | loglstar: -inf < -5.431 < inf | logz: -59.740 +/- 0.706 | dlogz: 0.122 > 0.109
iter: 5831 | bound: 93 | nc: 38 | ncall: 211135 | eff(%): 2.762 | loglstar: -inf < -5.429 < inf | logz: -59.739 +/- 0.706 | dlogz: 0.121 > 0.109
iter: 5832 | bound: 93 | nc: 38 | ncall: 211173 | eff(%): 2.762 | loglstar: -inf < -5.425 < inf | logz: -59.739 +/- 0.706 | dlogz: 0.120 > 0.109
iter: 5833 | bound: 93 | nc: 38 | ncall: 211211 | eff(%): 2.762 | loglstar: -inf < -5.424 < inf | logz: -59.739 +/- 0.706 | dlogz: 0.118 > 0.109
iter: 5834 | bound: 93 | nc: 38 | ncall: 211249 | eff(%): 2.762 | loglstar: -inf < -5.417 < inf | logz: -59.739 +/- 0.706 | dlogz: 0.117 > 0.109
iter: 5835 | bound: 93 | nc: 38 | ncall: 211287 | eff(%): 2.762 | loglstar: -inf < -5.417 < inf | logz: -59.738 +/- 0.706 | dlogz: 0.116 > 0.109
iter: 5836 | bound: 93 | nc: 38 | ncall: 211325 | eff(%): 2.762 | loglstar: -inf < -5.415 < inf | logz: -59.738 +/- 0.706 | dlogz: 0.115 > 0.109
iter: 5837 | bound: 93 | nc: 38 | ncall: 211363 | eff(%): 2.762 | loglstar: -inf < -5.409 < inf | logz: -59.738 +/- 0.706 | dlogz: 0.114 > 0.109
iter: 5838 | bound: 93 | nc: 38 | ncall: 211401 | eff(%): 2.762 | loglstar: -inf < -5.403 < inf | logz: -59.738 +/- 0.706 | dlogz: 0.113 > 0.109
iter: 5839 | bound: 93 | nc: 38 | ncall: 211439 | eff(%): 2.762 | loglstar: -inf < -5.394 < inf | logz: -59.737 +/- 0.706 | dlogz: 0.112 > 0.109
iter: 5840 | bound: 93 | nc: 38 | ncall: 211477 | eff(%): 2.762 | loglstar: -inf < -5.369 < inf | logz: -59.737 +/- 0.706 | dlogz: 0.111 > 0.109
iter: 5841 | bound: 93 | nc: 38 | ncall: 211515 | eff(%): 2.762 | loglstar: -inf < -5.360 < inf | logz: -59.737 +/- 0.706 | dlogz: 0.110 > 0.109
iter: 5841 | +1 | bound: 93 | nc: 1 | ncall: 211516 | eff(%): 2.762 | loglstar: -inf < -5.350 < inf | logz: -59.737 +/- 0.706 | dlogz: 0.108 > 0.109
iter: 5841 | +2 | bound: 93 | nc: 1 | ncall: 211517 | eff(%): 2.762 | loglstar: -inf < -5.347 < inf | logz: -59.736 +/- 0.706 | dlogz: 0.107 > 0.109
iter: 5841 | +3 | bound: 93 | nc: 1 | ncall: 211518 | eff(%): 2.763 | loglstar: -inf < -5.344 < inf | logz: -59.736 +/- 0.706 | dlogz: 0.106 > 0.109
iter: 5841 | +4 | bound: 93 | nc: 1 | ncall: 211519 | eff(%): 2.763 | loglstar: -inf < -5.344 < inf | logz: -59.736 +/- 0.706 | dlogz: 0.104 > 0.109
iter: 5841 | +5 | bound: 93 | nc: 1 | ncall: 211520 | eff(%): 2.764 | loglstar: -inf < -5.340 < inf | logz: -59.736 +/- 0.706 | dlogz: 0.103 > 0.109
iter: 5841 | +6 | bound: 93 | nc: 1 | ncall: 211521 | eff(%): 2.764 | loglstar: -inf < -5.339 < inf | logz: -59.736 +/- 0.706 | dlogz: 0.102 > 0.109
iter: 5841 | +7 | bound: 93 | nc: 1 | ncall: 211522 | eff(%): 2.765 | loglstar: -inf < -5.331 < inf | logz: -59.735 +/- 0.706 | dlogz: 0.101 > 0.109
iter: 5841 | +8 | bound: 93 | nc: 1 | ncall: 211523 | eff(%): 2.765 | loglstar: -inf < -5.319 < inf | logz: -59.735 +/- 0.706 | dlogz: 0.100 > 0.109
iter: 5841 | +9 | bound: 93 | nc: 1 | ncall: 211524 | eff(%): 2.766 | loglstar: -inf < -5.318 < inf | logz: -59.735 +/- 0.706 | dlogz: 0.099 > 0.109
iter: 5841 | +10 | bound: 93 | nc: 1 | ncall: 211525 | eff(%): 2.766 | loglstar: -inf < -5.316 < inf | logz: -59.735 +/- 0.706 | dlogz: 0.098 > 0.109
iter: 5841 | +11 | bound: 93 | nc: 1 | ncall: 211526 | eff(%): 2.767 | loglstar: -inf < -5.316 < inf | logz: -59.734 +/- 0.706 | dlogz: 0.097 > 0.109
iter: 5841 | +12 | bound: 93 | nc: 1 | ncall: 211527 | eff(%): 2.767 | loglstar: -inf < -5.313 < inf | logz: -59.734 +/- 0.706 | dlogz: 0.096 > 0.109
iter: 5841 | +13 | bound: 93 | nc: 1 | ncall: 211528 | eff(%): 2.768 | loglstar: -inf < -5.313 < inf | logz: -59.734 +/- 0.706 | dlogz: 0.095 > 0.109
iter: 5841 | +14 | bound: 93 | nc: 1 | ncall: 211529 | eff(%): 2.768 | loglstar: -inf < -5.311 < inf | logz: -59.734 +/- 0.706 | dlogz: 0.094 > 0.109
iter: 5841 | +15 | bound: 93 | nc: 1 | ncall: 211530 | eff(%): 2.769 | loglstar: -inf < -5.308 < inf | logz: -59.733 +/- 0.706 | dlogz: 0.093 > 0.109
iter: 5841 | +16 | bound: 93 | nc: 1 | ncall: 211531 | eff(%): 2.769 | loglstar: -inf < -5.307 < inf | logz: -59.733 +/- 0.706 | dlogz: 0.092 > 0.109
iter: 5841 | +17 | bound: 93 | nc: 1 | ncall: 211532 | eff(%): 2.770 | loglstar: -inf < -5.307 < inf | logz: -59.733 +/- 0.706 | dlogz: 0.091 > 0.109
iter: 5841 | +18 | bound: 93 | nc: 1 | ncall: 211533 | eff(%): 2.770 | loglstar: -inf < -5.305 < inf | logz: -59.733 +/- 0.706 | dlogz: 0.090 > 0.109
iter: 5841 | +19 | bound: 93 | nc: 1 | ncall: 211534 | eff(%): 2.770 | loglstar: -inf < -5.303 < inf | logz: -59.732 +/- 0.706 | dlogz: 0.089 > 0.109
iter: 5841 | +20 | bound: 93 | nc: 1 | ncall: 211535 | eff(%): 2.771 | loglstar: -inf < -5.303 < inf | logz: -59.732 +/- 0.706 | dlogz: 0.088 > 0.109
iter: 5841 | +21 | bound: 93 | nc: 1 | ncall: 211536 | eff(%): 2.771 | loglstar: -inf < -5.300 < inf | logz: -59.732 +/- 0.706 | dlogz: 0.087 > 0.109
iter: 5841 | +22 | bound: 93 | nc: 1 | ncall: 211537 | eff(%): 2.772 | loglstar: -inf < -5.298 < inf | logz: -59.732 +/- 0.706 | dlogz: 0.086 > 0.109
iter: 5841 | +23 | bound: 93 | nc: 1 | ncall: 211538 | eff(%): 2.772 | loglstar: -inf < -5.292 < inf | logz: -59.731 +/- 0.706 | dlogz: 0.084 > 0.109
iter: 5841 | +24 | bound: 93 | nc: 1 | ncall: 211539 | eff(%): 2.773 | loglstar: -inf < -5.290 < inf | logz: -59.731 +/- 0.706 | dlogz: 0.083 > 0.109
iter: 5841 | +25 | bound: 93 | nc: 1 | ncall: 211540 | eff(%): 2.773 | loglstar: -inf < -5.283 < inf | logz: -59.731 +/- 0.706 | dlogz: 0.082 > 0.109
iter: 5841 | +26 | bound: 93 | nc: 1 | ncall: 211541 | eff(%): 2.774 | loglstar: -inf < -5.282 < inf | logz: -59.731 +/- 0.706 | dlogz: 0.081 > 0.109
iter: 5841 | +27 | bound: 93 | nc: 1 | ncall: 211542 | eff(%): 2.774 | loglstar: -inf < -5.271 < inf | logz: -59.730 +/- 0.706 | dlogz: 0.080 > 0.109
iter: 5841 | +28 | bound: 93 | nc: 1 | ncall: 211543 | eff(%): 2.775 | loglstar: -inf < -5.271 < inf | logz: -59.730 +/- 0.706 | dlogz: 0.079 > 0.109
iter: 5841 | +29 | bound: 93 | nc: 1 | ncall: 211544 | eff(%): 2.775 | loglstar: -inf < -5.269 < inf | logz: -59.730 +/- 0.706 | dlogz: 0.078 > 0.109
iter: 5841 | +30 | bound: 93 | nc: 1 | ncall: 211545 | eff(%): 2.776 | loglstar: -inf < -5.261 < inf | logz: -59.730 +/- 0.706 | dlogz: 0.077 > 0.109
iter: 5841 | +31 | bound: 93 | nc: 1 | ncall: 211546 | eff(%): 2.776 | loglstar: -inf < -5.253 < inf | logz: -59.729 +/- 0.706 | dlogz: 0.076 > 0.109
iter: 5841 | +32 | bound: 93 | nc: 1 | ncall: 211547 | eff(%): 2.777 | loglstar: -inf < -5.246 < inf | logz: -59.729 +/- 0.706 | dlogz: 0.075 > 0.109
iter: 5841 | +33 | bound: 93 | nc: 1 | ncall: 211548 | eff(%): 2.777 | loglstar: -inf < -5.242 < inf | logz: -59.729 +/- 0.706 | dlogz: 0.074 > 0.109
iter: 5841 | +34 | bound: 93 | nc: 1 | ncall: 211549 | eff(%): 2.778 | loglstar: -inf < -5.242 < inf | logz: -59.729 +/- 0.706 | dlogz: 0.073 > 0.109
iter: 5841 | +35 | bound: 93 | nc: 1 | ncall: 211550 | eff(%): 2.778 | loglstar: -inf < -5.241 < inf | logz: -59.728 +/- 0.706 | dlogz: 0.072 > 0.109
iter: 5841 | +36 | bound: 93 | nc: 1 | ncall: 211551 | eff(%): 2.779 | loglstar: -inf < -5.238 < inf | logz: -59.728 +/- 0.706 | dlogz: 0.071 > 0.109
iter: 5841 | +37 | bound: 93 | nc: 1 | ncall: 211552 | eff(%): 2.779 | loglstar: -inf < -5.226 < inf | logz: -59.728 +/- 0.706 | dlogz: 0.070 > 0.109
iter: 5841 | +38 | bound: 93 | nc: 1 | ncall: 211553 | eff(%): 2.779 | loglstar: -inf < -5.212 < inf | logz: -59.728 +/- 0.706 | dlogz: 0.069 > 0.109
iter: 5841 | +39 | bound: 93 | nc: 1 | ncall: 211554 | eff(%): 2.780 | loglstar: -inf < -5.209 < inf | logz: -59.727 +/- 0.706 | dlogz: 0.067 > 0.109
iter: 5841 | +40 | bound: 93 | nc: 1 | ncall: 211555 | eff(%): 2.780 | loglstar: -inf < -5.201 < inf | logz: -59.727 +/- 0.706 | dlogz: 0.066 > 0.109
iter: 5841 | +41 | bound: 93 | nc: 1 | ncall: 211556 | eff(%): 2.781 | loglstar: -inf < -5.185 < inf | logz: -59.727 +/- 0.706 | dlogz: 0.065 > 0.109
iter: 5841 | +42 | bound: 93 | nc: 1 | ncall: 211557 | eff(%): 2.781 | loglstar: -inf < -5.182 < inf | logz: -59.726 +/- 0.706 | dlogz: 0.064 > 0.109
iter: 5841 | +43 | bound: 93 | nc: 1 | ncall: 211558 | eff(%): 2.782 | loglstar: -inf < -5.173 < inf | logz: -59.726 +/- 0.706 | dlogz: 0.063 > 0.109
iter: 5841 | +44 | bound: 93 | nc: 1 | ncall: 211559 | eff(%): 2.782 | loglstar: -inf < -5.169 < inf | logz: -59.726 +/- 0.706 | dlogz: 0.062 > 0.109
iter: 5841 | +45 | bound: 93 | nc: 1 | ncall: 211560 | eff(%): 2.783 | loglstar: -inf < -5.168 < inf | logz: -59.726 +/- 0.706 | dlogz: 0.061 > 0.109
iter: 5841 | +46 | bound: 93 | nc: 1 | ncall: 211561 | eff(%): 2.783 | loglstar: -inf < -5.156 < inf | logz: -59.725 +/- 0.706 | dlogz: 0.060 > 0.109
iter: 5841 | +47 | bound: 93 | nc: 1 | ncall: 211562 | eff(%): 2.784 | loglstar: -inf < -5.156 < inf | logz: -59.725 +/- 0.706 | dlogz: 0.059 > 0.109
iter: 5841 | +48 | bound: 93 | nc: 1 | ncall: 211563 | eff(%): 2.784 | loglstar: -inf < -5.155 < inf | logz: -59.725 +/- 0.706 | dlogz: 0.058 > 0.109
iter: 5841 | +49 | bound: 93 | nc: 1 | ncall: 211564 | eff(%): 2.785 | loglstar: -inf < -5.141 < inf | logz: -59.724 +/- 0.706 | dlogz: 0.057 > 0.109
iter: 5841 | +50 | bound: 93 | nc: 1 | ncall: 211565 | eff(%): 2.785 | loglstar: -inf < -5.134 < inf | logz: -59.724 +/- 0.706 | dlogz: 0.056 > 0.109
iter: 5841 | +51 | bound: 93 | nc: 1 | ncall: 211566 | eff(%): 2.786 | loglstar: -inf < -5.132 < inf | logz: -59.724 +/- 0.706 | dlogz: 0.055 > 0.109
iter: 5841 | +52 | bound: 93 | nc: 1 | ncall: 211567 | eff(%): 2.786 | loglstar: -inf < -5.116 < inf | logz: -59.724 +/- 0.706 | dlogz: 0.053 > 0.109
iter: 5841 | +53 | bound: 93 | nc: 1 | ncall: 211568 | eff(%): 2.787 | loglstar: -inf < -5.108 < inf | logz: -59.723 +/- 0.706 | dlogz: 0.052 > 0.109
iter: 5841 | +54 | bound: 93 | nc: 1 | ncall: 211569 | eff(%): 2.787 | loglstar: -inf < -5.093 < inf | logz: -59.723 +/- 0.706 | dlogz: 0.051 > 0.109
iter: 5841 | +55 | bound: 93 | nc: 1 | ncall: 211570 | eff(%): 2.788 | loglstar: -inf < -5.087 < inf | logz: -59.723 +/- 0.706 | dlogz: 0.050 > 0.109
iter: 5841 | +56 | bound: 93 | nc: 1 | ncall: 211571 | eff(%): 2.788 | loglstar: -inf < -5.034 < inf | logz: -59.722 +/- 0.706 | dlogz: 0.049 > 0.109
iter: 5841 | +57 | bound: 93 | nc: 1 | ncall: 211572 | eff(%): 2.788 | loglstar: -inf < -5.022 < inf | logz: -59.722 +/- 0.706 | dlogz: 0.048 > 0.109
iter: 5841 | +58 | bound: 93 | nc: 1 | ncall: 211573 | eff(%): 2.789 | loglstar: -inf < -5.019 < inf | logz: -59.722 +/- 0.706 | dlogz: 0.047 > 0.109
iter: 5841 | +59 | bound: 93 | nc: 1 | ncall: 211574 | eff(%): 2.789 | loglstar: -inf < -5.004 < inf | logz: -59.721 +/- 0.706 | dlogz: 0.046 > 0.109
iter: 5841 | +60 | bound: 93 | nc: 1 | ncall: 211575 | eff(%): 2.790 | loglstar: -inf < -5.002 < inf | logz: -59.721 +/- 0.706 | dlogz: 0.045 > 0.109
iter: 5841 | +61 | bound: 93 | nc: 1 | ncall: 211576 | eff(%): 2.790 | loglstar: -inf < -5.002 < inf | logz: -59.721 +/- 0.706 | dlogz: 0.044 > 0.109
iter: 5841 | +62 | bound: 93 | nc: 1 | ncall: 211577 | eff(%): 2.791 | loglstar: -inf < -4.962 < inf | logz: -59.720 +/- 0.706 | dlogz: 0.043 > 0.109
iter: 5841 | +63 | bound: 93 | nc: 1 | ncall: 211578 | eff(%): 2.791 | loglstar: -inf < -4.953 < inf | logz: -59.720 +/- 0.706 | dlogz: 0.042 > 0.109
iter: 5841 | +64 | bound: 93 | nc: 1 | ncall: 211579 | eff(%): 2.792 | loglstar: -inf < -4.951 < inf | logz: -59.720 +/- 0.706 | dlogz: 0.040 > 0.109
iter: 5841 | +65 | bound: 93 | nc: 1 | ncall: 211580 | eff(%): 2.792 | loglstar: -inf < -4.943 < inf | logz: -59.719 +/- 0.707 | dlogz: 0.039 > 0.109
iter: 5841 | +66 | bound: 93 | nc: 1 | ncall: 211581 | eff(%): 2.793 | loglstar: -inf < -4.937 < inf | logz: -59.719 +/- 0.707 | dlogz: 0.038 > 0.109
iter: 5841 | +67 | bound: 93 | nc: 1 | ncall: 211582 | eff(%): 2.793 | loglstar: -inf < -4.882 < inf | logz: -59.719 +/- 0.707 | dlogz: 0.037 > 0.109
iter: 5841 | +68 | bound: 93 | nc: 1 | ncall: 211583 | eff(%): 2.794 | loglstar: -inf < -4.871 < inf | logz: -59.718 +/- 0.707 | dlogz: 0.036 > 0.109
iter: 5841 | +69 | bound: 93 | nc: 1 | ncall: 211584 | eff(%): 2.794 | loglstar: -inf < -4.859 < inf | logz: -59.718 +/- 0.707 | dlogz: 0.035 > 0.109
iter: 5841 | +70 | bound: 93 | nc: 1 | ncall: 211585 | eff(%): 2.795 | loglstar: -inf < -4.825 < inf | logz: -59.717 +/- 0.707 | dlogz: 0.034 > 0.109
iter: 5841 | +71 | bound: 93 | nc: 1 | ncall: 211586 | eff(%): 2.795 | loglstar: -inf < -4.809 < inf | logz: -59.717 +/- 0.707 | dlogz: 0.033 > 0.109
iter: 5841 | +72 | bound: 93 | nc: 1 | ncall: 211587 | eff(%): 2.796 | loglstar: -inf < -4.809 < inf | logz: -59.717 +/- 0.707 | dlogz: 0.032 > 0.109
iter: 5841 | +73 | bound: 93 | nc: 1 | ncall: 211588 | eff(%): 2.796 | loglstar: -inf < -4.770 < inf | logz: -59.716 +/- 0.707 | dlogz: 0.031 > 0.109
iter: 5841 | +74 | bound: 93 | nc: 1 | ncall: 211589 | eff(%): 2.796 | loglstar: -inf < -4.769 < inf | logz: -59.716 +/- 0.707 | dlogz: 0.030 > 0.109
iter: 5841 | +75 | bound: 93 | nc: 1 | ncall: 211590 | eff(%): 2.797 | loglstar: -inf < -4.759 < inf | logz: -59.715 +/- 0.707 | dlogz: 0.029 > 0.109
iter: 5841 | +76 | bound: 93 | nc: 1 | ncall: 211591 | eff(%): 2.797 | loglstar: -inf < -4.708 < inf | logz: -59.715 +/- 0.707 | dlogz: 0.027 > 0.109
iter: 5841 | +77 | bound: 93 | nc: 1 | ncall: 211592 | eff(%): 2.798 | loglstar: -inf < -4.690 < inf | logz: -59.715 +/- 0.707 | dlogz: 0.026 > 0.109
iter: 5841 | +78 | bound: 93 | nc: 1 | ncall: 211593 | eff(%): 2.798 | loglstar: -inf < -4.684 < inf | logz: -59.714 +/- 0.707 | dlogz: 0.025 > 0.109
iter: 5841 | +79 | bound: 93 | nc: 1 | ncall: 211594 | eff(%): 2.799 | loglstar: -inf < -4.669 < inf | logz: -59.714 +/- 0.707 | dlogz: 0.024 > 0.109
iter: 5841 | +80 | bound: 93 | nc: 1 | ncall: 211595 | eff(%): 2.799 | loglstar: -inf < -4.661 < inf | logz: -59.713 +/- 0.707 | dlogz: 0.023 > 0.109
iter: 5841 | +81 | bound: 93 | nc: 1 | ncall: 211596 | eff(%): 2.800 | loglstar: -inf < -4.623 < inf | logz: -59.713 +/- 0.707 | dlogz: 0.022 > 0.109
iter: 5841 | +82 | bound: 93 | nc: 1 | ncall: 211597 | eff(%): 2.800 | loglstar: -inf < -4.604 < inf | logz: -59.712 +/- 0.707 | dlogz: 0.021 > 0.109
iter: 5841 | +83 | bound: 93 | nc: 1 | ncall: 211598 | eff(%): 2.801 | loglstar: -inf < -4.576 < inf | logz: -59.712 +/- 0.707 | dlogz: 0.020 > 0.109
iter: 5841 | +84 | bound: 93 | nc: 1 | ncall: 211599 | eff(%): 2.801 | loglstar: -inf < -4.542 < inf | logz: -59.711 +/- 0.707 | dlogz: 0.019 > 0.109
iter: 5841 | +85 | bound: 93 | nc: 1 | ncall: 211600 | eff(%): 2.802 | loglstar: -inf < -4.491 < inf | logz: -59.711 +/- 0.707 | dlogz: 0.018 > 0.109
iter: 5841 | +86 | bound: 93 | nc: 1 | ncall: 211601 | eff(%): 2.802 | loglstar: -inf < -4.468 < inf | logz: -59.710 +/- 0.708 | dlogz: 0.016 > 0.109
iter: 5841 | +87 | bound: 93 | nc: 1 | ncall: 211602 | eff(%): 2.803 | loglstar: -inf < -4.441 < inf | logz: -59.710 +/- 0.708 | dlogz: 0.015 > 0.109
iter: 5841 | +88 | bound: 93 | nc: 1 | ncall: 211603 | eff(%): 2.803 | loglstar: -inf < -4.392 < inf | logz: -59.709 +/- 0.708 | dlogz: 0.014 > 0.109
iter: 5841 | +89 | bound: 93 | nc: 1 | ncall: 211604 | eff(%): 2.804 | loglstar: -inf < -4.385 < inf | logz: -59.708 +/- 0.708 | dlogz: 0.013 > 0.109
iter: 5841 | +90 | bound: 93 | nc: 1 | ncall: 211605 | eff(%): 2.804 | loglstar: -inf < -4.380 < inf | logz: -59.708 +/- 0.708 | dlogz: 0.012 > 0.109
iter: 5841 | +91 | bound: 93 | nc: 1 | ncall: 211606 | eff(%): 2.805 | loglstar: -inf < -4.377 < inf | logz: -59.707 +/- 0.708 | dlogz: 0.011 > 0.109
iter: 5841 | +92 | bound: 93 | nc: 1 | ncall: 211607 | eff(%): 2.805 | loglstar: -inf < -4.303 < inf | logz: -59.707 +/- 0.708 | dlogz: 0.010 > 0.109
iter: 5841 | +93 | bound: 93 | nc: 1 | ncall: 211608 | eff(%): 2.805 | loglstar: -inf < -4.280 < inf | logz: -59.706 +/- 0.709 | dlogz: 0.009 > 0.109
iter: 5841 | +94 | bound: 93 | nc: 1 | ncall: 211609 | eff(%): 2.806 | loglstar: -inf < -4.258 < inf | logz: -59.705 +/- 0.709 | dlogz: 0.008 > 0.109
iter: 5841 | +95 | bound: 93 | nc: 1 | ncall: 211610 | eff(%): 2.806 | loglstar: -inf < -4.247 < inf | logz: -59.705 +/- 0.709 | dlogz: 0.007 > 0.109
iter: 5841 | +96 | bound: 93 | nc: 1 | ncall: 211611 | eff(%): 2.807 | loglstar: -inf < -4.181 < inf | logz: -59.704 +/- 0.710 | dlogz: 0.005 > 0.109
iter: 5841 | +97 | bound: 93 | nc: 1 | ncall: 211612 | eff(%): 2.807 | loglstar: -inf < -4.173 < inf | logz: -59.703 +/- 0.710 | dlogz: 0.004 > 0.109
iter: 5841 | +98 | bound: 93 | nc: 1 | ncall: 211613 | eff(%): 2.808 | loglstar: -inf < -4.123 < inf | logz: -59.702 +/- 0.711 | dlogz: 0.003 > 0.109
iter: 5841 | +99 | bound: 93 | nc: 1 | ncall: 211614 | eff(%): 2.808 | loglstar: -inf < -4.006 < inf | logz: -59.702 +/- 0.712 | dlogz: 0.002 > 0.109
iter: 5841 | +100 | bound: 93 | nc: 1 | ncall: 211615 | eff(%): 2.809 | loglstar: -inf < -3.781 < inf | logz: -59.701 +/- 0.714 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of 0.45%
ra ... exp
----------------- ... -------------------------------------------
76.37772610823416 ... jw01537024001_0310a_00001_nrcblong_cal.fits
76.37772654372553 ... jw01537024001_0310a_00002_nrcblong_cal.fits
76.37772505454157 ... jw01537024001_0310a_00003_nrcblong_cal.fits
76.3777256664627 ... jw01537024001_0310a_00004_nrcblong_cal.fits
76.37772562893547 ... jw01537024001_0310k_00001_nrcblong_cal.fits
76.3777255382475 ... jw01537024001_0310k_00002_nrcblong_cal.fits
76.37772589106126 ... jw01537024001_0310k_00003_nrcblong_cal.fits
76.37772574878355 ... jw01537024001_0310k_00004_nrcblong_cal.fits
# Calculate Average Magnitude from Table
mag_arr = jwst_obs.psf_result.phot_cal_table['mag']
magerr_arr = jwst_obs.psf_result.phot_cal_table['magerr']
mag_lvl2psf = np.mean(mag_arr)
magerr_lvl2psf = math.sqrt(sum(p**2 for p in magerr_arr))
print(round(mag_lvl2psf, 4), round(magerr_lvl2psf, 4))
16.0974 0.0733
4.-Faint/Upper Limit, Single Object#
4.1-Multiple, Level2 Files#
# Level 3 Files
lvl3 = 'jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits'
lvl3
'jw01537-o024_t001_nircam_clear-f444w-sub160_i2d.fits'
from jwst.associations import load_asn
hdl = fits.open(lvl3)
hdr = hdl[0].header
asnfile = hdr['ASNTABLE']
lvl2_prelim = []
asn_data = load_asn(open(asnfile))
for member in asn_data['products'][0]['members']:
lvl2_prelim.append(member['expname'])
lvl2_prelim
['jw01537024001_0310a_00001_nrcblong_cal.fits',
'jw01537024001_0310a_00002_nrcblong_cal.fits',
'jw01537024001_0310a_00003_nrcblong_cal.fits',
'jw01537024001_0310a_00004_nrcblong_cal.fits',
'jw01537024001_0310k_00001_nrcblong_cal.fits',
'jw01537024001_0310k_00002_nrcblong_cal.fits',
'jw01537024001_0310k_00003_nrcblong_cal.fits',
'jw01537024001_0310k_00004_nrcblong_cal.fits']
# Sort out LVL2 Data That Includes The Actual Source (there are 4 detectors)
#source_location = SkyCoord('5:05:30.6186', '+52:49:49.130', unit=(u.hourangle, u.deg))
# Pick a blank part of the sky to calculate the upper limit
source_location = SkyCoord('5:05:30.6186', '+52:49:48.890', unit=(u.hourangle, u.deg))
lvl2 = []
for ref_image in lvl2_prelim:
print(ref_image)
ref_fits = datamodels.open(ref_image)
ref_data = ref_fits.data
world_to_detector = ref_fits.meta.wcs.get_transform('world', 'detector')
ref_y, ref_x = world_to_detector(source_location.ra, source_location.dec)
print(ref_y, ref_x)
try:
extract_array(ref_data, (11, 11), (ref_x, ref_y)) # block raising an exception
except Exception as e:
logging.error(f"An error occurred: {e}")
pass # Doing nothing on exception, but logging it
else:
lvl2.append(ref_image)
print(ref_image + ' added to final list')
lvl2
jw01537024001_0310a_00001_nrcblong_cal.fits
33.38551114940674 34.53863710477435
jw01537024001_0310a_00001_nrcblong_cal.fits added to final list
jw01537024001_0310a_00002_nrcblong_cal.fits
37.01432596435666 37.167509493690545
jw01537024001_0310a_00002_nrcblong_cal.fits added to final list
jw01537024001_0310a_00003_nrcblong_cal.fits
30.079284799141305 129.50728256824164
jw01537024001_0310a_00003_nrcblong_cal.fits added to final list
jw01537024001_0310a_00004_nrcblong_cal.fits
33.7808880915461 132.14786024267278
jw01537024001_0310a_00004_nrcblong_cal.fits added to final list
jw01537024001_0310k_00001_nrcblong_cal.fits
153.45492956864928 34.428453486646504
jw01537024001_0310k_00001_nrcblong_cal.fits added to final list
jw01537024001_0310k_00002_nrcblong_cal.fits
157.0427385060118 37.04928470267623
jw01537024001_0310k_00002_nrcblong_cal.fits added to final list
jw01537024001_0310k_00003_nrcblong_cal.fits
150.38472754001327 129.43889460324476
jw01537024001_0310k_00003_nrcblong_cal.fits added to final list
jw01537024001_0310k_00004_nrcblong_cal.fits
154.02239772276994 132.06537426887485
jw01537024001_0310k_00004_nrcblong_cal.fits added to final list
['jw01537024001_0310a_00001_nrcblong_cal.fits',
'jw01537024001_0310a_00002_nrcblong_cal.fits',
'jw01537024001_0310a_00003_nrcblong_cal.fits',
'jw01537024001_0310a_00004_nrcblong_cal.fits',
'jw01537024001_0310k_00001_nrcblong_cal.fits',
'jw01537024001_0310k_00002_nrcblong_cal.fits',
'jw01537024001_0310k_00003_nrcblong_cal.fits',
'jw01537024001_0310k_00004_nrcblong_cal.fits']
# Change all DQ flagged pixels to NANs
for file in lvl2:
hdul = fits.open(file, mode='update')
data = fits.open(file)['SCI', 1].data
dq = fits.open(file)['DQ', 1].data
data[dq == 1] = np.nan
hdul['SCI', 1].data = data
hdul.flush()
# Examine the First Image
ref_image = lvl2[0]
print(ref_image)
ref_fits = datamodels.open(ref_image)
ref_data = ref_fits.data
norm1 = simple_norm(ref_data, stretch='linear', vmin=-50, vmax=25)
plt.imshow(ref_data, origin='lower', norm=norm1, cmap='gray')
plt.gca().tick_params(labelcolor='none', axis='both', color='none')
plt.show()
jw01537024001_0310a_00001_nrcblong_cal.fits
# Pick a blank part of the sky to calculate the upper limit
ref_y, ref_x = world_to_detector(source_location.ra, source_location.dec)
ref_cutout = extract_array(ref_data, (11, 11), (ref_x, ref_y))
norm1 = simple_norm(ref_cutout, stretch='linear', vmin=-100, vmax=100)
plt.imshow(ref_cutout, origin='lower',
norm=norm1, cmap='gray')
plt.title('PID1537,Obs024')
plt.gca().tick_params(labelcolor='none', axis='both', color='none')
plt.show()
# Get PSF from STPSF
jwst_obs = space_phot.observation2(lvl2)
psfs = space_phot.get_jwst_psf(jwst_obs, source_location)
plt.imshow(psfs[0].data[100:150, 100:150])
plt.show()
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:35:01.125' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:35:02.245' from MJD-AVG.
Set DATE-END to '2022-09-08T10:35:03.364' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.387061 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.990770 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422543094.316 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:36:15.749' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:36:16.869' from MJD-AVG.
Set DATE-END to '2022-09-08T10:36:17.988' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.386057 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.989920 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422534278.049 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:37:29.477' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:37:30.596' from MJD-AVG.
Set DATE-END to '2022-09-08T10:37:31.716' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.385065 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.989081 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422525567.517 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T10:38:42.117' from MJD-BEG.
Set DATE-AVG to '2022-09-08T10:38:43.237' from MJD-AVG.
Set DATE-END to '2022-09-08T10:38:44.356' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.384087 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.988255 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422516985.406 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:11:36.707' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:11:37.827' from MJD-AVG.
Set DATE-END to '2022-09-08T11:11:38.946' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.357509 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.965776 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422283638.992 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:12:53.571' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:12:54.691' from MJD-AVG.
Set DATE-END to '2022-09-08T11:12:55.810' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.356474 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.964901 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422274553.462 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:14:07.043' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:14:08.163' from MJD-AVG.
Set DATE-END to '2022-09-08T11:14:09.282' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.355485 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.964064 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422265868.669 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-09-08T11:15:20.835' from MJD-BEG.
Set DATE-AVG to '2022-09-08T11:15:21.955' from MJD-AVG.
Set DATE-END to '2022-09-08T11:15:23.074' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -40.354491 from OBSGEO-[XYZ].
Set OBSGEO-B to -10.963224 from OBSGEO-[XYZ].
Set OBSGEO-H to 1422257145.875 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
# Do PSF Photometry using space_phot (details of fitting are in documentation)
# https://st-phot.readthedocs.io/en/latest/examples/plot_a_psf.html#jwst-images
jwst_obs.psf_photometry(
psfs,
source_location,
bounds={
'flux': [-10, 1000],
'bkg': [0, 50]
},
fit_width=5,
fit_bkg=True,
fit_centroid='fixed',
fit_flux='single'
)
jwst_obs.plot_psf_fit()
plt.show()
jwst_obs.plot_psf_posterior(minweight=.0005)
plt.show()
print(jwst_obs.psf_result.phot_cal_table)
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -372.167 < inf | logz: -377.475 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -341.253 < inf | logz: -346.571 +/- 0.230 | dlogz: 372.945 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -338.070 < inf | logz: -343.318 +/- 0.223 | dlogz: 342.031 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -285.401 < inf | logz: -290.739 +/- 0.230 | dlogz: 338.768 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -264.028 < inf | logz: -269.376 +/- 0.231 | dlogz: 286.178 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -257.696 < inf | logz: -263.051 +/- 0.230 | dlogz: 264.806 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -256.767 < inf | logz: -261.550 +/- 0.208 | dlogz: 258.471 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -248.727 < inf | logz: -254.104 +/- 0.231 | dlogz: 256.960 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -242.206 < inf | logz: -247.591 +/- 0.231 | dlogz: 249.504 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -239.151 < inf | logz: -244.458 +/- 0.224 | dlogz: 242.981 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -232.180 < inf | logz: -237.586 +/- 0.232 | dlogz: 239.838 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -228.990 < inf | logz: -234.328 +/- 0.225 | dlogz: 232.956 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -214.518 < inf | logz: -219.946 +/- 0.232 | dlogz: 229.688 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -197.738 < inf | logz: -203.176 +/- 0.233 | dlogz: 215.296 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 13.043 | loglstar: -inf < -196.322 < inf | logz: -201.372 +/- 0.214 | dlogz: 198.516 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 13.793 | loglstar: -inf < -192.222 < inf | logz: -197.639 +/- 0.228 | dlogz: 196.702 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 14.530 | loglstar: -inf < -180.942 < inf | logz: -186.409 +/- 0.233 | dlogz: 192.959 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 15.254 | loglstar: -inf < -180.453 < inf | logz: -185.127 +/- 0.209 | dlogz: 181.719 > 0.109
iter: 19 | bound: 0 | nc: 2 | ncall: 120 | eff(%): 15.833 | loglstar: -inf < -166.735 < inf | logz: -172.223 +/- 0.234 | dlogz: 180.428 > 0.109
iter: 20 | bound: 0 | nc: 3 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -165.016 < inf | logz: -170.206 +/- 0.217 | dlogz: 167.513 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.935 | loglstar: -inf < -160.205 < inf | logz: -165.693 +/- 0.232 | dlogz: 165.486 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -155.592 < inf | logz: -161.090 +/- 0.232 | dlogz: 160.963 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 18.254 | loglstar: -inf < -151.589 < inf | logz: -157.080 +/- 0.231 | dlogz: 156.350 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 18.898 | loglstar: -inf < -145.897 < inf | logz: -151.428 +/- 0.234 | dlogz: 152.331 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 19.531 | loglstar: -inf < -143.125 < inf | logz: -148.553 +/- 0.226 | dlogz: 146.668 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 20.155 | loglstar: -inf < -142.591 < inf | logz: -147.336 +/- 0.208 | dlogz: 143.784 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 20.769 | loglstar: -inf < -141.538 < inf | logz: -146.343 +/- 0.202 | dlogz: 142.557 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 21.374 | loglstar: -inf < -140.367 < inf | logz: -145.261 +/- 0.201 | dlogz: 141.554 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 21.970 | loglstar: -inf < -132.957 < inf | logz: -138.542 +/- 0.235 | dlogz: 140.461 > 0.109
iter: 30 | bound: 0 | nc: 2 | ncall: 134 | eff(%): 22.388 | loglstar: -inf < -132.844 < inf | logz: -137.412 +/- 0.211 | dlogz: 133.733 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 22.963 | loglstar: -inf < -131.759 < inf | logz: -136.536 +/- 0.203 | dlogz: 132.593 > 0.109
iter: 32 | bound: 0 | nc: 2 | ncall: 137 | eff(%): 23.358 | loglstar: -inf < -121.839 < inf | logz: -127.456 +/- 0.236 | dlogz: 131.707 > 0.109
iter: 33 | bound: 0 | nc: 3 | ncall: 140 | eff(%): 23.571 | loglstar: -inf < -121.732 < inf | logz: -126.327 +/- 0.212 | dlogz: 122.617 > 0.109
iter: 34 | bound: 0 | nc: 2 | ncall: 142 | eff(%): 23.944 | loglstar: -inf < -117.479 < inf | logz: -123.062 +/- 0.231 | dlogz: 121.478 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 24.476 | loglstar: -inf < -117.015 < inf | logz: -121.829 +/- 0.211 | dlogz: 118.204 > 0.109
iter: 36 | bound: 0 | nc: 3 | ncall: 146 | eff(%): 24.658 | loglstar: -inf < -116.788 < inf | logz: -121.151 +/- 0.200 | dlogz: 116.961 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 25.170 | loglstar: -inf < -116.267 < inf | logz: -120.603 +/- 0.193 | dlogz: 116.272 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 25.676 | loglstar: -inf < -115.023 < inf | logz: -119.828 +/- 0.195 | dlogz: 115.715 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 26.174 | loglstar: -inf < -110.469 < inf | logz: -116.120 +/- 0.233 | dlogz: 114.930 > 0.109
iter: 40 | bound: 0 | nc: 3 | ncall: 152 | eff(%): 26.316 | loglstar: -inf < -108.445 < inf | logz: -113.902 +/- 0.223 | dlogz: 111.211 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 26.797 | loglstar: -inf < -105.016 < inf | logz: -110.651 +/- 0.231 | dlogz: 108.983 > 0.109
iter: 42 | bound: 0 | nc: 2 | ncall: 155 | eff(%): 27.097 | loglstar: -inf < -104.527 < inf | logz: -109.420 +/- 0.213 | dlogz: 105.722 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 27.564 | loglstar: -inf < -103.173 < inf | logz: -108.283 +/- 0.209 | dlogz: 104.481 > 0.109
iter: 44 | bound: 0 | nc: 4 | ncall: 160 | eff(%): 27.500 | loglstar: -inf < -102.342 < inf | logz: -107.267 +/- 0.204 | dlogz: 103.334 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 27.950 | loglstar: -inf < -102.016 < inf | logz: -106.549 +/- 0.198 | dlogz: 102.309 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 163 | eff(%): 28.221 | loglstar: -inf < -101.288 < inf | logz: -105.905 +/- 0.195 | dlogz: 101.581 > 0.109
iter: 47 | bound: 0 | nc: 4 | ncall: 167 | eff(%): 28.144 | loglstar: -inf < -92.931 < inf | logz: -98.696 +/- 0.239 | dlogz: 100.927 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 168 | eff(%): 28.571 | loglstar: -inf < -92.712 < inf | logz: -97.526 +/- 0.216 | dlogz: 93.708 > 0.109
iter: 49 | bound: 0 | nc: 4 | ncall: 172 | eff(%): 28.488 | loglstar: -inf < -92.566 < inf | logz: -96.929 +/- 0.204 | dlogz: 92.528 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 28.902 | loglstar: -inf < -91.937 < inf | logz: -96.407 +/- 0.197 | dlogz: 91.921 > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 29.310 | loglstar: -inf < -86.161 < inf | logz: -91.952 +/- 0.238 | dlogz: 91.389 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 175 | eff(%): 29.714 | loglstar: -inf < -85.548 < inf | logz: -90.623 +/- 0.217 | dlogz: 86.924 > 0.109
iter: 53 | bound: 0 | nc: 3 | ncall: 178 | eff(%): 29.775 | loglstar: -inf < -85.112 < inf | logz: -89.833 +/- 0.206 | dlogz: 85.585 > 0.109
iter: 54 | bound: 0 | nc: 3 | ncall: 181 | eff(%): 29.834 | loglstar: -inf < -83.708 < inf | logz: -88.853 +/- 0.206 | dlogz: 84.786 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 182 | eff(%): 30.220 | loglstar: -inf < -83.557 < inf | logz: -88.124 +/- 0.200 | dlogz: 83.795 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 183 | eff(%): 30.601 | loglstar: -inf < -83.049 < inf | logz: -87.574 +/- 0.196 | dlogz: 83.056 > 0.109
iter: 57 | bound: 0 | nc: 2 | ncall: 185 | eff(%): 30.811 | loglstar: -inf < -81.761 < inf | logz: -86.781 +/- 0.199 | dlogz: 82.496 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 186 | eff(%): 31.183 | loglstar: -inf < -79.676 < inf | logz: -85.203 +/- 0.216 | dlogz: 81.693 > 0.109
iter: 59 | bound: 0 | nc: 9 | ncall: 195 | eff(%): 30.256 | loglstar: -inf < -79.578 < inf | logz: -84.299 +/- 0.207 | dlogz: 80.105 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 196 | eff(%): 30.612 | loglstar: -inf < -79.255 < inf | logz: -83.747 +/- 0.200 | dlogz: 79.191 > 0.109
iter: 61 | bound: 0 | nc: 4 | ncall: 200 | eff(%): 30.500 | loglstar: -inf < -79.122 < inf | logz: -83.328 +/- 0.194 | dlogz: 78.630 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 201 | eff(%): 30.846 | loglstar: -inf < -78.936 < inf | logz: -82.992 +/- 0.189 | dlogz: 78.200 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 202 | eff(%): 31.188 | loglstar: -inf < -77.738 < inf | logz: -82.482 +/- 0.190 | dlogz: 77.855 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 203 | eff(%): 31.527 | loglstar: -inf < -76.427 < inf | logz: -81.594 +/- 0.200 | dlogz: 77.335 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 31.863 | loglstar: -inf < -75.910 < inf | logz: -80.792 +/- 0.200 | dlogz: 76.436 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 32.195 | loglstar: -inf < -75.261 < inf | logz: -80.101 +/- 0.199 | dlogz: 75.625 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 32.524 | loglstar: -inf < -74.153 < inf | logz: -79.264 +/- 0.202 | dlogz: 74.923 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 32.850 | loglstar: -inf < -73.891 < inf | logz: -78.586 +/- 0.199 | dlogz: 74.077 > 0.109
iter: 69 | bound: 0 | nc: 2 | ncall: 209 | eff(%): 33.014 | loglstar: -inf < -73.784 < inf | logz: -78.128 +/- 0.195 | dlogz: 73.389 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 210 | eff(%): 33.333 | loglstar: -inf < -72.186 < inf | logz: -77.367 +/- 0.201 | dlogz: 72.921 > 0.109
iter: 71 | bound: 0 | nc: 8 | ncall: 218 | eff(%): 32.569 | loglstar: -inf < -69.722 < inf | logz: -75.481 +/- 0.224 | dlogz: 72.150 > 0.109
iter: 72 | bound: 0 | nc: 2 | ncall: 220 | eff(%): 32.727 | loglstar: -inf < -67.756 < inf | logz: -73.492 +/- 0.227 | dlogz: 70.254 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 222 | eff(%): 32.883 | loglstar: -inf < -66.436 < inf | logz: -71.976 +/- 0.221 | dlogz: 68.256 > 0.109
iter: 74 | bound: 0 | nc: 3 | ncall: 225 | eff(%): 32.889 | loglstar: -inf < -64.692 < inf | logz: -70.347 +/- 0.223 | dlogz: 66.729 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 226 | eff(%): 33.186 | loglstar: -inf < -64.530 < inf | logz: -69.441 +/- 0.212 | dlogz: 65.090 > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 229 | eff(%): 33.188 | loglstar: -inf < -62.660 < inf | logz: -68.221 +/- 0.217 | dlogz: 64.174 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 230 | eff(%): 33.478 | loglstar: -inf < -61.989 < inf | logz: -67.196 +/- 0.212 | dlogz: 62.944 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 231 | eff(%): 33.766 | loglstar: -inf < -60.921 < inf | logz: -66.224 +/- 0.211 | dlogz: 61.909 > 0.109
iter: 79 | bound: 0 | nc: 4 | ncall: 235 | eff(%): 33.617 | loglstar: -inf < -60.455 < inf | logz: -65.441 +/- 0.207 | dlogz: 60.928 > 0.109
iter: 80 | bound: 0 | nc: 11 | ncall: 246 | eff(%): 32.520 | loglstar: -inf < -59.206 < inf | logz: -64.533 +/- 0.209 | dlogz: 60.135 > 0.109
iter: 81 | bound: 0 | nc: 2 | ncall: 248 | eff(%): 32.661 | loglstar: -inf < -58.445 < inf | logz: -63.640 +/- 0.208 | dlogz: 59.216 > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 249 | eff(%): 32.932 | loglstar: -inf < -58.335 < inf | logz: -63.028 +/- 0.203 | dlogz: 58.313 > 0.109
iter: 83 | bound: 0 | nc: 3 | ncall: 252 | eff(%): 32.937 | loglstar: -inf < -58.330 < inf | logz: -62.636 +/- 0.198 | dlogz: 57.691 > 0.109
iter: 84 | bound: 0 | nc: 5 | ncall: 257 | eff(%): 32.685 | loglstar: -inf < -53.371 < inf | logz: -59.456 +/- 0.241 | dlogz: 57.290 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 258 | eff(%): 32.946 | loglstar: -inf < -52.499 < inf | logz: -58.022 +/- 0.224 | dlogz: 54.099 > 0.109
iter: 86 | bound: 0 | nc: 20 | ncall: 278 | eff(%): 30.935 | loglstar: -inf < -52.201 < inf | logz: -57.211 +/- 0.214 | dlogz: 52.655 > 0.109
iter: 87 | bound: 0 | nc: 2 | ncall: 280 | eff(%): 31.071 | loglstar: -inf < -50.882 < inf | logz: -56.297 +/- 0.213 | dlogz: 51.835 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 281 | eff(%): 31.317 | loglstar: -inf < -50.823 < inf | logz: -55.622 +/- 0.207 | dlogz: 50.911 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 282 | eff(%): 31.560 | loglstar: -inf < -50.550 < inf | logz: -55.165 +/- 0.202 | dlogz: 50.226 > 0.109
iter: 90 | bound: 0 | nc: 8 | ncall: 290 | eff(%): 31.034 | loglstar: -inf < -50.219 < inf | logz: -54.764 +/- 0.198 | dlogz: 49.759 > 0.109
iter: 91 | bound: 0 | nc: 5 | ncall: 295 | eff(%): 30.847 | loglstar: -inf < -49.746 < inf | logz: -54.361 +/- 0.195 | dlogz: 49.348 > 0.109
iter: 92 | bound: 0 | nc: 5 | ncall: 300 | eff(%): 30.667 | loglstar: -inf < -49.424 < inf | logz: -53.968 +/- 0.193 | dlogz: 48.935 > 0.109
iter: 93 | bound: 0 | nc: 2 | ncall: 302 | eff(%): 30.795 | loglstar: -inf < -49.147 < inf | logz: -53.609 +/- 0.191 | dlogz: 48.533 > 0.109
iter: 94 | bound: 0 | nc: 1 | ncall: 303 | eff(%): 31.023 | loglstar: -inf < -46.977 < inf | logz: -52.631 +/- 0.209 | dlogz: 48.163 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 31.250 | loglstar: -inf < -45.169 < inf | logz: -51.035 +/- 0.224 | dlogz: 47.179 > 0.109
iter: 96 | bound: 0 | nc: 2 | ncall: 306 | eff(%): 31.373 | loglstar: -inf < -44.237 < inf | logz: -49.811 +/- 0.220 | dlogz: 45.573 > 0.109
iter: 97 | bound: 0 | nc: 2 | ncall: 308 | eff(%): 31.494 | loglstar: -inf < -43.815 < inf | logz: -48.992 +/- 0.214 | dlogz: 44.339 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 309 | eff(%): 31.715 | loglstar: -inf < -43.126 < inf | logz: -48.299 +/- 0.210 | dlogz: 43.511 > 0.109
iter: 99 | bound: 0 | nc: 4 | ncall: 313 | eff(%): 31.629 | loglstar: -inf < -43.060 < inf | logz: -47.780 +/- 0.205 | dlogz: 42.807 > 0.109
iter: 100 | bound: 0 | nc: 7 | ncall: 320 | eff(%): 31.250 | loglstar: -inf < -42.930 < inf | logz: -47.413 +/- 0.200 | dlogz: 42.278 > 0.109
iter: 101 | bound: 0 | nc: 6 | ncall: 326 | eff(%): 30.982 | loglstar: -inf < -42.768 < inf | logz: -47.111 +/- 0.196 | dlogz: 41.901 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 327 | eff(%): 31.193 | loglstar: -inf < -42.327 < inf | logz: -46.806 +/- 0.193 | dlogz: 41.589 > 0.109
iter: 103 | bound: 0 | nc: 2 | ncall: 329 | eff(%): 31.307 | loglstar: -inf < -42.173 < inf | logz: -46.511 +/- 0.191 | dlogz: 41.274 > 0.109
iter: 104 | bound: 0 | nc: 6 | ncall: 335 | eff(%): 31.045 | loglstar: -inf < -41.615 < inf | logz: -46.194 +/- 0.190 | dlogz: 40.970 > 0.109
iter: 105 | bound: 0 | nc: 5 | ncall: 340 | eff(%): 30.882 | loglstar: -inf < -41.253 < inf | logz: -45.845 +/- 0.190 | dlogz: 40.642 > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 341 | eff(%): 31.085 | loglstar: -inf < -40.988 < inf | logz: -45.512 +/- 0.189 | dlogz: 40.284 > 0.109
iter: 107 | bound: 0 | nc: 3 | ncall: 344 | eff(%): 31.105 | loglstar: -inf < -40.653 < inf | logz: -45.189 +/- 0.189 | dlogz: 39.940 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 31.304 | loglstar: -inf < -40.609 < inf | logz: -44.907 +/- 0.188 | dlogz: 39.607 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 346 | eff(%): 31.503 | loglstar: -inf < -39.754 < inf | logz: -44.558 +/- 0.189 | dlogz: 39.315 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 347 | eff(%): 31.700 | loglstar: -inf < -38.574 < inf | logz: -43.933 +/- 0.198 | dlogz: 38.957 > 0.109
iter: 111 | bound: 0 | nc: 1 | ncall: 348 | eff(%): 31.897 | loglstar: -inf < -38.097 < inf | logz: -43.281 +/- 0.202 | dlogz: 38.322 > 0.109
iter: 112 | bound: 0 | nc: 4 | ncall: 352 | eff(%): 31.818 | loglstar: -inf < -38.007 < inf | logz: -42.803 +/- 0.201 | dlogz: 37.660 > 0.109
iter: 113 | bound: 0 | nc: 9 | ncall: 361 | eff(%): 31.302 | loglstar: -inf < -37.938 < inf | logz: -42.461 +/- 0.198 | dlogz: 37.172 > 0.109
iter: 114 | bound: 0 | nc: 4 | ncall: 365 | eff(%): 31.233 | loglstar: -inf < -36.500 < inf | logz: -41.889 +/- 0.203 | dlogz: 36.820 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 366 | eff(%): 31.421 | loglstar: -inf < -35.938 < inf | logz: -41.216 +/- 0.206 | dlogz: 36.238 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 367 | eff(%): 31.608 | loglstar: -inf < -35.808 < inf | logz: -40.709 +/- 0.204 | dlogz: 35.555 > 0.109
iter: 117 | bound: 0 | nc: 10 | ncall: 377 | eff(%): 31.034 | loglstar: -inf < -35.726 < inf | logz: -40.346 +/- 0.201 | dlogz: 35.038 > 0.109
iter: 118 | bound: 0 | nc: 3 | ncall: 380 | eff(%): 31.053 | loglstar: -inf < -35.142 < inf | logz: -39.983 +/- 0.199 | dlogz: 34.665 > 0.109
iter: 119 | bound: 0 | nc: 8 | ncall: 388 | eff(%): 30.670 | loglstar: -inf < -34.803 < inf | logz: -39.601 +/- 0.198 | dlogz: 34.292 > 0.109
iter: 120 | bound: 0 | nc: 5 | ncall: 393 | eff(%): 30.534 | loglstar: -inf < -34.075 < inf | logz: -39.153 +/- 0.199 | dlogz: 33.900 > 0.109
iter: 121 | bound: 0 | nc: 8 | ncall: 401 | eff(%): 30.175 | loglstar: -inf < -33.515 < inf | logz: -38.645 +/- 0.201 | dlogz: 33.443 > 0.109
iter: 122 | bound: 0 | nc: 6 | ncall: 407 | eff(%): 29.975 | loglstar: -inf < -32.577 < inf | logz: -38.007 +/- 0.205 | dlogz: 32.925 > 0.109
iter: 123 | bound: 0 | nc: 5 | ncall: 412 | eff(%): 29.854 | loglstar: -inf < -32.529 < inf | logz: -37.484 +/- 0.205 | dlogz: 32.277 > 0.109
iter: 124 | bound: 0 | nc: 1 | ncall: 413 | eff(%): 30.024 | loglstar: -inf < -32.231 < inf | logz: -37.089 +/- 0.202 | dlogz: 31.743 > 0.109
iter: 125 | bound: 0 | nc: 2 | ncall: 415 | eff(%): 30.120 | loglstar: -inf < -32.105 < inf | logz: -36.755 +/- 0.200 | dlogz: 31.338 > 0.109
iter: 126 | bound: 0 | nc: 2 | ncall: 417 | eff(%): 30.216 | loglstar: -inf < -32.041 < inf | logz: -36.486 +/- 0.197 | dlogz: 30.995 > 0.109
iter: 127 | bound: 0 | nc: 5 | ncall: 422 | eff(%): 30.095 | loglstar: -inf < -31.722 < inf | logz: -36.235 +/- 0.195 | dlogz: 30.716 > 0.109
iter: 128 | bound: 0 | nc: 5 | ncall: 427 | eff(%): 29.977 | loglstar: -inf < -31.060 < inf | logz: -35.916 +/- 0.195 | dlogz: 30.454 > 0.109
iter: 129 | bound: 0 | nc: 4 | ncall: 431 | eff(%): 29.930 | loglstar: -inf < -30.997 < inf | logz: -35.603 +/- 0.194 | dlogz: 30.126 > 0.109
iter: 130 | bound: 0 | nc: 5 | ncall: 436 | eff(%): 29.817 | loglstar: -inf < -30.929 < inf | logz: -35.353 +/- 0.192 | dlogz: 29.803 > 0.109
iter: 131 | bound: 0 | nc: 4 | ncall: 440 | eff(%): 29.773 | loglstar: -inf < -30.436 < inf | logz: -35.092 +/- 0.192 | dlogz: 29.543 > 0.109
iter: 132 | bound: 0 | nc: 4 | ncall: 444 | eff(%): 29.730 | loglstar: -inf < -30.246 < inf | logz: -34.820 +/- 0.191 | dlogz: 29.271 > 0.109
iter: 133 | bound: 0 | nc: 11 | ncall: 455 | eff(%): 29.231 | loglstar: -inf < -30.169 < inf | logz: -34.582 +/- 0.190 | dlogz: 28.990 > 0.109
iter: 134 | bound: 0 | nc: 9 | ncall: 464 | eff(%): 28.879 | loglstar: -inf < -29.404 < inf | logz: -34.287 +/- 0.191 | dlogz: 28.742 > 0.109
iter: 135 | bound: 0 | nc: 4 | ncall: 468 | eff(%): 28.846 | loglstar: -inf < -28.600 < inf | logz: -33.844 +/- 0.196 | dlogz: 28.437 > 0.109
iter: 136 | bound: 0 | nc: 8 | ncall: 476 | eff(%): 28.571 | loglstar: -inf < -28.467 < inf | logz: -33.423 +/- 0.198 | dlogz: 27.984 > 0.109
iter: 137 | bound: 0 | nc: 5 | ncall: 481 | eff(%): 28.482 | loglstar: -inf < -28.183 < inf | logz: -33.070 +/- 0.198 | dlogz: 27.553 > 0.109
iter: 138 | bound: 0 | nc: 6 | ncall: 487 | eff(%): 28.337 | loglstar: -inf < -27.982 < inf | logz: -32.753 +/- 0.197 | dlogz: 27.190 > 0.109
iter: 139 | bound: 0 | nc: 6 | ncall: 493 | eff(%): 28.195 | loglstar: -inf < -27.895 < inf | logz: -32.483 +/- 0.196 | dlogz: 26.863 > 0.109
iter: 140 | bound: 0 | nc: 15 | ncall: 508 | eff(%): 27.559 | loglstar: -inf < -27.728 < inf | logz: -32.247 +/- 0.194 | dlogz: 26.583 > 0.109
iter: 141 | bound: 0 | nc: 5 | ncall: 513 | eff(%): 27.485 | loglstar: -inf < -27.553 < inf | logz: -32.026 +/- 0.193 | dlogz: 26.337 > 0.109
iter: 142 | bound: 0 | nc: 1 | ncall: 514 | eff(%): 27.626 | loglstar: -inf < -27.300 < inf | logz: -31.808 +/- 0.192 | dlogz: 26.107 > 0.109
iter: 143 | bound: 0 | nc: 7 | ncall: 521 | eff(%): 27.447 | loglstar: -inf < -27.199 < inf | logz: -31.601 +/- 0.190 | dlogz: 25.878 > 0.109
iter: 144 | bound: 0 | nc: 4 | ncall: 525 | eff(%): 27.429 | loglstar: -inf < -27.141 < inf | logz: -31.418 +/- 0.189 | dlogz: 25.661 > 0.109
iter: 145 | bound: 0 | nc: 4 | ncall: 529 | eff(%): 27.410 | loglstar: -inf < -27.068 < inf | logz: -31.255 +/- 0.188 | dlogz: 25.468 > 0.109
iter: 146 | bound: 0 | nc: 8 | ncall: 537 | eff(%): 27.188 | loglstar: -inf < -26.685 < inf | logz: -31.081 +/- 0.187 | dlogz: 25.296 > 0.109
iter: 147 | bound: 0 | nc: 4 | ncall: 541 | eff(%): 27.172 | loglstar: -inf < -26.307 < inf | logz: -30.873 +/- 0.187 | dlogz: 25.112 > 0.109
iter: 148 | bound: 0 | nc: 1 | ncall: 542 | eff(%): 27.306 | loglstar: -inf < -26.148 < inf | logz: -30.659 +/- 0.187 | dlogz: 24.894 > 0.109
iter: 149 | bound: 0 | nc: 3 | ncall: 545 | eff(%): 27.339 | loglstar: -inf < -25.928 < inf | logz: -30.450 +/- 0.187 | dlogz: 24.669 > 0.109
iter: 150 | bound: 0 | nc: 16 | ncall: 561 | eff(%): 26.738 | loglstar: -inf < -25.834 < inf | logz: -30.254 +/- 0.187 | dlogz: 24.451 > 0.109
iter: 151 | bound: 0 | nc: 2 | ncall: 563 | eff(%): 26.821 | loglstar: -inf < -25.556 < inf | logz: -30.059 +/- 0.187 | dlogz: 24.244 > 0.109
iter: 152 | bound: 0 | nc: 4 | ncall: 567 | eff(%): 26.808 | loglstar: -inf < -25.100 < inf | logz: -29.831 +/- 0.188 | dlogz: 24.040 > 0.109
iter: 153 | bound: 0 | nc: 10 | ncall: 577 | eff(%): 26.516 | loglstar: -inf < -25.088 < inf | logz: -29.609 +/- 0.188 | dlogz: 23.802 > 0.109
iter: 154 | bound: 0 | nc: 1 | ncall: 578 | eff(%): 26.644 | loglstar: -inf < -24.946 < inf | logz: -29.415 +/- 0.188 | dlogz: 23.570 > 0.109
iter: 155 | bound: 0 | nc: 8 | ncall: 586 | eff(%): 26.451 | loglstar: -inf < -24.766 < inf | logz: -29.228 +/- 0.187 | dlogz: 23.366 > 0.109
iter: 156 | bound: 0 | nc: 12 | ncall: 598 | eff(%): 26.087 | loglstar: -inf < -24.632 < inf | logz: -29.049 +/- 0.187 | dlogz: 23.170 > 0.109
iter: 157 | bound: 0 | nc: 8 | ncall: 606 | eff(%): 25.908 | loglstar: -inf < -24.583 < inf | logz: -28.885 +/- 0.186 | dlogz: 22.980 > 0.109
iter: 158 | bound: 0 | nc: 1 | ncall: 607 | eff(%): 26.030 | loglstar: -inf < -24.550 < inf | logz: -28.740 +/- 0.186 | dlogz: 22.813 > 0.109
iter: 159 | bound: 0 | nc: 5 | ncall: 612 | eff(%): 25.980 | loglstar: -inf < -24.415 < inf | logz: -28.604 +/- 0.185 | dlogz: 22.658 > 0.109
iter: 160 | bound: 0 | nc: 2 | ncall: 614 | eff(%): 26.059 | loglstar: -inf < -24.221 < inf | logz: -28.466 +/- 0.184 | dlogz: 22.512 > 0.109
iter: 161 | bound: 0 | nc: 2 | ncall: 616 | eff(%): 26.136 | loglstar: -inf < -24.026 < inf | logz: -28.321 +/- 0.183 | dlogz: 22.364 > 0.109
iter: 162 | bound: 0 | nc: 1 | ncall: 617 | eff(%): 26.256 | loglstar: -inf < -23.947 < inf | logz: -28.179 +/- 0.183 | dlogz: 22.209 > 0.109
iter: 163 | bound: 0 | nc: 5 | ncall: 622 | eff(%): 26.206 | loglstar: -inf < -23.890 < inf | logz: -28.048 +/- 0.182 | dlogz: 22.057 > 0.109
iter: 164 | bound: 0 | nc: 18 | ncall: 640 | eff(%): 25.625 | loglstar: -inf < -23.850 < inf | logz: -27.928 +/- 0.182 | dlogz: 21.916 > 0.109
iter: 165 | bound: 0 | nc: 10 | ncall: 650 | eff(%): 25.385 | loglstar: -inf < -23.822 < inf | logz: -27.818 +/- 0.181 | dlogz: 21.786 > 0.109
iter: 166 | bound: 0 | nc: 11 | ncall: 661 | eff(%): 25.113 | loglstar: -inf < -23.469 < inf | logz: -27.699 +/- 0.180 | dlogz: 21.667 > 0.109
iter: 167 | bound: 0 | nc: 10 | ncall: 671 | eff(%): 24.888 | loglstar: -inf < -23.361 < inf | logz: -27.570 +/- 0.180 | dlogz: 21.538 > 0.109
iter: 168 | bound: 0 | nc: 1 | ncall: 672 | eff(%): 25.000 | loglstar: -inf < -23.272 < inf | logz: -27.446 +/- 0.180 | dlogz: 21.398 > 0.109
iter: 169 | bound: 0 | nc: 7 | ncall: 679 | eff(%): 24.890 | loglstar: -inf < -23.193 < inf | logz: -27.327 +/- 0.180 | dlogz: 21.264 > 0.109
iter: 170 | bound: 0 | nc: 2 | ncall: 681 | eff(%): 24.963 | loglstar: -inf < -22.473 < inf | logz: -27.165 +/- 0.181 | dlogz: 21.136 > 0.109
iter: 171 | bound: 0 | nc: 5 | ncall: 686 | eff(%): 24.927 | loglstar: -inf < -22.173 < inf | logz: -26.955 +/- 0.183 | dlogz: 20.964 > 0.109
iter: 172 | bound: 0 | nc: 1 | ncall: 687 | eff(%): 25.036 | loglstar: -inf < -21.973 < inf | logz: -26.741 +/- 0.185 | dlogz: 20.744 > 0.109
iter: 173 | bound: 0 | nc: 7 | ncall: 694 | eff(%): 24.928 | loglstar: -inf < -21.457 < inf | logz: -26.493 +/- 0.188 | dlogz: 20.519 > 0.109
iter: 174 | bound: 0 | nc: 11 | ncall: 705 | eff(%): 24.681 | loglstar: -inf < -21.366 < inf | logz: -26.242 +/- 0.191 | dlogz: 20.261 > 0.109
iter: 175 | bound: 0 | nc: 7 | ncall: 712 | eff(%): 24.579 | loglstar: -inf < -21.219 < inf | logz: -26.020 +/- 0.192 | dlogz: 20.000 > 0.109
iter: 176 | bound: 0 | nc: 1 | ncall: 713 | eff(%): 24.684 | loglstar: -inf < -21.065 < inf | logz: -25.814 +/- 0.192 | dlogz: 19.769 > 0.109
iter: 177 | bound: 0 | nc: 2 | ncall: 715 | eff(%): 24.755 | loglstar: -inf < -21.019 < inf | logz: -25.629 +/- 0.192 | dlogz: 19.553 > 0.109
iter: 178 | bound: 0 | nc: 4 | ncall: 719 | eff(%): 24.757 | loglstar: -inf < -20.971 < inf | logz: -25.468 +/- 0.191 | dlogz: 19.358 > 0.109
iter: 179 | bound: 0 | nc: 5 | ncall: 724 | eff(%): 24.724 | loglstar: -inf < -20.668 < inf | logz: -25.304 +/- 0.191 | dlogz: 19.187 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 726 | eff(%): 24.793 | loglstar: -inf < -20.331 < inf | logz: -25.116 +/- 0.191 | dlogz: 19.013 > 0.109
iter: 181 | bound: 0 | nc: 4 | ncall: 730 | eff(%): 24.795 | loglstar: -inf < -19.995 < inf | logz: -24.903 +/- 0.192 | dlogz: 18.815 > 0.109
iter: 182 | bound: 0 | nc: 19 | ncall: 749 | eff(%): 24.299 | loglstar: -inf < -19.969 < inf | logz: -24.701 +/- 0.193 | dlogz: 18.593 > 0.109
iter: 183 | bound: 0 | nc: 9 | ncall: 758 | eff(%): 24.142 | loglstar: -inf < -19.951 < inf | logz: -24.531 +/- 0.192 | dlogz: 18.380 > 0.109
iter: 184 | bound: 0 | nc: 4 | ncall: 762 | eff(%): 24.147 | loglstar: -inf < -19.188 < inf | logz: -24.311 +/- 0.194 | dlogz: 18.200 > 0.109
iter: 185 | bound: 0 | nc: 5 | ncall: 767 | eff(%): 24.120 | loglstar: -inf < -19.097 < inf | logz: -24.065 +/- 0.195 | dlogz: 17.970 > 0.109
iter: 186 | bound: 0 | nc: 1 | ncall: 768 | eff(%): 24.219 | loglstar: -inf < -18.758 < inf | logz: -23.825 +/- 0.196 | dlogz: 17.714 > 0.109
iter: 187 | bound: 0 | nc: 5 | ncall: 773 | eff(%): 24.191 | loglstar: -inf < -18.689 < inf | logz: -23.597 +/- 0.197 | dlogz: 17.464 > 0.109
iter: 188 | bound: 0 | nc: 1 | ncall: 774 | eff(%): 24.289 | loglstar: -inf < -18.539 < inf | logz: -23.394 +/- 0.197 | dlogz: 17.227 > 0.109
iter: 189 | bound: 0 | nc: 23 | ncall: 797 | eff(%): 23.714 | loglstar: -inf < -18.403 < inf | logz: -23.203 +/- 0.197 | dlogz: 17.014 > 0.109
iter: 190 | bound: 0 | nc: 1 | ncall: 798 | eff(%): 23.810 | loglstar: -inf < -18.366 < inf | logz: -23.032 +/- 0.196 | dlogz: 16.813 > 0.109
iter: 191 | bound: 0 | nc: 7 | ncall: 805 | eff(%): 23.727 | loglstar: -inf < -18.245 < inf | logz: -22.876 +/- 0.195 | dlogz: 16.632 > 0.109
iter: 192 | bound: 0 | nc: 1 | ncall: 806 | eff(%): 23.821 | loglstar: -inf < -18.202 < inf | logz: -22.731 +/- 0.194 | dlogz: 16.465 > 0.109
iter: 193 | bound: 0 | nc: 27 | ncall: 833 | eff(%): 23.169 | loglstar: -inf < -18.057 < inf | logz: -22.595 +/- 0.194 | dlogz: 16.311 > 0.109
iter: 194 | bound: 0 | nc: 4 | ncall: 837 | eff(%): 23.178 | loglstar: -inf < -17.954 < inf | logz: -22.461 +/- 0.193 | dlogz: 16.165 > 0.109
iter: 195 | bound: 0 | nc: 1 | ncall: 838 | eff(%): 23.270 | loglstar: -inf < -17.819 < inf | logz: -22.330 +/- 0.192 | dlogz: 16.021 > 0.109
iter: 196 | bound: 0 | nc: 20 | ncall: 858 | eff(%): 22.844 | loglstar: -inf < -17.375 < inf | logz: -22.177 +/- 0.192 | dlogz: 15.885 > 0.109
iter: 197 | bound: 0 | nc: 26 | ncall: 884 | eff(%): 22.285 | loglstar: -inf < -17.251 < inf | logz: -22.009 +/- 0.192 | dlogz: 15.721 > 0.109
iter: 198 | bound: 0 | nc: 21 | ncall: 905 | eff(%): 21.878 | loglstar: -inf < -16.999 < inf | logz: -21.839 +/- 0.193 | dlogz: 15.544 > 0.109
iter: 199 | bound: 0 | nc: 4 | ncall: 909 | eff(%): 21.892 | loglstar: -inf < -16.876 < inf | logz: -21.668 +/- 0.193 | dlogz: 15.363 > 0.109
iter: 200 | bound: 0 | nc: 2 | ncall: 911 | eff(%): 21.954 | loglstar: -inf < -16.565 < inf | logz: -21.490 +/- 0.194 | dlogz: 15.183 > 0.109
iter: 201 | bound: 0 | nc: 4 | ncall: 915 | eff(%): 21.967 | loglstar: -inf < -16.505 < inf | logz: -21.315 +/- 0.194 | dlogz: 14.995 > 0.109
iter: 202 | bound: 0 | nc: 1 | ncall: 916 | eff(%): 22.052 | loglstar: -inf < -16.433 < inf | logz: -21.157 +/- 0.194 | dlogz: 14.809 > 0.109
iter: 203 | bound: 0 | nc: 3 | ncall: 919 | eff(%): 22.089 | loglstar: -inf < -16.338 < inf | logz: -21.011 +/- 0.194 | dlogz: 14.642 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 920 | eff(%): 22.174 | loglstar: -inf < -16.323 < inf | logz: -20.879 +/- 0.193 | dlogz: 14.486 > 0.109
iter: 205 | bound: 0 | nc: 1 | ncall: 921 | eff(%): 22.258 | loglstar: -inf < -16.146 < inf | logz: -20.752 +/- 0.193 | dlogz: 14.344 > 0.109
iter: 206 | bound: 0 | nc: 6 | ncall: 927 | eff(%): 22.222 | loglstar: -inf < -15.613 < inf | logz: -20.591 +/- 0.193 | dlogz: 14.206 > 0.109
iter: 207 | bound: 0 | nc: 4 | ncall: 931 | eff(%): 22.234 | loglstar: -inf < -15.507 < inf | logz: -20.412 +/- 0.194 | dlogz: 14.036 > 0.109
iter: 208 | bound: 0 | nc: 8 | ncall: 939 | eff(%): 22.151 | loglstar: -inf < -15.131 < inf | logz: -20.222 +/- 0.195 | dlogz: 13.847 > 0.109
iter: 209 | bound: 0 | nc: 2 | ncall: 941 | eff(%): 22.210 | loglstar: -inf < -14.830 < inf | logz: -20.008 +/- 0.197 | dlogz: 13.647 > 0.109
iter: 210 | bound: 0 | nc: 5 | ncall: 946 | eff(%): 22.199 | loglstar: -inf < -14.373 < inf | logz: -19.759 +/- 0.199 | dlogz: 13.423 > 0.109
iter: 211 | bound: 0 | nc: 1 | ncall: 947 | eff(%): 22.281 | loglstar: -inf < -14.247 < inf | logz: -19.508 +/- 0.201 | dlogz: 13.164 > 0.109
iter: 212 | bound: 0 | nc: 1 | ncall: 948 | eff(%): 22.363 | loglstar: -inf < -14.239 < inf | logz: -19.297 +/- 0.201 | dlogz: 12.903 > 0.109
iter: 213 | bound: 0 | nc: 1 | ncall: 949 | eff(%): 22.445 | loglstar: -inf < -14.146 < inf | logz: -19.116 +/- 0.201 | dlogz: 12.682 > 0.109
iter: 214 | bound: 0 | nc: 4 | ncall: 953 | eff(%): 22.455 | loglstar: -inf < -14.130 < inf | logz: -18.957 +/- 0.201 | dlogz: 12.491 > 0.109
iter: 215 | bound: 0 | nc: 2 | ncall: 955 | eff(%): 22.513 | loglstar: -inf < -14.115 < inf | logz: -18.819 +/- 0.200 | dlogz: 12.322 > 0.109
iter: 216 | bound: 0 | nc: 30 | ncall: 985 | eff(%): 21.929 | loglstar: -inf < -14.099 < inf | logz: -18.697 +/- 0.199 | dlogz: 12.174 > 0.109
iter: 217 | bound: 0 | nc: 5 | ncall: 990 | eff(%): 21.919 | loglstar: -inf < -14.005 < inf | logz: -18.583 +/- 0.198 | dlogz: 12.042 > 0.109
iter: 218 | bound: 0 | nc: 4 | ncall: 994 | eff(%): 21.932 | loglstar: -inf < -13.937 < inf | logz: -18.474 +/- 0.197 | dlogz: 11.919 > 0.109
iter: 219 | bound: 0 | nc: 3 | ncall: 997 | eff(%): 21.966 | loglstar: -inf < -13.009 < inf | logz: -18.303 +/- 0.198 | dlogz: 11.800 > 0.109
iter: 220 | bound: 0 | nc: 8 | ncall: 1005 | eff(%): 21.891 | loglstar: -inf < -12.801 < inf | logz: -18.081 +/- 0.199 | dlogz: 11.619 > 0.109
iter: 221 | bound: 0 | nc: 2 | ncall: 1007 | eff(%): 21.946 | loglstar: -inf < -12.659 < inf | logz: -17.870 +/- 0.201 | dlogz: 11.386 > 0.109
iter: 222 | bound: 0 | nc: 2 | ncall: 1009 | eff(%): 22.002 | loglstar: -inf < -12.645 < inf | logz: -17.686 +/- 0.201 | dlogz: 11.166 > 0.109
iter: 223 | bound: 0 | nc: 11 | ncall: 1020 | eff(%): 21.863 | loglstar: -inf < -12.587 < inf | logz: -17.526 +/- 0.201 | dlogz: 10.971 > 0.109
iter: 224 | bound: 0 | nc: 7 | ncall: 1027 | eff(%): 21.811 | loglstar: -inf < -12.580 < inf | logz: -17.386 +/- 0.200 | dlogz: 10.802 > 0.109
iter: 225 | bound: 0 | nc: 4 | ncall: 1031 | eff(%): 21.823 | loglstar: -inf < -12.530 < inf | logz: -17.260 +/- 0.199 | dlogz: 10.651 > 0.109
iter: 226 | bound: 0 | nc: 28 | ncall: 1059 | eff(%): 21.341 | loglstar: -inf < -12.471 < inf | logz: -17.144 +/- 0.199 | dlogz: 10.516 > 0.109
iter: 227 | bound: 0 | nc: 8 | ncall: 1067 | eff(%): 21.275 | loglstar: -inf < -12.161 < inf | logz: -17.020 +/- 0.198 | dlogz: 10.390 > 0.109
iter: 228 | bound: 0 | nc: 2 | ncall: 1069 | eff(%): 21.328 | loglstar: -inf < -12.084 < inf | logz: -16.890 +/- 0.198 | dlogz: 10.256 > 0.109
iter: 229 | bound: 0 | nc: 18 | ncall: 1087 | eff(%): 21.067 | loglstar: -inf < -12.073 < inf | logz: -16.771 +/- 0.197 | dlogz: 10.116 > 0.109
iter: 230 | bound: 0 | nc: 1 | ncall: 1088 | eff(%): 21.140 | loglstar: -inf < -12.065 < inf | logz: -16.665 +/- 0.197 | dlogz: 9.987 > 0.109
iter: 231 | bound: 0 | nc: 1 | ncall: 1089 | eff(%): 21.212 | loglstar: -inf < -11.981 < inf | logz: -16.566 +/- 0.196 | dlogz: 9.871 > 0.109
iter: 232 | bound: 0 | nc: 3 | ncall: 1092 | eff(%): 21.245 | loglstar: -inf < -11.951 < inf | logz: -16.472 +/- 0.195 | dlogz: 9.762 > 0.109
iter: 233 | bound: 0 | nc: 12 | ncall: 1104 | eff(%): 21.105 | loglstar: -inf < -11.938 < inf | logz: -16.385 +/- 0.194 | dlogz: 9.658 > 0.109
iter: 234 | bound: 0 | nc: 9 | ncall: 1113 | eff(%): 21.024 | loglstar: -inf < -11.796 < inf | logz: -16.299 +/- 0.194 | dlogz: 9.561 > 0.109
iter: 235 | bound: 0 | nc: 5 | ncall: 1118 | eff(%): 21.020 | loglstar: -inf < -11.785 < inf | logz: -16.215 +/- 0.193 | dlogz: 9.465 > 0.109
iter: 236 | bound: 0 | nc: 26 | ncall: 1144 | eff(%): 20.629 | loglstar: -inf < -11.590 < inf | logz: -16.130 +/- 0.193 | dlogz: 9.371 > 0.109
iter: 237 | bound: 0 | nc: 17 | ncall: 1161 | eff(%): 20.413 | loglstar: -inf < -11.549 < inf | logz: -16.043 +/- 0.192 | dlogz: 9.276 > 0.109
iter: 238 | bound: 0 | nc: 36 | ncall: 1197 | eff(%): 19.883 | loglstar: -inf < -11.455 < inf | logz: -15.959 +/- 0.192 | dlogz: 9.180 > 0.109
iter: 239 | bound: 0 | nc: 6 | ncall: 1203 | eff(%): 19.867 | loglstar: -inf < -11.321 < inf | logz: -15.873 +/- 0.191 | dlogz: 9.085 > 0.109
iter: 240 | bound: 0 | nc: 2 | ncall: 1205 | eff(%): 19.917 | loglstar: -inf < -11.311 < inf | logz: -15.789 +/- 0.191 | dlogz: 8.989 > 0.109
iter: 241 | bound: 0 | nc: 5 | ncall: 1210 | eff(%): 19.917 | loglstar: -inf < -11.260 < inf | logz: -15.710 +/- 0.191 | dlogz: 8.896 > 0.109
iter: 242 | bound: 0 | nc: 15 | ncall: 1225 | eff(%): 19.755 | loglstar: -inf < -11.213 < inf | logz: -15.634 +/- 0.190 | dlogz: 8.807 > 0.109
iter: 243 | bound: 0 | nc: 10 | ncall: 1235 | eff(%): 19.676 | loglstar: -inf < -11.040 < inf | logz: -15.556 +/- 0.190 | dlogz: 8.721 > 0.109
iter: 244 | bound: 0 | nc: 3 | ncall: 1238 | eff(%): 19.709 | loglstar: -inf < -11.040 < inf | logz: -15.479 +/- 0.190 | dlogz: 8.633 > 0.109
iter: 245 | bound: 0 | nc: 5 | ncall: 1243 | eff(%): 19.710 | loglstar: -inf < -11.022 < inf | logz: -15.407 +/- 0.189 | dlogz: 8.545 > 0.109
iter: 246 | bound: 0 | nc: 15 | ncall: 1258 | eff(%): 19.555 | loglstar: -inf < -10.692 < inf | logz: -15.327 +/- 0.189 | dlogz: 8.464 > 0.109
iter: 247 | bound: 0 | nc: 6 | ncall: 1264 | eff(%): 19.541 | loglstar: -inf < -10.638 < inf | logz: -15.240 +/- 0.189 | dlogz: 8.374 > 0.109
iter: 248 | bound: 0 | nc: 6 | ncall: 1270 | eff(%): 19.528 | loglstar: -inf < -10.559 < inf | logz: -15.156 +/- 0.189 | dlogz: 8.277 > 0.109
iter: 249 | bound: 0 | nc: 10 | ncall: 1280 | eff(%): 19.453 | loglstar: -inf < -10.392 < inf | logz: -15.069 +/- 0.189 | dlogz: 8.183 > 0.109
iter: 250 | bound: 0 | nc: 21 | ncall: 1301 | eff(%): 19.216 | loglstar: -inf < -10.233 < inf | logz: -14.976 +/- 0.190 | dlogz: 8.086 > 0.109
iter: 251 | bound: 0 | nc: 21 | ncall: 1322 | eff(%): 18.986 | loglstar: -inf < -10.230 < inf | logz: -14.886 +/- 0.190 | dlogz: 7.984 > 0.109
iter: 252 | bound: 0 | nc: 12 | ncall: 1334 | eff(%): 18.891 | loglstar: -inf < -10.062 < inf | logz: -14.796 +/- 0.190 | dlogz: 7.883 > 0.109
iter: 253 | bound: 0 | nc: 4 | ncall: 1338 | eff(%): 18.909 | loglstar: -inf < -10.051 < inf | logz: -14.708 +/- 0.190 | dlogz: 7.784 > 0.109
iter: 254 | bound: 0 | nc: 19 | ncall: 1357 | eff(%): 18.718 | loglstar: -inf < -9.966 < inf | logz: -14.624 +/- 0.190 | dlogz: 7.686 > 0.109
iter: 255 | bound: 0 | nc: 4 | ncall: 1361 | eff(%): 18.736 | loglstar: -inf < -9.892 < inf | logz: -14.541 +/- 0.190 | dlogz: 7.592 > 0.109
iter: 256 | bound: 0 | nc: 4 | ncall: 1365 | eff(%): 18.755 | loglstar: -inf < -9.799 < inf | logz: -14.459 +/- 0.190 | dlogz: 7.499 > 0.109
iter: 257 | bound: 0 | nc: 3 | ncall: 1368 | eff(%): 18.787 | loglstar: -inf < -9.775 < inf | logz: -14.379 +/- 0.190 | dlogz: 7.406 > 0.109
iter: 258 | bound: 0 | nc: 16 | ncall: 1384 | eff(%): 18.642 | loglstar: -inf < -9.706 < inf | logz: -14.303 +/- 0.190 | dlogz: 7.317 > 0.109
iter: 259 | bound: 0 | nc: 9 | ncall: 1393 | eff(%): 18.593 | loglstar: -inf < -9.705 < inf | logz: -14.230 +/- 0.190 | dlogz: 7.231 > 0.109
iter: 260 | bound: 0 | nc: 3 | ncall: 1396 | eff(%): 18.625 | loglstar: -inf < -9.691 < inf | logz: -14.162 +/- 0.190 | dlogz: 7.148 > 0.109
iter: 261 | bound: 0 | nc: 2 | ncall: 1398 | eff(%): 18.670 | loglstar: -inf < -9.529 < inf | logz: -14.094 +/- 0.190 | dlogz: 7.071 > 0.109
iter: 262 | bound: 0 | nc: 25 | ncall: 1423 | eff(%): 18.412 | loglstar: -inf < -9.462 < inf | logz: -14.023 +/- 0.190 | dlogz: 6.992 > 0.109
iter: 263 | bound: 0 | nc: 4 | ncall: 1427 | eff(%): 18.430 | loglstar: -inf < -9.379 < inf | logz: -13.953 +/- 0.189 | dlogz: 6.912 > 0.109
iter: 264 | bound: 0 | nc: 8 | ncall: 1435 | eff(%): 18.397 | loglstar: -inf < -9.369 < inf | logz: -13.885 +/- 0.189 | dlogz: 6.831 > 0.109
iter: 265 | bound: 0 | nc: 35 | ncall: 1470 | eff(%): 18.027 | loglstar: -inf < -9.286 < inf | logz: -13.819 +/- 0.189 | dlogz: 6.754 > 0.109
iter: 266 | bound: 0 | nc: 1 | ncall: 1471 | eff(%): 18.083 | loglstar: -inf < -9.173 < inf | logz: -13.751 +/- 0.189 | dlogz: 6.678 > 0.109
iter: 267 | bound: 0 | nc: 19 | ncall: 1490 | eff(%): 17.919 | loglstar: -inf < -8.996 < inf | logz: -13.679 +/- 0.189 | dlogz: 6.600 > 0.109
iter: 268 | bound: 0 | nc: 38 | ncall: 1528 | eff(%): 17.539 | loglstar: -inf < -8.927 < inf | logz: -13.604 +/- 0.189 | dlogz: 6.518 > 0.109
iter: 269 | bound: 0 | nc: 6 | ncall: 1534 | eff(%): 17.536 | loglstar: -inf < -8.808 < inf | logz: -13.528 +/- 0.190 | dlogz: 6.433 > 0.109
iter: 270 | bound: 0 | nc: 3 | ncall: 1537 | eff(%): 17.567 | loglstar: -inf < -8.799 < inf | logz: -13.454 +/- 0.190 | dlogz: 6.348 > 0.109
iter: 271 | bound: 0 | nc: 3 | ncall: 1540 | eff(%): 17.597 | loglstar: -inf < -8.779 < inf | logz: -13.385 +/- 0.190 | dlogz: 6.264 > 0.109
iter: 272 | bound: 0 | nc: 38 | ncall: 1578 | eff(%): 17.237 | loglstar: -inf < -8.680 < inf | logz: -13.317 +/- 0.190 | dlogz: 6.185 > 0.109
iter: 273 | bound: 0 | nc: 1 | ncall: 1579 | eff(%): 17.289 | loglstar: -inf < -8.672 < inf | logz: -13.251 +/- 0.190 | dlogz: 6.107 > 0.109
iter: 274 | bound: 0 | nc: 3 | ncall: 1582 | eff(%): 17.320 | loglstar: -inf < -8.655 < inf | logz: -13.189 +/- 0.190 | dlogz: 6.031 > 0.109
iter: 275 | bound: 0 | nc: 77 | ncall: 1659 | eff(%): 16.576 | loglstar: -inf < -8.641 < inf | logz: -13.130 +/- 0.189 | dlogz: 5.959 > 0.109
iter: 276 | bound: 0 | nc: 11 | ncall: 1670 | eff(%): 16.527 | loglstar: -inf < -8.634 < inf | logz: -13.074 +/- 0.189 | dlogz: 5.891 > 0.109
iter: 277 | bound: 0 | nc: 2 | ncall: 1672 | eff(%): 16.567 | loglstar: -inf < -8.540 < inf | logz: -13.019 +/- 0.189 | dlogz: 5.825 > 0.109
iter: 278 | bound: 0 | nc: 49 | ncall: 1721 | eff(%): 16.153 | loglstar: -inf < -8.518 < inf | logz: -12.964 +/- 0.189 | dlogz: 5.760 > 0.109
iter: 279 | bound: 0 | nc: 1 | ncall: 1722 | eff(%): 16.202 | loglstar: -inf < -8.463 < inf | logz: -12.911 +/- 0.189 | dlogz: 5.696 > 0.109
iter: 280 | bound: 0 | nc: 33 | ncall: 1755 | eff(%): 15.954 | loglstar: -inf < -8.391 < inf | logz: -12.858 +/- 0.189 | dlogz: 5.633 > 0.109
iter: 281 | bound: 0 | nc: 18 | ncall: 1773 | eff(%): 15.849 | loglstar: -inf < -8.322 < inf | logz: -12.804 +/- 0.188 | dlogz: 5.570 > 0.109
iter: 282 | bound: 0 | nc: 10 | ncall: 1783 | eff(%): 15.816 | loglstar: -inf < -8.257 < inf | logz: -12.751 +/- 0.188 | dlogz: 5.507 > 0.109
iter: 283 | bound: 0 | nc: 38 | ncall: 1821 | eff(%): 15.541 | loglstar: -inf < -8.136 < inf | logz: -12.695 +/- 0.188 | dlogz: 5.443 > 0.109
iter: 284 | bound: 0 | nc: 2 | ncall: 1823 | eff(%): 15.579 | loglstar: -inf < -8.007 < inf | logz: -12.636 +/- 0.188 | dlogz: 5.378 > 0.109
iter: 285 | bound: 0 | nc: 11 | ncall: 1834 | eff(%): 15.540 | loglstar: -inf < -8.002 < inf | logz: -12.578 +/- 0.188 | dlogz: 5.310 > 0.109
iter: 286 | bound: 0 | nc: 13 | ncall: 1847 | eff(%): 15.485 | loglstar: -inf < -7.981 < inf | logz: -12.522 +/- 0.188 | dlogz: 5.242 > 0.109
iter: 287 | bound: 0 | nc: 5 | ncall: 1852 | eff(%): 15.497 | loglstar: -inf < -7.943 < inf | logz: -12.469 +/- 0.188 | dlogz: 5.177 > 0.109
iter: 288 | bound: 0 | nc: 22 | ncall: 1874 | eff(%): 15.368 | loglstar: -inf < -7.886 < inf | logz: -12.416 +/- 0.188 | dlogz: 5.114 > 0.109
iter: 289 | bound: 0 | nc: 28 | ncall: 1902 | eff(%): 15.195 | loglstar: -inf < -7.780 < inf | logz: -12.362 +/- 0.188 | dlogz: 5.051 > 0.109
iter: 290 | bound: 0 | nc: 19 | ncall: 1921 | eff(%): 15.096 | loglstar: -inf < -7.770 < inf | logz: -12.309 +/- 0.188 | dlogz: 4.988 > 0.109
iter: 291 | bound: 0 | nc: 36 | ncall: 1957 | eff(%): 14.870 | loglstar: -inf < -7.691 < inf | logz: -12.257 +/- 0.188 | dlogz: 4.925 > 0.109
iter: 292 | bound: 0 | nc: 6 | ncall: 1963 | eff(%): 14.875 | loglstar: -inf < -7.639 < inf | logz: -12.204 +/- 0.188 | dlogz: 4.863 > 0.109
iter: 293 | bound: 0 | nc: 14 | ncall: 1977 | eff(%): 14.820 | loglstar: -inf < -7.576 < inf | logz: -12.152 +/- 0.188 | dlogz: 4.801 > 0.109
iter: 294 | bound: 0 | nc: 30 | ncall: 2007 | eff(%): 14.649 | loglstar: -inf < -7.514 < inf | logz: -12.099 +/- 0.188 | dlogz: 4.740 > 0.109
iter: 295 | bound: 0 | nc: 17 | ncall: 2024 | eff(%): 14.575 | loglstar: -inf < -7.508 < inf | logz: -12.048 +/- 0.188 | dlogz: 4.678 > 0.109
iter: 296 | bound: 0 | nc: 6 | ncall: 2030 | eff(%): 14.581 | loglstar: -inf < -7.442 < inf | logz: -11.999 +/- 0.188 | dlogz: 4.618 > 0.109
iter: 297 | bound: 0 | nc: 17 | ncall: 2047 | eff(%): 14.509 | loglstar: -inf < -7.211 < inf | logz: -11.944 +/- 0.188 | dlogz: 4.558 > 0.109
iter: 298 | bound: 0 | nc: 3 | ncall: 2050 | eff(%): 14.537 | loglstar: -inf < -7.202 < inf | logz: -11.887 +/- 0.189 | dlogz: 4.495 > 0.109
iter: 299 | bound: 0 | nc: 18 | ncall: 2068 | eff(%): 14.458 | loglstar: -inf < -7.196 < inf | logz: -11.833 +/- 0.189 | dlogz: 4.428 > 0.109
iter: 300 | bound: 0 | nc: 4 | ncall: 2072 | eff(%): 14.479 | loglstar: -inf < -7.164 < inf | logz: -11.781 +/- 0.189 | dlogz: 4.365 > 0.109
iter: 301 | bound: 0 | nc: 54 | ncall: 2126 | eff(%): 14.158 | loglstar: -inf < -7.161 < inf | logz: -11.732 +/- 0.189 | dlogz: 4.304 > 0.109
iter: 302 | bound: 0 | nc: 41 | ncall: 2167 | eff(%): 13.936 | loglstar: -inf < -7.054 < inf | logz: -11.682 +/- 0.189 | dlogz: 4.246 > 0.109
iter: 303 | bound: 0 | nc: 14 | ncall: 2181 | eff(%): 13.893 | loglstar: -inf < -6.946 < inf | logz: -11.631 +/- 0.189 | dlogz: 4.187 > 0.109
iter: 304 | bound: 0 | nc: 70 | ncall: 2251 | eff(%): 13.505 | loglstar: -inf < -6.879 < inf | logz: -11.578 +/- 0.189 | dlogz: 4.127 > 0.109
iter: 305 | bound: 0 | nc: 17 | ncall: 2268 | eff(%): 13.448 | loglstar: -inf < -6.851 < inf | logz: -11.526 +/- 0.189 | dlogz: 4.065 > 0.109
iter: 306 | bound: 0 | nc: 2 | ncall: 2270 | eff(%): 13.480 | loglstar: -inf < -6.846 < inf | logz: -11.476 +/- 0.189 | dlogz: 4.004 > 0.109
iter: 307 | bound: 0 | nc: 3 | ncall: 2273 | eff(%): 13.506 | loglstar: -inf < -6.840 < inf | logz: -11.428 +/- 0.189 | dlogz: 3.945 > 0.109
iter: 308 | bound: 0 | nc: 13 | ncall: 2286 | eff(%): 13.473 | loglstar: -inf < -6.730 < inf | logz: -11.381 +/- 0.189 | dlogz: 3.889 > 0.109
iter: 309 | bound: 0 | nc: 11 | ncall: 2297 | eff(%): 13.452 | loglstar: -inf < -6.711 < inf | logz: -11.333 +/- 0.189 | dlogz: 3.833 > 0.109
iter: 310 | bound: 0 | nc: 13 | ncall: 2310 | eff(%): 13.420 | loglstar: -inf < -6.706 < inf | logz: -11.288 +/- 0.189 | dlogz: 3.776 > 0.109
iter: 311 | bound: 0 | nc: 8 | ncall: 2318 | eff(%): 13.417 | loglstar: -inf < -6.673 < inf | logz: -11.244 +/- 0.189 | dlogz: 3.722 > 0.109
iter: 312 | bound: 0 | nc: 39 | ncall: 2357 | eff(%): 13.237 | loglstar: -inf < -6.646 < inf | logz: -11.201 +/- 0.189 | dlogz: 3.670 > 0.109
iter: 313 | bound: 0 | nc: 22 | ncall: 2379 | eff(%): 13.157 | loglstar: -inf < -6.645 < inf | logz: -11.159 +/- 0.189 | dlogz: 3.618 > 0.109
iter: 314 | bound: 0 | nc: 26 | ncall: 2405 | eff(%): 13.056 | loglstar: -inf < -6.432 < inf | logz: -11.115 +/- 0.189 | dlogz: 3.568 > 0.109
iter: 315 | bound: 0 | nc: 43 | ncall: 2448 | eff(%): 12.868 | loglstar: -inf < -6.423 < inf | logz: -11.069 +/- 0.189 | dlogz: 3.516 > 0.109
iter: 316 | bound: 0 | nc: 74 | ncall: 2522 | eff(%): 12.530 | loglstar: -inf < -6.408 < inf | logz: -11.025 +/- 0.189 | dlogz: 3.461 > 0.109
iter: 317 | bound: 0 | nc: 22 | ncall: 2544 | eff(%): 12.461 | loglstar: -inf < -6.376 < inf | logz: -10.982 +/- 0.189 | dlogz: 3.409 > 0.109
iter: 318 | bound: 0 | nc: 4 | ncall: 2548 | eff(%): 12.480 | loglstar: -inf < -6.233 < inf | logz: -10.937 +/- 0.189 | dlogz: 3.358 > 0.109
iter: 319 | bound: 0 | nc: 30 | ncall: 2578 | eff(%): 12.374 | loglstar: -inf < -6.232 < inf | logz: -10.892 +/- 0.189 | dlogz: 3.305 > 0.109
iter: 320 | bound: 0 | nc: 18 | ncall: 2596 | eff(%): 12.327 | loglstar: -inf < -6.145 < inf | logz: -10.848 +/- 0.190 | dlogz: 3.252 > 0.109
iter: 321 | bound: 0 | nc: 92 | ncall: 2688 | eff(%): 11.942 | loglstar: -inf < -6.141 < inf | logz: -10.803 +/- 0.190 | dlogz: 3.200 > 0.109
iter: 322 | bound: 0 | nc: 21 | ncall: 2709 | eff(%): 11.886 | loglstar: -inf < -6.135 < inf | logz: -10.761 +/- 0.190 | dlogz: 3.148 > 0.109
iter: 323 | bound: 0 | nc: 9 | ncall: 2718 | eff(%): 11.884 | loglstar: -inf < -6.048 < inf | logz: -10.719 +/- 0.190 | dlogz: 3.098 > 0.109
iter: 324 | bound: 0 | nc: 8 | ncall: 2726 | eff(%): 11.886 | loglstar: -inf < -6.008 < inf | logz: -10.677 +/- 0.190 | dlogz: 3.048 > 0.109
iter: 325 | bound: 0 | nc: 3 | ncall: 2729 | eff(%): 11.909 | loglstar: -inf < -5.955 < inf | logz: -10.634 +/- 0.190 | dlogz: 2.998 > 0.109
iter: 326 | bound: 0 | nc: 8 | ncall: 2737 | eff(%): 11.911 | loglstar: -inf < -5.945 < inf | logz: -10.593 +/- 0.190 | dlogz: 2.949 > 0.109
iter: 327 | bound: 0 | nc: 46 | ncall: 2783 | eff(%): 11.750 | loglstar: -inf < -5.832 < inf | logz: -10.551 +/- 0.190 | dlogz: 2.900 > 0.109
iter: 328 | bound: 0 | nc: 82 | ncall: 2865 | eff(%): 11.449 | loglstar: -inf < -5.808 < inf | logz: -10.509 +/- 0.190 | dlogz: 2.851 > 0.109
iter: 329 | bound: 0 | nc: 36 | ncall: 2901 | eff(%): 11.341 | loglstar: -inf < -5.762 < inf | logz: -10.467 +/- 0.190 | dlogz: 2.802 > 0.109
iter: 330 | bound: 0 | nc: 29 | ncall: 2930 | eff(%): 11.263 | loglstar: -inf < -5.743 < inf | logz: -10.426 +/- 0.190 | dlogz: 2.754 > 0.109
iter: 331 | bound: 0 | nc: 44 | ncall: 2974 | eff(%): 11.130 | loglstar: -inf < -5.730 < inf | logz: -10.386 +/- 0.190 | dlogz: 2.706 > 0.109
iter: 332 | bound: 0 | nc: 98 | ncall: 3072 | eff(%): 10.807 | loglstar: -inf < -5.698 < inf | logz: -10.348 +/- 0.190 | dlogz: 2.660 > 0.109
iter: 333 | bound: 0 | nc: 47 | ncall: 3119 | eff(%): 10.676 | loglstar: -inf < -5.651 < inf | logz: -10.310 +/- 0.190 | dlogz: 2.615 > 0.109
iter: 334 | bound: 0 | nc: 17 | ncall: 3136 | eff(%): 10.651 | loglstar: -inf < -5.621 < inf | logz: -10.272 +/- 0.190 | dlogz: 2.570 > 0.109
iter: 335 | bound: 0 | nc: 22 | ncall: 3158 | eff(%): 10.608 | loglstar: -inf < -5.616 < inf | logz: -10.235 +/- 0.190 | dlogz: 2.526 > 0.109
iter: 336 | bound: 0 | nc: 109 | ncall: 3267 | eff(%): 10.285 | loglstar: -inf < -5.602 < inf | logz: -10.200 +/- 0.190 | dlogz: 2.483 > 0.109
iter: 337 | bound: 0 | nc: 23 | ncall: 3290 | eff(%): 10.243 | loglstar: -inf < -5.587 < inf | logz: -10.165 +/- 0.190 | dlogz: 2.442 > 0.109
iter: 338 | bound: 0 | nc: 59 | ncall: 3349 | eff(%): 10.093 | loglstar: -inf < -5.587 < inf | logz: -10.132 +/- 0.190 | dlogz: 2.401 > 0.109
iter: 339 | bound: 0 | nc: 14 | ncall: 3363 | eff(%): 10.080 | loglstar: -inf < -5.558 < inf | logz: -10.100 +/- 0.190 | dlogz: 2.362 > 0.109
iter: 340 | bound: 0 | nc: 18 | ncall: 3381 | eff(%): 10.056 | loglstar: -inf < -5.519 < inf | logz: -10.068 +/- 0.190 | dlogz: 2.324 > 0.109
iter: 341 | bound: 0 | nc: 8 | ncall: 3389 | eff(%): 10.062 | loglstar: -inf < -5.508 < inf | logz: -10.036 +/- 0.190 | dlogz: 2.286 > 0.109
iter: 342 | bound: 0 | nc: 103 | ncall: 3492 | eff(%): 9.794 | loglstar: -inf < -5.501 < inf | logz: -10.006 +/- 0.190 | dlogz: 2.249 > 0.109
iter: 343 | bound: 1 | nc: 46 | ncall: 3538 | eff(%): 9.695 | loglstar: -inf < -5.496 < inf | logz: -9.977 +/- 0.190 | dlogz: 2.213 > 0.109
iter: 344 | bound: 1 | nc: 2 | ncall: 3540 | eff(%): 9.718 | loglstar: -inf < -5.481 < inf | logz: -9.948 +/- 0.190 | dlogz: 2.178 > 0.109
iter: 345 | bound: 1 | nc: 1 | ncall: 3541 | eff(%): 9.743 | loglstar: -inf < -5.469 < inf | logz: -9.920 +/- 0.190 | dlogz: 2.144 > 0.109
iter: 346 | bound: 1 | nc: 2 | ncall: 3543 | eff(%): 9.766 | loglstar: -inf < -5.455 < inf | logz: -9.893 +/- 0.189 | dlogz: 2.111 > 0.109
iter: 347 | bound: 1 | nc: 1 | ncall: 3544 | eff(%): 9.791 | loglstar: -inf < -5.439 < inf | logz: -9.866 +/- 0.189 | dlogz: 2.078 > 0.109
iter: 348 | bound: 1 | nc: 4 | ncall: 3548 | eff(%): 9.808 | loglstar: -inf < -5.392 < inf | logz: -9.840 +/- 0.189 | dlogz: 2.046 > 0.109
iter: 349 | bound: 1 | nc: 4 | ncall: 3552 | eff(%): 9.825 | loglstar: -inf < -5.379 < inf | logz: -9.813 +/- 0.189 | dlogz: 2.015 > 0.109
iter: 350 | bound: 1 | nc: 1 | ncall: 3553 | eff(%): 9.851 | loglstar: -inf < -5.363 < inf | logz: -9.788 +/- 0.189 | dlogz: 1.983 > 0.109
iter: 351 | bound: 1 | nc: 1 | ncall: 3554 | eff(%): 9.876 | loglstar: -inf < -5.331 < inf | logz: -9.762 +/- 0.189 | dlogz: 1.953 > 0.109
iter: 352 | bound: 1 | nc: 2 | ncall: 3556 | eff(%): 9.899 | loglstar: -inf < -5.298 < inf | logz: -9.737 +/- 0.189 | dlogz: 1.922 > 0.109
iter: 353 | bound: 1 | nc: 2 | ncall: 3558 | eff(%): 9.921 | loglstar: -inf < -5.290 < inf | logz: -9.712 +/- 0.189 | dlogz: 1.892 > 0.109
iter: 354 | bound: 1 | nc: 2 | ncall: 3560 | eff(%): 9.944 | loglstar: -inf < -5.211 < inf | logz: -9.686 +/- 0.189 | dlogz: 1.862 > 0.109
iter: 355 | bound: 1 | nc: 2 | ncall: 3562 | eff(%): 9.966 | loglstar: -inf < -5.210 < inf | logz: -9.661 +/- 0.188 | dlogz: 1.833 > 0.109
iter: 356 | bound: 1 | nc: 2 | ncall: 3564 | eff(%): 9.989 | loglstar: -inf < -5.205 < inf | logz: -9.636 +/- 0.188 | dlogz: 1.803 > 0.109
iter: 357 | bound: 1 | nc: 1 | ncall: 3565 | eff(%): 10.014 | loglstar: -inf < -5.197 < inf | logz: -9.612 +/- 0.188 | dlogz: 1.774 > 0.109
iter: 358 | bound: 1 | nc: 5 | ncall: 3570 | eff(%): 10.028 | loglstar: -inf < -5.196 < inf | logz: -9.589 +/- 0.188 | dlogz: 1.746 > 0.109
iter: 359 | bound: 1 | nc: 1 | ncall: 3571 | eff(%): 10.053 | loglstar: -inf < -5.185 < inf | logz: -9.567 +/- 0.188 | dlogz: 1.719 > 0.109
iter: 360 | bound: 1 | nc: 1 | ncall: 3572 | eff(%): 10.078 | loglstar: -inf < -5.172 < inf | logz: -9.545 +/- 0.188 | dlogz: 1.693 > 0.109
iter: 361 | bound: 1 | nc: 1 | ncall: 3573 | eff(%): 10.104 | loglstar: -inf < -5.151 < inf | logz: -9.523 +/- 0.188 | dlogz: 1.666 > 0.109
iter: 362 | bound: 1 | nc: 2 | ncall: 3575 | eff(%): 10.126 | loglstar: -inf < -5.111 < inf | logz: -9.501 +/- 0.188 | dlogz: 1.641 > 0.109
iter: 363 | bound: 1 | nc: 1 | ncall: 3576 | eff(%): 10.151 | loglstar: -inf < -5.111 < inf | logz: -9.479 +/- 0.188 | dlogz: 1.615 > 0.109
iter: 364 | bound: 1 | nc: 2 | ncall: 3578 | eff(%): 10.173 | loglstar: -inf < -5.109 < inf | logz: -9.459 +/- 0.188 | dlogz: 1.590 > 0.109
iter: 365 | bound: 1 | nc: 2 | ncall: 3580 | eff(%): 10.196 | loglstar: -inf < -5.107 < inf | logz: -9.438 +/- 0.188 | dlogz: 1.566 > 0.109
iter: 366 | bound: 1 | nc: 1 | ncall: 3581 | eff(%): 10.221 | loglstar: -inf < -5.096 < inf | logz: -9.418 +/- 0.187 | dlogz: 1.542 > 0.109
iter: 367 | bound: 1 | nc: 6 | ncall: 3587 | eff(%): 10.231 | loglstar: -inf < -5.084 < inf | logz: -9.399 +/- 0.187 | dlogz: 1.518 > 0.109
iter: 368 | bound: 1 | nc: 3 | ncall: 3590 | eff(%): 10.251 | loglstar: -inf < -5.056 < inf | logz: -9.380 +/- 0.187 | dlogz: 1.495 > 0.109
iter: 369 | bound: 1 | nc: 2 | ncall: 3592 | eff(%): 10.273 | loglstar: -inf < -5.051 < inf | logz: -9.361 +/- 0.187 | dlogz: 1.473 > 0.109
iter: 370 | bound: 1 | nc: 1 | ncall: 3593 | eff(%): 10.298 | loglstar: -inf < -5.038 < inf | logz: -9.342 +/- 0.187 | dlogz: 1.451 > 0.109
iter: 371 | bound: 1 | nc: 5 | ncall: 3598 | eff(%): 10.311 | loglstar: -inf < -5.030 < inf | logz: -9.323 +/- 0.187 | dlogz: 1.429 > 0.109
iter: 372 | bound: 1 | nc: 2 | ncall: 3600 | eff(%): 10.333 | loglstar: -inf < -5.025 < inf | logz: -9.306 +/- 0.187 | dlogz: 1.407 > 0.109
iter: 373 | bound: 1 | nc: 2 | ncall: 3602 | eff(%): 10.355 | loglstar: -inf < -5.022 < inf | logz: -9.288 +/- 0.187 | dlogz: 1.386 > 0.109
iter: 374 | bound: 1 | nc: 2 | ncall: 3604 | eff(%): 10.377 | loglstar: -inf < -5.011 < inf | logz: -9.271 +/- 0.187 | dlogz: 1.366 > 0.109
iter: 375 | bound: 1 | nc: 1 | ncall: 3605 | eff(%): 10.402 | loglstar: -inf < -4.988 < inf | logz: -9.254 +/- 0.186 | dlogz: 1.346 > 0.109
iter: 376 | bound: 1 | nc: 1 | ncall: 3606 | eff(%): 10.427 | loglstar: -inf < -4.976 < inf | logz: -9.237 +/- 0.186 | dlogz: 1.326 > 0.109
iter: 377 | bound: 1 | nc: 1 | ncall: 3607 | eff(%): 10.452 | loglstar: -inf < -4.959 < inf | logz: -9.220 +/- 0.186 | dlogz: 1.306 > 0.109
iter: 378 | bound: 1 | nc: 1 | ncall: 3608 | eff(%): 10.477 | loglstar: -inf < -4.944 < inf | logz: -9.204 +/- 0.186 | dlogz: 1.287 > 0.109
iter: 379 | bound: 1 | nc: 1 | ncall: 3609 | eff(%): 10.502 | loglstar: -inf < -4.939 < inf | logz: -9.188 +/- 0.186 | dlogz: 1.268 > 0.109
iter: 380 | bound: 1 | nc: 1 | ncall: 3610 | eff(%): 10.526 | loglstar: -inf < -4.933 < inf | logz: -9.172 +/- 0.186 | dlogz: 1.249 > 0.109
iter: 381 | bound: 1 | nc: 2 | ncall: 3612 | eff(%): 10.548 | loglstar: -inf < -4.927 < inf | logz: -9.156 +/- 0.186 | dlogz: 1.231 > 0.109
iter: 382 | bound: 1 | nc: 1 | ncall: 3613 | eff(%): 10.573 | loglstar: -inf < -4.926 < inf | logz: -9.141 +/- 0.186 | dlogz: 1.213 > 0.109
iter: 383 | bound: 1 | nc: 2 | ncall: 3615 | eff(%): 10.595 | loglstar: -inf < -4.913 < inf | logz: -9.126 +/- 0.186 | dlogz: 1.195 > 0.109
iter: 384 | bound: 1 | nc: 2 | ncall: 3617 | eff(%): 10.617 | loglstar: -inf < -4.909 < inf | logz: -9.111 +/- 0.186 | dlogz: 1.178 > 0.109
iter: 385 | bound: 1 | nc: 8 | ncall: 3625 | eff(%): 10.621 | loglstar: -inf < -4.894 < inf | logz: -9.097 +/- 0.185 | dlogz: 1.161 > 0.109
iter: 386 | bound: 1 | nc: 1 | ncall: 3626 | eff(%): 10.645 | loglstar: -inf < -4.893 < inf | logz: -9.082 +/- 0.185 | dlogz: 1.144 > 0.109
iter: 387 | bound: 1 | nc: 1 | ncall: 3627 | eff(%): 10.670 | loglstar: -inf < -4.877 < inf | logz: -9.068 +/- 0.185 | dlogz: 1.128 > 0.109
iter: 388 | bound: 1 | nc: 1 | ncall: 3628 | eff(%): 10.695 | loglstar: -inf < -4.873 < inf | logz: -9.055 +/- 0.185 | dlogz: 1.111 > 0.109
iter: 389 | bound: 1 | nc: 2 | ncall: 3630 | eff(%): 10.716 | loglstar: -inf < -4.854 < inf | logz: -9.041 +/- 0.185 | dlogz: 1.095 > 0.109
iter: 390 | bound: 1 | nc: 1 | ncall: 3631 | eff(%): 10.741 | loglstar: -inf < -4.846 < inf | logz: -9.027 +/- 0.185 | dlogz: 1.080 > 0.109
iter: 391 | bound: 1 | nc: 1 | ncall: 3632 | eff(%): 10.765 | loglstar: -inf < -4.828 < inf | logz: -9.014 +/- 0.185 | dlogz: 1.064 > 0.109
iter: 392 | bound: 1 | nc: 2 | ncall: 3634 | eff(%): 10.787 | loglstar: -inf < -4.824 < inf | logz: -9.001 +/- 0.185 | dlogz: 1.049 > 0.109
iter: 393 | bound: 1 | nc: 1 | ncall: 3635 | eff(%): 10.812 | loglstar: -inf < -4.824 < inf | logz: -8.988 +/- 0.185 | dlogz: 1.034 > 0.109
iter: 394 | bound: 1 | nc: 1 | ncall: 3636 | eff(%): 10.836 | loglstar: -inf < -4.818 < inf | logz: -8.975 +/- 0.185 | dlogz: 1.019 > 0.109
iter: 395 | bound: 2 | nc: 2 | ncall: 3638 | eff(%): 10.858 | loglstar: -inf < -4.817 < inf | logz: -8.963 +/- 0.185 | dlogz: 1.005 > 0.109
iter: 396 | bound: 2 | nc: 2 | ncall: 3640 | eff(%): 10.879 | loglstar: -inf < -4.807 < inf | logz: -8.950 +/- 0.184 | dlogz: 0.991 > 0.109
iter: 397 | bound: 2 | nc: 2 | ncall: 3642 | eff(%): 10.901 | loglstar: -inf < -4.805 < inf | logz: -8.938 +/- 0.184 | dlogz: 0.977 > 0.109
iter: 398 | bound: 2 | nc: 3 | ncall: 3645 | eff(%): 10.919 | loglstar: -inf < -4.805 < inf | logz: -8.926 +/- 0.184 | dlogz: 0.963 > 0.109
iter: 399 | bound: 2 | nc: 4 | ncall: 3649 | eff(%): 10.935 | loglstar: -inf < -4.804 < inf | logz: -8.915 +/- 0.184 | dlogz: 0.950 > 0.109
iter: 400 | bound: 2 | nc: 2 | ncall: 3651 | eff(%): 10.956 | loglstar: -inf < -4.797 < inf | logz: -8.903 +/- 0.184 | dlogz: 0.937 > 0.109
iter: 401 | bound: 2 | nc: 1 | ncall: 3652 | eff(%): 10.980 | loglstar: -inf < -4.786 < inf | logz: -8.892 +/- 0.184 | dlogz: 0.924 > 0.109
iter: 402 | bound: 2 | nc: 1 | ncall: 3653 | eff(%): 11.005 | loglstar: -inf < -4.755 < inf | logz: -8.881 +/- 0.184 | dlogz: 0.911 > 0.109
iter: 403 | bound: 2 | nc: 1 | ncall: 3654 | eff(%): 11.029 | loglstar: -inf < -4.754 < inf | logz: -8.870 +/- 0.184 | dlogz: 0.898 > 0.109
iter: 404 | bound: 2 | nc: 1 | ncall: 3655 | eff(%): 11.053 | loglstar: -inf < -4.752 < inf | logz: -8.859 +/- 0.184 | dlogz: 0.886 > 0.109
iter: 405 | bound: 2 | nc: 3 | ncall: 3658 | eff(%): 11.072 | loglstar: -inf < -4.752 < inf | logz: -8.848 +/- 0.184 | dlogz: 0.874 > 0.109
iter: 406 | bound: 2 | nc: 6 | ncall: 3664 | eff(%): 11.081 | loglstar: -inf < -4.751 < inf | logz: -8.838 +/- 0.184 | dlogz: 0.862 > 0.109
iter: 407 | bound: 2 | nc: 3 | ncall: 3667 | eff(%): 11.099 | loglstar: -inf < -4.750 < inf | logz: -8.827 +/- 0.183 | dlogz: 0.850 > 0.109
iter: 408 | bound: 2 | nc: 2 | ncall: 3669 | eff(%): 11.120 | loglstar: -inf < -4.750 < inf | logz: -8.817 +/- 0.183 | dlogz: 0.838 > 0.109
iter: 409 | bound: 2 | nc: 6 | ncall: 3675 | eff(%): 11.129 | loglstar: -inf < -4.735 < inf | logz: -8.807 +/- 0.183 | dlogz: 0.827 > 0.109
iter: 410 | bound: 2 | nc: 5 | ncall: 3680 | eff(%): 11.141 | loglstar: -inf < -4.728 < inf | logz: -8.797 +/- 0.183 | dlogz: 0.816 > 0.109
iter: 411 | bound: 2 | nc: 1 | ncall: 3681 | eff(%): 11.165 | loglstar: -inf < -4.724 < inf | logz: -8.787 +/- 0.183 | dlogz: 0.805 > 0.109
iter: 412 | bound: 2 | nc: 1 | ncall: 3682 | eff(%): 11.190 | loglstar: -inf < -4.719 < inf | logz: -8.778 +/- 0.183 | dlogz: 0.794 > 0.109
iter: 413 | bound: 2 | nc: 4 | ncall: 3686 | eff(%): 11.205 | loglstar: -inf < -4.718 < inf | logz: -8.768 +/- 0.183 | dlogz: 0.783 > 0.109
iter: 414 | bound: 2 | nc: 2 | ncall: 3688 | eff(%): 11.226 | loglstar: -inf < -4.717 < inf | logz: -8.759 +/- 0.183 | dlogz: 0.773 > 0.109
iter: 415 | bound: 2 | nc: 3 | ncall: 3691 | eff(%): 11.244 | loglstar: -inf < -4.712 < inf | logz: -8.750 +/- 0.183 | dlogz: 0.762 > 0.109
iter: 416 | bound: 2 | nc: 1 | ncall: 3692 | eff(%): 11.268 | loglstar: -inf < -4.709 < inf | logz: -8.741 +/- 0.183 | dlogz: 0.752 > 0.109
iter: 417 | bound: 2 | nc: 3 | ncall: 3695 | eff(%): 11.286 | loglstar: -inf < -4.702 < inf | logz: -8.732 +/- 0.183 | dlogz: 0.742 > 0.109
iter: 418 | bound: 2 | nc: 2 | ncall: 3697 | eff(%): 11.306 | loglstar: -inf < -4.699 < inf | logz: -8.723 +/- 0.183 | dlogz: 0.733 > 0.109
iter: 419 | bound: 2 | nc: 1 | ncall: 3698 | eff(%): 11.330 | loglstar: -inf < -4.697 < inf | logz: -8.715 +/- 0.183 | dlogz: 0.723 > 0.109
iter: 420 | bound: 2 | nc: 1 | ncall: 3699 | eff(%): 11.354 | loglstar: -inf < -4.693 < inf | logz: -8.706 +/- 0.182 | dlogz: 0.713 > 0.109
iter: 421 | bound: 2 | nc: 2 | ncall: 3701 | eff(%): 11.375 | loglstar: -inf < -4.688 < inf | logz: -8.698 +/- 0.182 | dlogz: 0.704 > 0.109
iter: 422 | bound: 2 | nc: 3 | ncall: 3704 | eff(%): 11.393 | loglstar: -inf < -4.688 < inf | logz: -8.690 +/- 0.182 | dlogz: 0.695 > 0.109
iter: 423 | bound: 2 | nc: 2 | ncall: 3706 | eff(%): 11.414 | loglstar: -inf < -4.685 < inf | logz: -8.681 +/- 0.182 | dlogz: 0.686 > 0.109
iter: 424 | bound: 2 | nc: 1 | ncall: 3707 | eff(%): 11.438 | loglstar: -inf < -4.684 < inf | logz: -8.673 +/- 0.182 | dlogz: 0.677 > 0.109
iter: 425 | bound: 2 | nc: 2 | ncall: 3709 | eff(%): 11.459 | loglstar: -inf < -4.683 < inf | logz: -8.666 +/- 0.182 | dlogz: 0.668 > 0.109
iter: 426 | bound: 2 | nc: 1 | ncall: 3710 | eff(%): 11.482 | loglstar: -inf < -4.679 < inf | logz: -8.658 +/- 0.182 | dlogz: 0.659 > 0.109
iter: 427 | bound: 2 | nc: 2 | ncall: 3712 | eff(%): 11.503 | loglstar: -inf < -4.679 < inf | logz: -8.650 +/- 0.182 | dlogz: 0.651 > 0.109
iter: 428 | bound: 2 | nc: 4 | ncall: 3716 | eff(%): 11.518 | loglstar: -inf < -4.677 < inf | logz: -8.643 +/- 0.182 | dlogz: 0.643 > 0.109
iter: 429 | bound: 2 | nc: 2 | ncall: 3718 | eff(%): 11.538 | loglstar: -inf < -4.676 < inf | logz: -8.635 +/- 0.182 | dlogz: 0.634 > 0.109
iter: 430 | bound: 2 | nc: 6 | ncall: 3724 | eff(%): 11.547 | loglstar: -inf < -4.673 < inf | logz: -8.628 +/- 0.182 | dlogz: 0.626 > 0.109
iter: 431 | bound: 2 | nc: 8 | ncall: 3732 | eff(%): 11.549 | loglstar: -inf < -4.671 < inf | logz: -8.621 +/- 0.182 | dlogz: 0.618 > 0.109
iter: 432 | bound: 2 | nc: 2 | ncall: 3734 | eff(%): 11.569 | loglstar: -inf < -4.663 < inf | logz: -8.614 +/- 0.182 | dlogz: 0.610 > 0.109
iter: 433 | bound: 2 | nc: 1 | ncall: 3735 | eff(%): 11.593 | loglstar: -inf < -4.662 < inf | logz: -8.607 +/- 0.181 | dlogz: 0.603 > 0.109
iter: 434 | bound: 3 | nc: 4 | ncall: 3739 | eff(%): 11.607 | loglstar: -inf < -4.661 < inf | logz: -8.600 +/- 0.181 | dlogz: 0.595 > 0.109
iter: 435 | bound: 3 | nc: 2 | ncall: 3741 | eff(%): 11.628 | loglstar: -inf < -4.656 < inf | logz: -8.593 +/- 0.181 | dlogz: 0.588 > 0.109
iter: 436 | bound: 3 | nc: 1 | ncall: 3742 | eff(%): 11.652 | loglstar: -inf < -4.648 < inf | logz: -8.587 +/- 0.181 | dlogz: 0.580 > 0.109
iter: 437 | bound: 3 | nc: 1 | ncall: 3743 | eff(%): 11.675 | loglstar: -inf < -4.643 < inf | logz: -8.580 +/- 0.181 | dlogz: 0.573 > 0.109
iter: 438 | bound: 3 | nc: 1 | ncall: 3744 | eff(%): 11.699 | loglstar: -inf < -4.641 < inf | logz: -8.573 +/- 0.181 | dlogz: 0.566 > 0.109
iter: 439 | bound: 3 | nc: 2 | ncall: 3746 | eff(%): 11.719 | loglstar: -inf < -4.635 < inf | logz: -8.567 +/- 0.181 | dlogz: 0.559 > 0.109
iter: 440 | bound: 3 | nc: 1 | ncall: 3747 | eff(%): 11.743 | loglstar: -inf < -4.630 < inf | logz: -8.561 +/- 0.181 | dlogz: 0.552 > 0.109
iter: 441 | bound: 3 | nc: 1 | ncall: 3748 | eff(%): 11.766 | loglstar: -inf < -4.625 < inf | logz: -8.554 +/- 0.181 | dlogz: 0.545 > 0.109
iter: 442 | bound: 3 | nc: 1 | ncall: 3749 | eff(%): 11.790 | loglstar: -inf < -4.624 < inf | logz: -8.548 +/- 0.181 | dlogz: 0.538 > 0.109
iter: 443 | bound: 3 | nc: 3 | ncall: 3752 | eff(%): 11.807 | loglstar: -inf < -4.624 < inf | logz: -8.542 +/- 0.181 | dlogz: 0.531 > 0.109
iter: 444 | bound: 3 | nc: 1 | ncall: 3753 | eff(%): 11.831 | loglstar: -inf < -4.623 < inf | logz: -8.536 +/- 0.181 | dlogz: 0.525 > 0.109
iter: 445 | bound: 3 | nc: 1 | ncall: 3754 | eff(%): 11.854 | loglstar: -inf < -4.623 < inf | logz: -8.530 +/- 0.181 | dlogz: 0.518 > 0.109
iter: 446 | bound: 3 | nc: 2 | ncall: 3756 | eff(%): 11.874 | loglstar: -inf < -4.623 < inf | logz: -8.524 +/- 0.181 | dlogz: 0.512 > 0.109
iter: 447 | bound: 3 | nc: 3 | ncall: 3759 | eff(%): 11.891 | loglstar: -inf < -4.622 < inf | logz: -8.518 +/- 0.181 | dlogz: 0.505 > 0.109
iter: 448 | bound: 3 | nc: 3 | ncall: 3762 | eff(%): 11.909 | loglstar: -inf < -4.622 < inf | logz: -8.513 +/- 0.181 | dlogz: 0.499 > 0.109
iter: 449 | bound: 3 | nc: 2 | ncall: 3764 | eff(%): 11.929 | loglstar: -inf < -4.615 < inf | logz: -8.507 +/- 0.180 | dlogz: 0.493 > 0.109
iter: 450 | bound: 3 | nc: 1 | ncall: 3765 | eff(%): 11.952 | loglstar: -inf < -4.613 < inf | logz: -8.501 +/- 0.180 | dlogz: 0.487 > 0.109
iter: 451 | bound: 3 | nc: 4 | ncall: 3769 | eff(%): 11.966 | loglstar: -inf < -4.613 < inf | logz: -8.496 +/- 0.180 | dlogz: 0.481 > 0.109
iter: 452 | bound: 3 | nc: 1 | ncall: 3770 | eff(%): 11.989 | loglstar: -inf < -4.612 < inf | logz: -8.491 +/- 0.180 | dlogz: 0.475 > 0.109
iter: 453 | bound: 3 | nc: 1 | ncall: 3771 | eff(%): 12.013 | loglstar: -inf < -4.612 < inf | logz: -8.485 +/- 0.180 | dlogz: 0.469 > 0.109
iter: 454 | bound: 3 | nc: 1 | ncall: 3772 | eff(%): 12.036 | loglstar: -inf < -4.609 < inf | logz: -8.480 +/- 0.180 | dlogz: 0.464 > 0.109
iter: 455 | bound: 3 | nc: 4 | ncall: 3776 | eff(%): 12.050 | loglstar: -inf < -4.605 < inf | logz: -8.475 +/- 0.180 | dlogz: 0.458 > 0.109
iter: 456 | bound: 3 | nc: 2 | ncall: 3778 | eff(%): 12.070 | loglstar: -inf < -4.605 < inf | logz: -8.470 +/- 0.180 | dlogz: 0.453 > 0.109
iter: 457 | bound: 3 | nc: 3 | ncall: 3781 | eff(%): 12.087 | loglstar: -inf < -4.604 < inf | logz: -8.465 +/- 0.180 | dlogz: 0.447 > 0.109
iter: 458 | bound: 3 | nc: 3 | ncall: 3784 | eff(%): 12.104 | loglstar: -inf < -4.601 < inf | logz: -8.460 +/- 0.180 | dlogz: 0.442 > 0.109
iter: 459 | bound: 3 | nc: 2 | ncall: 3786 | eff(%): 12.124 | loglstar: -inf < -4.600 < inf | logz: -8.455 +/- 0.180 | dlogz: 0.436 > 0.109
iter: 460 | bound: 3 | nc: 3 | ncall: 3789 | eff(%): 12.140 | loglstar: -inf < -4.600 < inf | logz: -8.450 +/- 0.180 | dlogz: 0.431 > 0.109
iter: 461 | bound: 3 | nc: 3 | ncall: 3792 | eff(%): 12.157 | loglstar: -inf < -4.598 < inf | logz: -8.445 +/- 0.180 | dlogz: 0.426 > 0.109
iter: 462 | bound: 3 | nc: 6 | ncall: 3798 | eff(%): 12.164 | loglstar: -inf < -4.597 < inf | logz: -8.440 +/- 0.180 | dlogz: 0.421 > 0.109
iter: 463 | bound: 3 | nc: 1 | ncall: 3799 | eff(%): 12.187 | loglstar: -inf < -4.596 < inf | logz: -8.436 +/- 0.180 | dlogz: 0.416 > 0.109
iter: 464 | bound: 3 | nc: 1 | ncall: 3800 | eff(%): 12.211 | loglstar: -inf < -4.595 < inf | logz: -8.431 +/- 0.180 | dlogz: 0.411 > 0.109
iter: 465 | bound: 3 | nc: 2 | ncall: 3802 | eff(%): 12.230 | loglstar: -inf < -4.594 < inf | logz: -8.427 +/- 0.180 | dlogz: 0.406 > 0.109
iter: 466 | bound: 3 | nc: 2 | ncall: 3804 | eff(%): 12.250 | loglstar: -inf < -4.593 < inf | logz: -8.422 +/- 0.180 | dlogz: 0.401 > 0.109
iter: 467 | bound: 3 | nc: 3 | ncall: 3807 | eff(%): 12.267 | loglstar: -inf < -4.593 < inf | logz: -8.418 +/- 0.179 | dlogz: 0.397 > 0.109
iter: 468 | bound: 3 | nc: 3 | ncall: 3810 | eff(%): 12.283 | loglstar: -inf < -4.590 < inf | logz: -8.413 +/- 0.179 | dlogz: 0.392 > 0.109
iter: 469 | bound: 3 | nc: 5 | ncall: 3815 | eff(%): 12.294 | loglstar: -inf < -4.586 < inf | logz: -8.409 +/- 0.179 | dlogz: 0.387 > 0.109
iter: 470 | bound: 3 | nc: 1 | ncall: 3816 | eff(%): 12.317 | loglstar: -inf < -4.586 < inf | logz: -8.405 +/- 0.179 | dlogz: 0.383 > 0.109
iter: 471 | bound: 3 | nc: 4 | ncall: 3820 | eff(%): 12.330 | loglstar: -inf < -4.585 < inf | logz: -8.401 +/- 0.179 | dlogz: 0.378 > 0.109
iter: 472 | bound: 3 | nc: 2 | ncall: 3822 | eff(%): 12.350 | loglstar: -inf < -4.585 < inf | logz: -8.396 +/- 0.179 | dlogz: 0.374 > 0.109
iter: 473 | bound: 3 | nc: 3 | ncall: 3825 | eff(%): 12.366 | loglstar: -inf < -4.583 < inf | logz: -8.392 +/- 0.179 | dlogz: 0.369 > 0.109
iter: 474 | bound: 3 | nc: 1 | ncall: 3826 | eff(%): 12.389 | loglstar: -inf < -4.581 < inf | logz: -8.388 +/- 0.179 | dlogz: 0.365 > 0.109
iter: 475 | bound: 3 | nc: 1 | ncall: 3827 | eff(%): 12.412 | loglstar: -inf < -4.581 < inf | logz: -8.384 +/- 0.179 | dlogz: 0.361 > 0.109
iter: 476 | bound: 3 | nc: 2 | ncall: 3829 | eff(%): 12.431 | loglstar: -inf < -4.581 < inf | logz: -8.380 +/- 0.179 | dlogz: 0.357 > 0.109
iter: 477 | bound: 3 | nc: 1 | ncall: 3830 | eff(%): 12.454 | loglstar: -inf < -4.577 < inf | logz: -8.377 +/- 0.179 | dlogz: 0.352 > 0.109
iter: 478 | bound: 3 | nc: 1 | ncall: 3831 | eff(%): 12.477 | loglstar: -inf < -4.576 < inf | logz: -8.373 +/- 0.179 | dlogz: 0.348 > 0.109
iter: 479 | bound: 3 | nc: 4 | ncall: 3835 | eff(%): 12.490 | loglstar: -inf < -4.576 < inf | logz: -8.369 +/- 0.179 | dlogz: 0.344 > 0.109
iter: 480 | bound: 3 | nc: 2 | ncall: 3837 | eff(%): 12.510 | loglstar: -inf < -4.576 < inf | logz: -8.365 +/- 0.179 | dlogz: 0.340 > 0.109
iter: 481 | bound: 4 | nc: 6 | ncall: 3843 | eff(%): 12.516 | loglstar: -inf < -4.575 < inf | logz: -8.362 +/- 0.179 | dlogz: 0.336 > 0.109
iter: 482 | bound: 4 | nc: 2 | ncall: 3845 | eff(%): 12.536 | loglstar: -inf < -4.574 < inf | logz: -8.358 +/- 0.179 | dlogz: 0.333 > 0.109
iter: 483 | bound: 4 | nc: 3 | ncall: 3848 | eff(%): 12.552 | loglstar: -inf < -4.573 < inf | logz: -8.354 +/- 0.179 | dlogz: 0.329 > 0.109
iter: 484 | bound: 4 | nc: 1 | ncall: 3849 | eff(%): 12.575 | loglstar: -inf < -4.571 < inf | logz: -8.351 +/- 0.179 | dlogz: 0.325 > 0.109
iter: 485 | bound: 4 | nc: 1 | ncall: 3850 | eff(%): 12.597 | loglstar: -inf < -4.569 < inf | logz: -8.347 +/- 0.179 | dlogz: 0.321 > 0.109
iter: 486 | bound: 4 | nc: 2 | ncall: 3852 | eff(%): 12.617 | loglstar: -inf < -4.568 < inf | logz: -8.344 +/- 0.179 | dlogz: 0.318 > 0.109
iter: 487 | bound: 4 | nc: 1 | ncall: 3853 | eff(%): 12.640 | loglstar: -inf < -4.567 < inf | logz: -8.340 +/- 0.179 | dlogz: 0.314 > 0.109
iter: 488 | bound: 4 | nc: 4 | ncall: 3857 | eff(%): 12.652 | loglstar: -inf < -4.567 < inf | logz: -8.337 +/- 0.179 | dlogz: 0.310 > 0.109
iter: 489 | bound: 4 | nc: 1 | ncall: 3858 | eff(%): 12.675 | loglstar: -inf < -4.567 < inf | logz: -8.334 +/- 0.178 | dlogz: 0.307 > 0.109
iter: 490 | bound: 4 | nc: 1 | ncall: 3859 | eff(%): 12.698 | loglstar: -inf < -4.567 < inf | logz: -8.330 +/- 0.178 | dlogz: 0.303 > 0.109
iter: 491 | bound: 4 | nc: 1 | ncall: 3860 | eff(%): 12.720 | loglstar: -inf < -4.565 < inf | logz: -8.327 +/- 0.178 | dlogz: 0.300 > 0.109
iter: 492 | bound: 4 | nc: 1 | ncall: 3861 | eff(%): 12.743 | loglstar: -inf < -4.564 < inf | logz: -8.324 +/- 0.178 | dlogz: 0.296 > 0.109
iter: 493 | bound: 4 | nc: 4 | ncall: 3865 | eff(%): 12.755 | loglstar: -inf < -4.563 < inf | logz: -8.321 +/- 0.178 | dlogz: 0.293 > 0.109
iter: 494 | bound: 4 | nc: 1 | ncall: 3866 | eff(%): 12.778 | loglstar: -inf < -4.563 < inf | logz: -8.318 +/- 0.178 | dlogz: 0.290 > 0.109
iter: 495 | bound: 4 | nc: 2 | ncall: 3868 | eff(%): 12.797 | loglstar: -inf < -4.563 < inf | logz: -8.314 +/- 0.178 | dlogz: 0.287 > 0.109
iter: 496 | bound: 4 | nc: 1 | ncall: 3869 | eff(%): 12.820 | loglstar: -inf < -4.562 < inf | logz: -8.311 +/- 0.178 | dlogz: 0.283 > 0.109
iter: 497 | bound: 4 | nc: 1 | ncall: 3870 | eff(%): 12.842 | loglstar: -inf < -4.562 < inf | logz: -8.308 +/- 0.178 | dlogz: 0.280 > 0.109
iter: 498 | bound: 4 | nc: 1 | ncall: 3871 | eff(%): 12.865 | loglstar: -inf < -4.561 < inf | logz: -8.305 +/- 0.178 | dlogz: 0.277 > 0.109
iter: 499 | bound: 4 | nc: 2 | ncall: 3873 | eff(%): 12.884 | loglstar: -inf < -4.559 < inf | logz: -8.302 +/- 0.178 | dlogz: 0.274 > 0.109
iter: 500 | bound: 4 | nc: 2 | ncall: 3875 | eff(%): 12.903 | loglstar: -inf < -4.559 < inf | logz: -8.300 +/- 0.178 | dlogz: 0.271 > 0.109
iter: 501 | bound: 4 | nc: 1 | ncall: 3876 | eff(%): 12.926 | loglstar: -inf < -4.558 < inf | logz: -8.297 +/- 0.178 | dlogz: 0.268 > 0.109
iter: 502 | bound: 4 | nc: 2 | ncall: 3878 | eff(%): 12.945 | loglstar: -inf < -4.558 < inf | logz: -8.294 +/- 0.178 | dlogz: 0.265 > 0.109
iter: 503 | bound: 4 | nc: 2 | ncall: 3880 | eff(%): 12.964 | loglstar: -inf < -4.557 < inf | logz: -8.291 +/- 0.178 | dlogz: 0.262 > 0.109
iter: 504 | bound: 4 | nc: 1 | ncall: 3881 | eff(%): 12.986 | loglstar: -inf < -4.556 < inf | logz: -8.288 +/- 0.178 | dlogz: 0.259 > 0.109
iter: 505 | bound: 4 | nc: 2 | ncall: 3883 | eff(%): 13.005 | loglstar: -inf < -4.556 < inf | logz: -8.286 +/- 0.178 | dlogz: 0.256 > 0.109
iter: 506 | bound: 4 | nc: 5 | ncall: 3888 | eff(%): 13.014 | loglstar: -inf < -4.556 < inf | logz: -8.283 +/- 0.178 | dlogz: 0.253 > 0.109
iter: 507 | bound: 4 | nc: 5 | ncall: 3893 | eff(%): 13.023 | loglstar: -inf < -4.556 < inf | logz: -8.280 +/- 0.178 | dlogz: 0.250 > 0.109
iter: 508 | bound: 4 | nc: 5 | ncall: 3898 | eff(%): 13.032 | loglstar: -inf < -4.555 < inf | logz: -8.277 +/- 0.178 | dlogz: 0.247 > 0.109
iter: 509 | bound: 4 | nc: 3 | ncall: 3901 | eff(%): 13.048 | loglstar: -inf < -4.555 < inf | logz: -8.275 +/- 0.178 | dlogz: 0.245 > 0.109
iter: 510 | bound: 4 | nc: 4 | ncall: 3905 | eff(%): 13.060 | loglstar: -inf < -4.555 < inf | logz: -8.272 +/- 0.178 | dlogz: 0.242 > 0.109
iter: 511 | bound: 4 | nc: 1 | ncall: 3906 | eff(%): 13.082 | loglstar: -inf < -4.555 < inf | logz: -8.270 +/- 0.178 | dlogz: 0.239 > 0.109
iter: 512 | bound: 4 | nc: 2 | ncall: 3908 | eff(%): 13.101 | loglstar: -inf < -4.554 < inf | logz: -8.267 +/- 0.178 | dlogz: 0.237 > 0.109
iter: 513 | bound: 4 | nc: 5 | ncall: 3913 | eff(%): 13.110 | loglstar: -inf < -4.554 < inf | logz: -8.265 +/- 0.178 | dlogz: 0.234 > 0.109
iter: 514 | bound: 4 | nc: 1 | ncall: 3914 | eff(%): 13.132 | loglstar: -inf < -4.554 < inf | logz: -8.262 +/- 0.178 | dlogz: 0.232 > 0.109
iter: 515 | bound: 4 | nc: 1 | ncall: 3915 | eff(%): 13.155 | loglstar: -inf < -4.554 < inf | logz: -8.260 +/- 0.178 | dlogz: 0.229 > 0.109
iter: 516 | bound: 4 | nc: 1 | ncall: 3916 | eff(%): 13.177 | loglstar: -inf < -4.552 < inf | logz: -8.257 +/- 0.178 | dlogz: 0.226 > 0.109
iter: 517 | bound: 4 | nc: 6 | ncall: 3922 | eff(%): 13.182 | loglstar: -inf < -4.552 < inf | logz: -8.255 +/- 0.178 | dlogz: 0.224 > 0.109
iter: 518 | bound: 4 | nc: 1 | ncall: 3923 | eff(%): 13.204 | loglstar: -inf < -4.551 < inf | logz: -8.253 +/- 0.177 | dlogz: 0.221 > 0.109
iter: 519 | bound: 4 | nc: 2 | ncall: 3925 | eff(%): 13.223 | loglstar: -inf < -4.550 < inf | logz: -8.250 +/- 0.177 | dlogz: 0.219 > 0.109
iter: 520 | bound: 4 | nc: 2 | ncall: 3927 | eff(%): 13.242 | loglstar: -inf < -4.550 < inf | logz: -8.248 +/- 0.177 | dlogz: 0.217 > 0.109
iter: 521 | bound: 4 | nc: 2 | ncall: 3929 | eff(%): 13.260 | loglstar: -inf < -4.550 < inf | logz: -8.246 +/- 0.177 | dlogz: 0.214 > 0.109
iter: 522 | bound: 4 | nc: 4 | ncall: 3933 | eff(%): 13.272 | loglstar: -inf < -4.549 < inf | logz: -8.244 +/- 0.177 | dlogz: 0.212 > 0.109
iter: 523 | bound: 4 | nc: 1 | ncall: 3934 | eff(%): 13.294 | loglstar: -inf < -4.549 < inf | logz: -8.241 +/- 0.177 | dlogz: 0.210 > 0.109
iter: 524 | bound: 4 | nc: 1 | ncall: 3935 | eff(%): 13.316 | loglstar: -inf < -4.548 < inf | logz: -8.239 +/- 0.177 | dlogz: 0.207 > 0.109
iter: 525 | bound: 4 | nc: 5 | ncall: 3940 | eff(%): 13.325 | loglstar: -inf < -4.548 < inf | logz: -8.237 +/- 0.177 | dlogz: 0.205 > 0.109
iter: 526 | bound: 4 | nc: 2 | ncall: 3942 | eff(%): 13.343 | loglstar: -inf < -4.548 < inf | logz: -8.235 +/- 0.177 | dlogz: 0.203 > 0.109
iter: 527 | bound: 5 | nc: 1 | ncall: 3943 | eff(%): 13.365 | loglstar: -inf < -4.547 < inf | logz: -8.233 +/- 0.177 | dlogz: 0.201 > 0.109
iter: 528 | bound: 5 | nc: 1 | ncall: 3944 | eff(%): 13.387 | loglstar: -inf < -4.547 < inf | logz: -8.231 +/- 0.177 | dlogz: 0.198 > 0.109
iter: 529 | bound: 5 | nc: 2 | ncall: 3946 | eff(%): 13.406 | loglstar: -inf < -4.547 < inf | logz: -8.229 +/- 0.177 | dlogz: 0.196 > 0.109
iter: 530 | bound: 5 | nc: 1 | ncall: 3947 | eff(%): 13.428 | loglstar: -inf < -4.546 < inf | logz: -8.227 +/- 0.177 | dlogz: 0.194 > 0.109
iter: 531 | bound: 5 | nc: 2 | ncall: 3949 | eff(%): 13.446 | loglstar: -inf < -4.546 < inf | logz: -8.225 +/- 0.177 | dlogz: 0.192 > 0.109
iter: 532 | bound: 5 | nc: 1 | ncall: 3950 | eff(%): 13.468 | loglstar: -inf < -4.545 < inf | logz: -8.223 +/- 0.177 | dlogz: 0.190 > 0.109
iter: 533 | bound: 5 | nc: 1 | ncall: 3951 | eff(%): 13.490 | loglstar: -inf < -4.545 < inf | logz: -8.221 +/- 0.177 | dlogz: 0.188 > 0.109
iter: 534 | bound: 5 | nc: 2 | ncall: 3953 | eff(%): 13.509 | loglstar: -inf < -4.544 < inf | logz: -8.219 +/- 0.177 | dlogz: 0.186 > 0.109
iter: 535 | bound: 5 | nc: 1 | ncall: 3954 | eff(%): 13.531 | loglstar: -inf < -4.544 < inf | logz: -8.217 +/- 0.177 | dlogz: 0.184 > 0.109
iter: 536 | bound: 5 | nc: 2 | ncall: 3956 | eff(%): 13.549 | loglstar: -inf < -4.544 < inf | logz: -8.215 +/- 0.177 | dlogz: 0.182 > 0.109
iter: 537 | bound: 5 | nc: 1 | ncall: 3957 | eff(%): 13.571 | loglstar: -inf < -4.542 < inf | logz: -8.213 +/- 0.177 | dlogz: 0.180 > 0.109
iter: 538 | bound: 5 | nc: 1 | ncall: 3958 | eff(%): 13.593 | loglstar: -inf < -4.542 < inf | logz: -8.211 +/- 0.177 | dlogz: 0.178 > 0.109
iter: 539 | bound: 5 | nc: 1 | ncall: 3959 | eff(%): 13.615 | loglstar: -inf < -4.541 < inf | logz: -8.209 +/- 0.177 | dlogz: 0.176 > 0.109
iter: 540 | bound: 5 | nc: 2 | ncall: 3961 | eff(%): 13.633 | loglstar: -inf < -4.541 < inf | logz: -8.208 +/- 0.177 | dlogz: 0.174 > 0.109
iter: 541 | bound: 5 | nc: 1 | ncall: 3962 | eff(%): 13.655 | loglstar: -inf < -4.540 < inf | logz: -8.206 +/- 0.177 | dlogz: 0.172 > 0.109
iter: 542 | bound: 5 | nc: 1 | ncall: 3963 | eff(%): 13.677 | loglstar: -inf < -4.540 < inf | logz: -8.204 +/- 0.177 | dlogz: 0.170 > 0.109
iter: 543 | bound: 5 | nc: 1 | ncall: 3964 | eff(%): 13.698 | loglstar: -inf < -4.540 < inf | logz: -8.202 +/- 0.177 | dlogz: 0.169 > 0.109
iter: 544 | bound: 5 | nc: 1 | ncall: 3965 | eff(%): 13.720 | loglstar: -inf < -4.540 < inf | logz: -8.201 +/- 0.177 | dlogz: 0.167 > 0.109
iter: 545 | bound: 5 | nc: 1 | ncall: 3966 | eff(%): 13.742 | loglstar: -inf < -4.539 < inf | logz: -8.199 +/- 0.177 | dlogz: 0.165 > 0.109
iter: 546 | bound: 5 | nc: 1 | ncall: 3967 | eff(%): 13.764 | loglstar: -inf < -4.538 < inf | logz: -8.197 +/- 0.177 | dlogz: 0.163 > 0.109
iter: 547 | bound: 5 | nc: 1 | ncall: 3968 | eff(%): 13.785 | loglstar: -inf < -4.537 < inf | logz: -8.195 +/- 0.177 | dlogz: 0.162 > 0.109
iter: 548 | bound: 5 | nc: 2 | ncall: 3970 | eff(%): 13.804 | loglstar: -inf < -4.537 < inf | logz: -8.194 +/- 0.177 | dlogz: 0.160 > 0.109
iter: 549 | bound: 5 | nc: 2 | ncall: 3972 | eff(%): 13.822 | loglstar: -inf < -4.537 < inf | logz: -8.192 +/- 0.177 | dlogz: 0.158 > 0.109
iter: 550 | bound: 5 | nc: 1 | ncall: 3973 | eff(%): 13.843 | loglstar: -inf < -4.536 < inf | logz: -8.191 +/- 0.177 | dlogz: 0.156 > 0.109
iter: 551 | bound: 5 | nc: 1 | ncall: 3974 | eff(%): 13.865 | loglstar: -inf < -4.534 < inf | logz: -8.189 +/- 0.177 | dlogz: 0.155 > 0.109
iter: 552 | bound: 5 | nc: 1 | ncall: 3975 | eff(%): 13.887 | loglstar: -inf < -4.534 < inf | logz: -8.187 +/- 0.177 | dlogz: 0.153 > 0.109
iter: 553 | bound: 5 | nc: 1 | ncall: 3976 | eff(%): 13.908 | loglstar: -inf < -4.533 < inf | logz: -8.186 +/- 0.177 | dlogz: 0.151 > 0.109
iter: 554 | bound: 5 | nc: 1 | ncall: 3977 | eff(%): 13.930 | loglstar: -inf < -4.533 < inf | logz: -8.184 +/- 0.177 | dlogz: 0.150 > 0.109
iter: 555 | bound: 5 | nc: 1 | ncall: 3978 | eff(%): 13.952 | loglstar: -inf < -4.533 < inf | logz: -8.183 +/- 0.177 | dlogz: 0.148 > 0.109
iter: 556 | bound: 5 | nc: 2 | ncall: 3980 | eff(%): 13.970 | loglstar: -inf < -4.533 < inf | logz: -8.181 +/- 0.177 | dlogz: 0.147 > 0.109
iter: 557 | bound: 5 | nc: 1 | ncall: 3981 | eff(%): 13.991 | loglstar: -inf < -4.533 < inf | logz: -8.180 +/- 0.177 | dlogz: 0.145 > 0.109
iter: 558 | bound: 5 | nc: 3 | ncall: 3984 | eff(%): 14.006 | loglstar: -inf < -4.532 < inf | logz: -8.178 +/- 0.176 | dlogz: 0.144 > 0.109
iter: 559 | bound: 5 | nc: 2 | ncall: 3986 | eff(%): 14.024 | loglstar: -inf < -4.532 < inf | logz: -8.177 +/- 0.176 | dlogz: 0.142 > 0.109
iter: 560 | bound: 5 | nc: 3 | ncall: 3989 | eff(%): 14.039 | loglstar: -inf < -4.531 < inf | logz: -8.175 +/- 0.176 | dlogz: 0.141 > 0.109
iter: 561 | bound: 5 | nc: 3 | ncall: 3992 | eff(%): 14.053 | loglstar: -inf < -4.531 < inf | logz: -8.174 +/- 0.176 | dlogz: 0.139 > 0.109
iter: 562 | bound: 5 | nc: 1 | ncall: 3993 | eff(%): 14.075 | loglstar: -inf < -4.530 < inf | logz: -8.172 +/- 0.176 | dlogz: 0.138 > 0.109
iter: 563 | bound: 5 | nc: 2 | ncall: 3995 | eff(%): 14.093 | loglstar: -inf < -4.529 < inf | logz: -8.171 +/- 0.176 | dlogz: 0.136 > 0.109
iter: 564 | bound: 5 | nc: 1 | ncall: 3996 | eff(%): 14.114 | loglstar: -inf < -4.529 < inf | logz: -8.170 +/- 0.176 | dlogz: 0.135 > 0.109
iter: 565 | bound: 5 | nc: 2 | ncall: 3998 | eff(%): 14.132 | loglstar: -inf < -4.529 < inf | logz: -8.168 +/- 0.176 | dlogz: 0.133 > 0.109
iter: 566 | bound: 5 | nc: 1 | ncall: 3999 | eff(%): 14.154 | loglstar: -inf < -4.529 < inf | logz: -8.167 +/- 0.176 | dlogz: 0.132 > 0.109
iter: 567 | bound: 5 | nc: 3 | ncall: 4002 | eff(%): 14.168 | loglstar: -inf < -4.528 < inf | logz: -8.165 +/- 0.176 | dlogz: 0.130 > 0.109
iter: 568 | bound: 5 | nc: 1 | ncall: 4003 | eff(%): 14.189 | loglstar: -inf < -4.528 < inf | logz: -8.164 +/- 0.176 | dlogz: 0.129 > 0.109
iter: 569 | bound: 5 | nc: 2 | ncall: 4005 | eff(%): 14.207 | loglstar: -inf < -4.528 < inf | logz: -8.163 +/- 0.176 | dlogz: 0.128 > 0.109
iter: 570 | bound: 5 | nc: 4 | ncall: 4009 | eff(%): 14.218 | loglstar: -inf < -4.528 < inf | logz: -8.162 +/- 0.176 | dlogz: 0.126 > 0.109
iter: 571 | bound: 5 | nc: 4 | ncall: 4013 | eff(%): 14.229 | loglstar: -inf < -4.527 < inf | logz: -8.160 +/- 0.176 | dlogz: 0.125 > 0.109
iter: 572 | bound: 5 | nc: 1 | ncall: 4014 | eff(%): 14.250 | loglstar: -inf < -4.527 < inf | logz: -8.159 +/- 0.176 | dlogz: 0.124 > 0.109
iter: 573 | bound: 5 | nc: 1 | ncall: 4015 | eff(%): 14.271 | loglstar: -inf < -4.527 < inf | logz: -8.158 +/- 0.176 | dlogz: 0.122 > 0.109
iter: 574 | bound: 5 | nc: 3 | ncall: 4018 | eff(%): 14.286 | loglstar: -inf < -4.527 < inf | logz: -8.156 +/- 0.176 | dlogz: 0.121 > 0.109
iter: 575 | bound: 5 | nc: 1 | ncall: 4019 | eff(%): 14.307 | loglstar: -inf < -4.526 < inf | logz: -8.155 +/- 0.176 | dlogz: 0.120 > 0.109
iter: 576 | bound: 5 | nc: 1 | ncall: 4020 | eff(%): 14.328 | loglstar: -inf < -4.526 < inf | logz: -8.154 +/- 0.176 | dlogz: 0.119 > 0.109
iter: 577 | bound: 5 | nc: 1 | ncall: 4021 | eff(%): 14.350 | loglstar: -inf < -4.525 < inf | logz: -8.153 +/- 0.176 | dlogz: 0.117 > 0.109
iter: 578 | bound: 5 | nc: 1 | ncall: 4022 | eff(%): 14.371 | loglstar: -inf < -4.525 < inf | logz: -8.152 +/- 0.176 | dlogz: 0.116 > 0.109
iter: 579 | bound: 5 | nc: 3 | ncall: 4025 | eff(%): 14.385 | loglstar: -inf < -4.525 < inf | logz: -8.150 +/- 0.176 | dlogz: 0.115 > 0.109
iter: 580 | bound: 5 | nc: 3 | ncall: 4028 | eff(%): 14.399 | loglstar: -inf < -4.524 < inf | logz: -8.149 +/- 0.176 | dlogz: 0.114 > 0.109
iter: 581 | bound: 5 | nc: 1 | ncall: 4029 | eff(%): 14.420 | loglstar: -inf < -4.524 < inf | logz: -8.148 +/- 0.176 | dlogz: 0.113 > 0.109
iter: 582 | bound: 5 | nc: 1 | ncall: 4030 | eff(%): 14.442 | loglstar: -inf < -4.524 < inf | logz: -8.147 +/- 0.176 | dlogz: 0.111 > 0.109
iter: 583 | bound: 5 | nc: 1 | ncall: 4031 | eff(%): 14.463 | loglstar: -inf < -4.524 < inf | logz: -8.146 +/- 0.176 | dlogz: 0.110 > 0.109
iter: 584 | bound: 5 | nc: 5 | ncall: 4036 | eff(%): 14.470 | loglstar: -inf < -4.524 < inf | logz: -8.145 +/- 0.176 | dlogz: 0.109 > 0.109
iter: 584 | +1 | bound: 5 | nc: 1 | ncall: 4037 | eff(%): 14.495 | loglstar: -inf < -4.524 < inf | logz: -8.144 +/- 0.176 | dlogz: 0.107 > 0.109
iter: 584 | +2 | bound: 5 | nc: 1 | ncall: 4038 | eff(%): 14.519 | loglstar: -inf < -4.523 < inf | logz: -8.142 +/- 0.176 | dlogz: 0.106 > 0.109
iter: 584 | +3 | bound: 5 | nc: 1 | ncall: 4039 | eff(%): 14.544 | loglstar: -inf < -4.523 < inf | logz: -8.141 +/- 0.176 | dlogz: 0.105 > 0.109
iter: 584 | +4 | bound: 5 | nc: 1 | ncall: 4040 | eff(%): 14.569 | loglstar: -inf < -4.523 < inf | logz: -8.140 +/- 0.176 | dlogz: 0.103 > 0.109
iter: 584 | +5 | bound: 5 | nc: 1 | ncall: 4041 | eff(%): 14.594 | loglstar: -inf < -4.523 < inf | logz: -8.139 +/- 0.176 | dlogz: 0.102 > 0.109
iter: 584 | +6 | bound: 5 | nc: 1 | ncall: 4042 | eff(%): 14.618 | loglstar: -inf < -4.522 < inf | logz: -8.138 +/- 0.176 | dlogz: 0.101 > 0.109
iter: 584 | +7 | bound: 5 | nc: 1 | ncall: 4043 | eff(%): 14.643 | loglstar: -inf < -4.522 < inf | logz: -8.137 +/- 0.176 | dlogz: 0.100 > 0.109
iter: 584 | +8 | bound: 5 | nc: 1 | ncall: 4044 | eff(%): 14.668 | loglstar: -inf < -4.522 < inf | logz: -8.136 +/- 0.176 | dlogz: 0.099 > 0.109
iter: 584 | +9 | bound: 5 | nc: 1 | ncall: 4045 | eff(%): 14.693 | loglstar: -inf < -4.522 < inf | logz: -8.135 +/- 0.176 | dlogz: 0.098 > 0.109
iter: 584 | +10 | bound: 5 | nc: 1 | ncall: 4046 | eff(%): 14.718 | loglstar: -inf < -4.521 < inf | logz: -8.134 +/- 0.176 | dlogz: 0.097 > 0.109
iter: 584 | +11 | bound: 5 | nc: 1 | ncall: 4047 | eff(%): 14.742 | loglstar: -inf < -4.521 < inf | logz: -8.133 +/- 0.176 | dlogz: 0.096 > 0.109
iter: 584 | +12 | bound: 5 | nc: 1 | ncall: 4048 | eff(%): 14.767 | loglstar: -inf < -4.521 < inf | logz: -8.131 +/- 0.176 | dlogz: 0.095 > 0.109
iter: 584 | +13 | bound: 5 | nc: 1 | ncall: 4049 | eff(%): 14.792 | loglstar: -inf < -4.521 < inf | logz: -8.130 +/- 0.176 | dlogz: 0.093 > 0.109
iter: 584 | +14 | bound: 5 | nc: 1 | ncall: 4050 | eff(%): 14.817 | loglstar: -inf < -4.521 < inf | logz: -8.129 +/- 0.176 | dlogz: 0.092 > 0.109
iter: 584 | +15 | bound: 5 | nc: 1 | ncall: 4051 | eff(%): 14.841 | loglstar: -inf < -4.521 < inf | logz: -8.128 +/- 0.176 | dlogz: 0.091 > 0.109
iter: 584 | +16 | bound: 5 | nc: 1 | ncall: 4052 | eff(%): 14.866 | loglstar: -inf < -4.521 < inf | logz: -8.127 +/- 0.176 | dlogz: 0.090 > 0.109
iter: 584 | +17 | bound: 5 | nc: 1 | ncall: 4053 | eff(%): 14.891 | loglstar: -inf < -4.520 < inf | logz: -8.126 +/- 0.176 | dlogz: 0.089 > 0.109
iter: 584 | +18 | bound: 5 | nc: 1 | ncall: 4054 | eff(%): 14.916 | loglstar: -inf < -4.520 < inf | logz: -8.125 +/- 0.176 | dlogz: 0.088 > 0.109
iter: 584 | +19 | bound: 5 | nc: 1 | ncall: 4055 | eff(%): 14.941 | loglstar: -inf < -4.520 < inf | logz: -8.124 +/- 0.176 | dlogz: 0.087 > 0.109
iter: 584 | +20 | bound: 5 | nc: 1 | ncall: 4056 | eff(%): 14.965 | loglstar: -inf < -4.520 < inf | logz: -8.123 +/- 0.176 | dlogz: 0.086 > 0.109
iter: 584 | +21 | bound: 5 | nc: 1 | ncall: 4057 | eff(%): 14.990 | loglstar: -inf < -4.520 < inf | logz: -8.122 +/- 0.176 | dlogz: 0.085 > 0.109
iter: 584 | +22 | bound: 5 | nc: 1 | ncall: 4058 | eff(%): 15.015 | loglstar: -inf < -4.518 < inf | logz: -8.121 +/- 0.176 | dlogz: 0.083 > 0.109
iter: 584 | +23 | bound: 5 | nc: 1 | ncall: 4059 | eff(%): 15.040 | loglstar: -inf < -4.518 < inf | logz: -8.119 +/- 0.176 | dlogz: 0.082 > 0.109
iter: 584 | +24 | bound: 5 | nc: 1 | ncall: 4060 | eff(%): 15.064 | loglstar: -inf < -4.518 < inf | logz: -8.118 +/- 0.176 | dlogz: 0.081 > 0.109
iter: 584 | +25 | bound: 5 | nc: 1 | ncall: 4061 | eff(%): 15.089 | loglstar: -inf < -4.518 < inf | logz: -8.117 +/- 0.176 | dlogz: 0.080 > 0.109
iter: 584 | +26 | bound: 5 | nc: 1 | ncall: 4062 | eff(%): 15.114 | loglstar: -inf < -4.518 < inf | logz: -8.116 +/- 0.176 | dlogz: 0.079 > 0.109
iter: 584 | +27 | bound: 5 | nc: 1 | ncall: 4063 | eff(%): 15.139 | loglstar: -inf < -4.517 < inf | logz: -8.115 +/- 0.176 | dlogz: 0.078 > 0.109
iter: 584 | +28 | bound: 5 | nc: 1 | ncall: 4064 | eff(%): 15.164 | loglstar: -inf < -4.517 < inf | logz: -8.114 +/- 0.176 | dlogz: 0.077 > 0.109
iter: 584 | +29 | bound: 5 | nc: 1 | ncall: 4065 | eff(%): 15.188 | loglstar: -inf < -4.517 < inf | logz: -8.113 +/- 0.175 | dlogz: 0.076 > 0.109
iter: 584 | +30 | bound: 5 | nc: 1 | ncall: 4066 | eff(%): 15.213 | loglstar: -inf < -4.517 < inf | logz: -8.112 +/- 0.175 | dlogz: 0.075 > 0.109
iter: 584 | +31 | bound: 5 | nc: 1 | ncall: 4067 | eff(%): 15.238 | loglstar: -inf < -4.516 < inf | logz: -8.111 +/- 0.175 | dlogz: 0.074 > 0.109
iter: 584 | +32 | bound: 5 | nc: 1 | ncall: 4068 | eff(%): 15.263 | loglstar: -inf < -4.516 < inf | logz: -8.110 +/- 0.175 | dlogz: 0.073 > 0.109
iter: 584 | +33 | bound: 5 | nc: 1 | ncall: 4069 | eff(%): 15.287 | loglstar: -inf < -4.516 < inf | logz: -8.109 +/- 0.175 | dlogz: 0.071 > 0.109
iter: 584 | +34 | bound: 5 | nc: 1 | ncall: 4070 | eff(%): 15.312 | loglstar: -inf < -4.516 < inf | logz: -8.108 +/- 0.175 | dlogz: 0.070 > 0.109
iter: 584 | +35 | bound: 5 | nc: 1 | ncall: 4071 | eff(%): 15.337 | loglstar: -inf < -4.516 < inf | logz: -8.106 +/- 0.175 | dlogz: 0.069 > 0.109
iter: 584 | +36 | bound: 5 | nc: 1 | ncall: 4072 | eff(%): 15.362 | loglstar: -inf < -4.515 < inf | logz: -8.105 +/- 0.175 | dlogz: 0.068 > 0.109
iter: 584 | +37 | bound: 5 | nc: 1 | ncall: 4073 | eff(%): 15.387 | loglstar: -inf < -4.515 < inf | logz: -8.104 +/- 0.175 | dlogz: 0.067 > 0.109
iter: 584 | +38 | bound: 5 | nc: 1 | ncall: 4074 | eff(%): 15.411 | loglstar: -inf < -4.515 < inf | logz: -8.103 +/- 0.175 | dlogz: 0.066 > 0.109
iter: 584 | +39 | bound: 5 | nc: 1 | ncall: 4075 | eff(%): 15.436 | loglstar: -inf < -4.515 < inf | logz: -8.102 +/- 0.175 | dlogz: 0.065 > 0.109
iter: 584 | +40 | bound: 5 | nc: 1 | ncall: 4076 | eff(%): 15.461 | loglstar: -inf < -4.514 < inf | logz: -8.101 +/- 0.175 | dlogz: 0.064 > 0.109
iter: 584 | +41 | bound: 5 | nc: 1 | ncall: 4077 | eff(%): 15.486 | loglstar: -inf < -4.514 < inf | logz: -8.100 +/- 0.175 | dlogz: 0.063 > 0.109
iter: 584 | +42 | bound: 5 | nc: 1 | ncall: 4078 | eff(%): 15.510 | loglstar: -inf < -4.514 < inf | logz: -8.099 +/- 0.175 | dlogz: 0.062 > 0.109
iter: 584 | +43 | bound: 5 | nc: 1 | ncall: 4079 | eff(%): 15.535 | loglstar: -inf < -4.514 < inf | logz: -8.098 +/- 0.175 | dlogz: 0.061 > 0.109
iter: 584 | +44 | bound: 5 | nc: 1 | ncall: 4080 | eff(%): 15.560 | loglstar: -inf < -4.514 < inf | logz: -8.097 +/- 0.175 | dlogz: 0.060 > 0.109
iter: 584 | +45 | bound: 5 | nc: 1 | ncall: 4081 | eff(%): 15.585 | loglstar: -inf < -4.513 < inf | logz: -8.096 +/- 0.175 | dlogz: 0.058 > 0.109
iter: 584 | +46 | bound: 5 | nc: 1 | ncall: 4082 | eff(%): 15.610 | loglstar: -inf < -4.513 < inf | logz: -8.095 +/- 0.175 | dlogz: 0.057 > 0.109
iter: 584 | +47 | bound: 5 | nc: 1 | ncall: 4083 | eff(%): 15.634 | loglstar: -inf < -4.513 < inf | logz: -8.094 +/- 0.175 | dlogz: 0.056 > 0.109
iter: 584 | +48 | bound: 5 | nc: 1 | ncall: 4084 | eff(%): 15.659 | loglstar: -inf < -4.513 < inf | logz: -8.093 +/- 0.175 | dlogz: 0.055 > 0.109
iter: 584 | +49 | bound: 5 | nc: 1 | ncall: 4085 | eff(%): 15.684 | loglstar: -inf < -4.513 < inf | logz: -8.092 +/- 0.175 | dlogz: 0.054 > 0.109
iter: 584 | +50 | bound: 5 | nc: 1 | ncall: 4086 | eff(%): 15.709 | loglstar: -inf < -4.513 < inf | logz: -8.090 +/- 0.175 | dlogz: 0.053 > 0.109
iter: 584 | +51 | bound: 5 | nc: 1 | ncall: 4087 | eff(%): 15.733 | loglstar: -inf < -4.513 < inf | logz: -8.089 +/- 0.175 | dlogz: 0.052 > 0.109
iter: 584 | +52 | bound: 5 | nc: 1 | ncall: 4088 | eff(%): 15.758 | loglstar: -inf < -4.513 < inf | logz: -8.088 +/- 0.175 | dlogz: 0.051 > 0.109
iter: 584 | +53 | bound: 5 | nc: 1 | ncall: 4089 | eff(%): 15.783 | loglstar: -inf < -4.512 < inf | logz: -8.087 +/- 0.175 | dlogz: 0.050 > 0.109
iter: 584 | +54 | bound: 5 | nc: 1 | ncall: 4090 | eff(%): 15.808 | loglstar: -inf < -4.512 < inf | logz: -8.086 +/- 0.175 | dlogz: 0.049 > 0.109
iter: 584 | +55 | bound: 5 | nc: 1 | ncall: 4091 | eff(%): 15.833 | loglstar: -inf < -4.512 < inf | logz: -8.085 +/- 0.175 | dlogz: 0.048 > 0.109
iter: 584 | +56 | bound: 5 | nc: 1 | ncall: 4092 | eff(%): 15.857 | loglstar: -inf < -4.512 < inf | logz: -8.084 +/- 0.175 | dlogz: 0.047 > 0.109
iter: 584 | +57 | bound: 5 | nc: 1 | ncall: 4093 | eff(%): 15.882 | loglstar: -inf < -4.512 < inf | logz: -8.083 +/- 0.175 | dlogz: 0.046 > 0.109
iter: 584 | +58 | bound: 5 | nc: 1 | ncall: 4094 | eff(%): 15.907 | loglstar: -inf < -4.512 < inf | logz: -8.082 +/- 0.175 | dlogz: 0.045 > 0.109
iter: 584 | +59 | bound: 5 | nc: 1 | ncall: 4095 | eff(%): 15.932 | loglstar: -inf < -4.512 < inf | logz: -8.081 +/- 0.175 | dlogz: 0.044 > 0.109
iter: 584 | +60 | bound: 5 | nc: 1 | ncall: 4096 | eff(%): 15.956 | loglstar: -inf < -4.512 < inf | logz: -8.080 +/- 0.175 | dlogz: 0.042 > 0.109
iter: 584 | +61 | bound: 5 | nc: 1 | ncall: 4097 | eff(%): 15.981 | loglstar: -inf < -4.512 < inf | logz: -8.079 +/- 0.175 | dlogz: 0.041 > 0.109
iter: 584 | +62 | bound: 5 | nc: 1 | ncall: 4098 | eff(%): 16.006 | loglstar: -inf < -4.512 < inf | logz: -8.078 +/- 0.175 | dlogz: 0.040 > 0.109
iter: 584 | +63 | bound: 5 | nc: 1 | ncall: 4099 | eff(%): 16.031 | loglstar: -inf < -4.511 < inf | logz: -8.077 +/- 0.175 | dlogz: 0.039 > 0.109
iter: 584 | +64 | bound: 5 | nc: 1 | ncall: 4100 | eff(%): 16.056 | loglstar: -inf < -4.511 < inf | logz: -8.076 +/- 0.174 | dlogz: 0.038 > 0.109
iter: 584 | +65 | bound: 5 | nc: 1 | ncall: 4101 | eff(%): 16.080 | loglstar: -inf < -4.511 < inf | logz: -8.075 +/- 0.174 | dlogz: 0.037 > 0.109
iter: 584 | +66 | bound: 5 | nc: 1 | ncall: 4102 | eff(%): 16.105 | loglstar: -inf < -4.511 < inf | logz: -8.074 +/- 0.174 | dlogz: 0.036 > 0.109
iter: 584 | +67 | bound: 5 | nc: 1 | ncall: 4103 | eff(%): 16.130 | loglstar: -inf < -4.510 < inf | logz: -8.073 +/- 0.174 | dlogz: 0.035 > 0.109
iter: 584 | +68 | bound: 5 | nc: 1 | ncall: 4104 | eff(%): 16.155 | loglstar: -inf < -4.510 < inf | logz: -8.072 +/- 0.174 | dlogz: 0.034 > 0.109
iter: 584 | +69 | bound: 5 | nc: 1 | ncall: 4105 | eff(%): 16.179 | loglstar: -inf < -4.510 < inf | logz: -8.070 +/- 0.174 | dlogz: 0.033 > 0.109
iter: 584 | +70 | bound: 5 | nc: 1 | ncall: 4106 | eff(%): 16.204 | loglstar: -inf < -4.510 < inf | logz: -8.069 +/- 0.174 | dlogz: 0.032 > 0.109
iter: 584 | +71 | bound: 5 | nc: 1 | ncall: 4107 | eff(%): 16.229 | loglstar: -inf < -4.510 < inf | logz: -8.068 +/- 0.174 | dlogz: 0.031 > 0.109
iter: 584 | +72 | bound: 5 | nc: 1 | ncall: 4108 | eff(%): 16.254 | loglstar: -inf < -4.510 < inf | logz: -8.067 +/- 0.174 | dlogz: 0.030 > 0.109
iter: 584 | +73 | bound: 5 | nc: 1 | ncall: 4109 | eff(%): 16.278 | loglstar: -inf < -4.510 < inf | logz: -8.066 +/- 0.174 | dlogz: 0.029 > 0.109
iter: 584 | +74 | bound: 5 | nc: 1 | ncall: 4110 | eff(%): 16.303 | loglstar: -inf < -4.510 < inf | logz: -8.065 +/- 0.174 | dlogz: 0.028 > 0.109
iter: 584 | +75 | bound: 5 | nc: 1 | ncall: 4111 | eff(%): 16.328 | loglstar: -inf < -4.509 < inf | logz: -8.064 +/- 0.174 | dlogz: 0.027 > 0.109
iter: 584 | +76 | bound: 5 | nc: 1 | ncall: 4112 | eff(%): 16.353 | loglstar: -inf < -4.509 < inf | logz: -8.063 +/- 0.174 | dlogz: 0.026 > 0.109
iter: 584 | +77 | bound: 5 | nc: 1 | ncall: 4113 | eff(%): 16.378 | loglstar: -inf < -4.509 < inf | logz: -8.062 +/- 0.174 | dlogz: 0.025 > 0.109
iter: 584 | +78 | bound: 5 | nc: 1 | ncall: 4114 | eff(%): 16.402 | loglstar: -inf < -4.509 < inf | logz: -8.061 +/- 0.174 | dlogz: 0.024 > 0.109
iter: 584 | +79 | bound: 5 | nc: 1 | ncall: 4115 | eff(%): 16.427 | loglstar: -inf < -4.509 < inf | logz: -8.060 +/- 0.174 | dlogz: 0.023 > 0.109
iter: 584 | +80 | bound: 5 | nc: 1 | ncall: 4116 | eff(%): 16.452 | loglstar: -inf < -4.509 < inf | logz: -8.059 +/- 0.174 | dlogz: 0.022 > 0.109
iter: 584 | +81 | bound: 5 | nc: 1 | ncall: 4117 | eff(%): 16.477 | loglstar: -inf < -4.509 < inf | logz: -8.058 +/- 0.174 | dlogz: 0.020 > 0.109
iter: 584 | +82 | bound: 5 | nc: 1 | ncall: 4118 | eff(%): 16.501 | loglstar: -inf < -4.509 < inf | logz: -8.057 +/- 0.173 | dlogz: 0.019 > 0.109
iter: 584 | +83 | bound: 5 | nc: 1 | ncall: 4119 | eff(%): 16.526 | loglstar: -inf < -4.509 < inf | logz: -8.056 +/- 0.173 | dlogz: 0.018 > 0.109
iter: 584 | +84 | bound: 5 | nc: 1 | ncall: 4120 | eff(%): 16.551 | loglstar: -inf < -4.508 < inf | logz: -8.055 +/- 0.173 | dlogz: 0.017 > 0.109
iter: 584 | +85 | bound: 5 | nc: 1 | ncall: 4121 | eff(%): 16.576 | loglstar: -inf < -4.508 < inf | logz: -8.054 +/- 0.173 | dlogz: 0.016 > 0.109
iter: 584 | +86 | bound: 5 | nc: 1 | ncall: 4122 | eff(%): 16.601 | loglstar: -inf < -4.508 < inf | logz: -8.053 +/- 0.173 | dlogz: 0.015 > 0.109
iter: 584 | +87 | bound: 5 | nc: 1 | ncall: 4123 | eff(%): 16.625 | loglstar: -inf < -4.508 < inf | logz: -8.052 +/- 0.173 | dlogz: 0.014 > 0.109
iter: 584 | +88 | bound: 5 | nc: 1 | ncall: 4124 | eff(%): 16.650 | loglstar: -inf < -4.508 < inf | logz: -8.051 +/- 0.173 | dlogz: 0.013 > 0.109
iter: 584 | +89 | bound: 5 | nc: 1 | ncall: 4125 | eff(%): 16.675 | loglstar: -inf < -4.508 < inf | logz: -8.050 +/- 0.173 | dlogz: 0.012 > 0.109
iter: 584 | +90 | bound: 5 | nc: 1 | ncall: 4126 | eff(%): 16.700 | loglstar: -inf < -4.508 < inf | logz: -8.049 +/- 0.173 | dlogz: 0.011 > 0.109
iter: 584 | +91 | bound: 5 | nc: 1 | ncall: 4127 | eff(%): 16.724 | loglstar: -inf < -4.507 < inf | logz: -8.048 +/- 0.172 | dlogz: 0.010 > 0.109
iter: 584 | +92 | bound: 5 | nc: 1 | ncall: 4128 | eff(%): 16.749 | loglstar: -inf < -4.507 < inf | logz: -8.047 +/- 0.172 | dlogz: 0.009 > 0.109
iter: 584 | +93 | bound: 5 | nc: 1 | ncall: 4129 | eff(%): 16.774 | loglstar: -inf < -4.507 < inf | logz: -8.046 +/- 0.172 | dlogz: 0.008 > 0.109
iter: 584 | +94 | bound: 5 | nc: 1 | ncall: 4130 | eff(%): 16.799 | loglstar: -inf < -4.507 < inf | logz: -8.045 +/- 0.172 | dlogz: 0.007 > 0.109
iter: 584 | +95 | bound: 5 | nc: 1 | ncall: 4131 | eff(%): 16.824 | loglstar: -inf < -4.507 < inf | logz: -8.044 +/- 0.172 | dlogz: 0.006 > 0.109
iter: 584 | +96 | bound: 5 | nc: 1 | ncall: 4132 | eff(%): 16.848 | loglstar: -inf < -4.506 < inf | logz: -8.043 +/- 0.171 | dlogz: 0.005 > 0.109
iter: 584 | +97 | bound: 5 | nc: 1 | ncall: 4133 | eff(%): 16.873 | loglstar: -inf < -4.506 < inf | logz: -8.042 +/- 0.171 | dlogz: 0.004 > 0.109
iter: 584 | +98 | bound: 5 | nc: 1 | ncall: 4134 | eff(%): 16.898 | loglstar: -inf < -4.505 < inf | logz: -8.041 +/- 0.171 | dlogz: 0.003 > 0.109
iter: 584 | +99 | bound: 5 | nc: 1 | ncall: 4135 | eff(%): 16.923 | loglstar: -inf < -4.505 < inf | logz: -8.040 +/- 0.170 | dlogz: 0.002 > 0.109
iter: 584 | +100 | bound: 5 | nc: 1 | ncall: 4136 | eff(%): 16.947 | loglstar: -inf < -4.505 < inf | logz: -8.039 +/- 0.169 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of 65.00%
ra ... exp
----------------- ... -------------------------------------------
76.37757749999983 ... jw01537024001_0310a_00001_nrcblong_cal.fits
76.3775774999999 ... jw01537024001_0310a_00002_nrcblong_cal.fits
76.37757749999949 ... jw01537024001_0310a_00003_nrcblong_cal.fits
76.37757749999946 ... jw01537024001_0310a_00004_nrcblong_cal.fits
76.37757749999996 ... jw01537024001_0310k_00001_nrcblong_cal.fits
76.37757750000021 ... jw01537024001_0310k_00002_nrcblong_cal.fits
76.37757749999881 ... jw01537024001_0310k_00003_nrcblong_cal.fits
76.37757749999852 ... jw01537024001_0310k_00004_nrcblong_cal.fits
# Print Upper Limits
magupper_lvl2psf = jwst_obs.upper_limit(nsigma=5)
magupper_lvl2psf
array([20.58968801, 20.58968801, 20.58968801, 20.58968801, 20.589688 ,
20.589688 , 20.589688 , 20.589688 ])
5.-Stellar Field (LMC)#
5.1-Multiple, Level2 Files#
Now do the same thing for a larger group of stars and test for speed#
# Level 3 Files: NIRCam Data PID 1476 (LMC)
lvl3 = 'jw01476-o001_t001_nircam_clear-f150w_i2d.fits'
lvl3
'jw01476-o001_t001_nircam_clear-f150w_i2d.fits'
hdl = fits.open(lvl3)
hdr = hdl[0].header
asnfile = hdr['ASNTABLE']
lvl2 = []
asn_data = load_asn(open(asnfile))
for member in asn_data['products'][0]['members']:
lvl2.append(member['expname'])
lvl2 = [s for s in lvl2 if "nrca1" in s]
lvl2
['jw01476001007_02101_00001_nrca1_cal.fits',
'jw01476001007_02101_00002_nrca1_cal.fits',
'jw01476001007_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00001_nrca1_cal.fits',
'jw01476001008_02101_00002_nrca1_cal.fits',
'jw01476001008_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00004_nrca1_cal.fits',
'jw01476001008_02101_00005_nrca1_cal.fits',
'jw01476001008_02101_00006_nrca1_cal.fits']
# Find Stars in Level 3 File
# Get rough estimate of background (There are Better Ways to Do Background Subtraction)
bkgrms = MADStdBackgroundRMS()
mmm_bkg = MMMBackground()
#im = fits.open(lvl3)
l3 = datamodels.open(lvl3)
world_to_detector = l3.meta.wcs.get_transform('world', 'detector')
detector_to_world = l3.meta.wcs.get_transform('detector', 'world')
im = l3.data
std = bkgrms(im)
bkg = mmm_bkg(im)
data_bkgsub = im.copy()
data_bkgsub -= bkg
sigma_psf = 1.636 # pixls for F770W
threshold = 5.
daofind = DAOStarFinder(threshold=threshold * std, fwhm=sigma_psf, exclude_border=True)
found_stars = daofind(data_bkgsub)
WARNING: Input data contains invalid values (NaNs or infs), which were automatically clipped. [astropy.stats.sigma_clipping]
WARNING: Input data contains invalid values (NaNs or infs), which were automatically clipped. [astropy.stats.sigma_clipping]
found_stars
QTable length=181205
| id | xcentroid | ycentroid | sharpness | roundness1 | roundness2 | npix | peak | flux | mag | daofind_mag |
|---|---|---|---|---|---|---|---|---|---|---|
| int64 | float64 | float64 | float64 | float32 | float64 | int64 | float32 | float32 | float32 | float64 |
| 1 | 2313.3287189098446 | 7.418608437624197 | 0.7446822493386897 | -0.38287356 | -0.0021186231437326794 | 25 | 42.35397 | 225.19717 | -5.8814073 | -2.5949932444147947 |
| 2 | 2344.573739426984 | 9.223041629273206 | 0.7697397335648943 | -0.4830352 | -0.16946674599760295 | 25 | 6.6203756 | 21.247614 | -3.3182755 | -0.6746479762702635 |
| 3 | 2560.7205854678987 | 9.087191255529728 | 0.7481962283305036 | -0.17012382 | 0.01912173098190348 | 25 | 22.720816 | 108.35723 | -5.087145 | -1.9769299220975927 |
| 4 | 2606.264299066678 | 9.219763388339555 | 0.799385690073085 | -0.7925448 | -0.534048895296858 | 25 | 12.023995 | 51.294064 | -4.275168 | -1.2851788338694474 |
| 5 | 2365.6901684620743 | 9.660177058444978 | 0.5867563795070804 | 0.7219102 | -0.11978713576672471 | 25 | 4.856379 | 47.12281 | -4.183078 | -0.23420577310252755 |
| 6 | 2503.3299174138374 | 11.939764596770704 | 0.6828635611077555 | 0.45814937 | 0.5950932773744801 | 25 | 8.912011 | 66.9013 | -4.563586 | -0.8152359719820068 |
| 7 | 2771.2269329784385 | 10.391461537767237 | 0.7330543571429974 | -0.74276316 | 0.0547458922193978 | 25 | 5.1248527 | 31.874601 | -3.758612 | -0.25579364047328695 |
| 8 | 3020.4828668349874 | 10.797230205329925 | 0.6579469908637298 | 0.14874619 | -0.3517858029086896 | 25 | 7.2534704 | 110.683914 | -5.1102114 | -0.21906912309709412 |
| 9 | 1245.6381466029138 | 11.8448059465861 | 0.7131183985697199 | -0.53929543 | 0.01689903904281971 | 25 | 8.414741 | 60.637016 | -4.456845 | -0.775390981231392 |
| ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... |
| 181196 | 11112.378886899323 | 5927.737739613668 | 0.7393496001399263 | -0.5313728 | -0.38272334041936795 | 25 | 42.465847 | 208.59674 | -5.798269 | -2.656204414804193 |
| 181197 | 11232.87874396212 | 5928.32481580994 | 0.9648221431233467 | 0.19713616 | 0.289054116450118 | 25 | 51.77685 | 89.3081 | -4.877227 | -2.8609615044029955 |
| 181198 | 11317.544143240448 | 5927.488959392377 | 0.6927646043623884 | 0.70228857 | 0.18617117155541382 | 25 | 28.041714 | 160.8609 | -5.516126 | -2.1939598986053865 |
| 181199 | 10414.932681608467 | 5930.5966351994475 | 0.7445963467774885 | -0.27667266 | 0.5061182059292415 | 25 | 3.881949 | 16.504747 | -3.0440223 | -0.1260060086984679 |
| 181200 | 10418.217674472446 | 5930.274781238321 | 0.7081975346592061 | -0.4186947 | 0.05817549837642405 | 25 | 4.341253 | 27.54334 | -3.6000416 | -0.08680561668562715 |
| 181201 | 10510.60652878454 | 5930.289273236757 | 0.5816827202240953 | 0.58912677 | 0.38737318596250875 | 25 | 5.3585515 | 40.969482 | -4.0311513 | -0.434817461622716 |
| 181202 | 11297.350297059995 | 5932.036767488034 | 0.6928995087001077 | -0.29622114 | -0.31362467103372066 | 25 | 16.547228 | 74.35571 | -4.6782856 | -1.652700190487757 |
| 181203 | 11216.187450329457 | 5935.176259243073 | 0.7746002959223312 | 0.29192656 | 0.10311733040634577 | 25 | 41.81277 | 184.20015 | -5.663225 | -2.6467779043200883 |
| 181204 | 11271.545821927133 | 5935.969157987485 | 0.6732575022838124 | 0.051308487 | -0.03312223067514589 | 25 | 21.114328 | 114.448 | -5.1465206 | -1.9881028211714535 |
| 181205 | 11292.832834484616 | 5936.963847062794 | 0.7135145246607347 | 0.52200544 | 0.01133320623977399 | 25 | 8.107084 | 28.340014 | -3.6310003 | -0.9370054387830374 |
# Filter out only stars you want
plt.figure(figsize=(12, 8))
plt.clf()
ax1 = plt.subplot(2, 1, 1)
ax1.set_xlabel('mag')
ax1.set_ylabel('sharpness')
xlim0 = np.nanmin(found_stars['mag']) - 0.25
xlim1 = np.nanmax(found_stars['mag']) + 0.25
ylim0 = np.nanmin(found_stars['sharpness']) - 0.15
ylim1 = np.nanmax(found_stars['sharpness']) + 0.15
ax1.set_xlim(xlim0, xlim1)
ax1.set_ylim(ylim0, ylim1)
ax1.scatter(found_stars['mag'], found_stars['sharpness'], s=10, color='k')
sh_inf = 0.40
sh_sup = 0.82
lmag_lim = -1.0
umag_lim = -6.0
ax1.plot([xlim0, xlim1], [sh_sup, sh_sup], color='r', lw=3, ls='--')
ax1.plot([xlim0, xlim1], [sh_inf, sh_inf], color='r', lw=3, ls='--')
ax1.plot([lmag_lim, lmag_lim], [ylim0, ylim1], color='r', lw=3, ls='--')
ax1.plot([umag_lim, umag_lim], [ylim0, ylim1], color='r', lw=3, ls='--')
ax2 = plt.subplot(2, 1, 2)
ax2.set_xlabel('mag')
ax2.set_ylabel('roundness')
ylim0 = np.min(found_stars['roundness2']) - 0.25
ylim1 = np.max(found_stars['roundness2']) - 0.25
ax2.set_xlim(xlim0, xlim1)
ax2.set_ylim(ylim0, ylim1)
round_inf = -0.40
round_sup = 0.40
ax2.scatter(found_stars['mag'], found_stars['roundness2'], s=10, color='k')
ax2.plot([xlim0, xlim1], [round_sup, round_sup], color='r', lw=3, ls='--')
ax2.plot([xlim0, xlim1], [round_inf, round_inf], color='r', lw=3, ls='--')
ax2.plot([lmag_lim, lmag_lim], [ylim0, ylim1], color='r', lw=3, ls='--')
ax2.plot([umag_lim, umag_lim], [ylim0, ylim1], color='r', lw=3, ls='--')
plt.tight_layout()
mask = ((found_stars['mag'] < lmag_lim) & (found_stars['mag'] > umag_lim) & (found_stars['roundness2'] > round_inf)
& (found_stars['roundness2'] < round_sup) & (found_stars['sharpness'] > sh_inf)
& (found_stars['sharpness'] < sh_sup) & (found_stars['flux'] > 100)
& (found_stars['xcentroid'] > 1860) & (found_stars['xcentroid'] < 2000)
& (found_stars['ycentroid'] > 1790) & (found_stars['ycentroid'] < 1960))
found_stars_sel = found_stars[mask]
print('Number of stars found originally:', len(found_stars))
print('Number of stars in final selection:', len(found_stars_sel))
Number of stars found originally: 181205
Number of stars in final selection: 6
found_stars_sel
QTable length=6
| id | xcentroid | ycentroid | sharpness | roundness1 | roundness2 | npix | peak | flux | mag | daofind_mag |
|---|---|---|---|---|---|---|---|---|---|---|
| int64 | float64 | float64 | float64 | float32 | float64 | int64 | float32 | float32 | float32 | float64 |
| 53258 | 1968.5499034441623 | 1828.452631480554 | 0.7079463050155727 | -0.39798597 | -0.014642887319811747 | 25 | 24.124352 | 144.3711 | -5.3987007 | -1.9873219080993556 |
| 53421 | 1865.5484090959787 | 1833.9089876765177 | 0.7137229500980935 | -0.17277618 | -0.1391658978837071 | 25 | 27.868929 | 159.93228 | -5.50984 | -2.159877268737292 |
| 53475 | 1964.4715749208615 | 1835.6779463000973 | 0.7129834807605456 | -0.38494635 | -0.08414134843608757 | 25 | 26.302551 | 155.98509 | -5.4827075 | -2.0826974392107815 |
| 55188 | 1919.4093826503133 | 1894.2975854653123 | 0.6991153844204879 | 0.20862083 | 0.001962836344032932 | 25 | 32.16773 | 193.24608 | -5.7152767 | -2.306457218041022 |
| 56463 | 1876.4464859015268 | 1939.395221599981 | 0.7367090535226999 | 0.33246145 | 0.07466344671571769 | 25 | 20.63437 | 112.3889 | -5.126808 | -1.8233339025167323 |
| 56901 | 1923.0455541569377 | 1953.5041618492298 | 0.7199616306873369 | 0.08072378 | 0.11365623794962304 | 25 | 27.795973 | 148.24518 | -5.4274516 | -2.1801970034634808 |
# Convert pixel to wcs coords
#skycoords = w.pixel_to_world(found_stars_sel['xcentroid'], found_stars_sel['ycentroid'])
skycoords = detector_to_world(found_stars_sel['xcentroid'], found_stars_sel['ycentroid'])
skycoords = [SkyCoord(ra, dec, unit='deg') for ra, dec in zip(skycoords[0], skycoords[1])]
len(skycoords)
6
lvl2
['jw01476001007_02101_00001_nrca1_cal.fits',
'jw01476001007_02101_00002_nrca1_cal.fits',
'jw01476001007_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00001_nrca1_cal.fits',
'jw01476001008_02101_00002_nrca1_cal.fits',
'jw01476001008_02101_00003_nrca1_cal.fits',
'jw01476001008_02101_00004_nrca1_cal.fits',
'jw01476001008_02101_00005_nrca1_cal.fits',
'jw01476001008_02101_00006_nrca1_cal.fits']
file = lvl2[0]
dq = fits.open(file)['DQ', 1].data
dq[233, 340]
np.uint32(0)
# Change all DQ flagged pixels to NANs
for file in lvl2:
hdul = fits.open(file, mode='update')
data = fits.open(file)['SCI', 1].data
dq = fits.open(file)['DQ', 1].data
data[dq == 262657] = np.nan
data[dq == 262661] = np.nan
hdul['SCI', 1].data = data
hdul.flush()
# Create a grid for fast lookup using STPSF. The larger the grid, the better the photometric precision.
# Developer note. Would be great to have a fast/approximate look up table.
jwst_obs = space_phot.observation2(lvl2)
grid = space_phot.util.get_jwst_psf_grid(jwst_obs, num_psfs=4)
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/O2022071001-NRCA3_FP1-0.fits to data/stpsf-data/MAST_JWST_WSS_OPDs/O2022071001-NRCA3_FP1-0.fits ...
[Done]
# Now Loop Through All Stars and Build Photometry Table
counter = 0.
badindex = []
jwst_obs = space_phot.observation2(lvl2)
for source_location in skycoords:
tic = time.perf_counter()
print('Starting', counter+1., ' of', len(skycoords), ':', source_location)
psfs = space_phot.util.get_jwst_psf_from_grid(jwst_obs, source_location, grid)
jwst_obs.psf_photometry(
psfs,
source_location,
bounds={
'flux': [-100, 1000],
'centroid': [-2., 2.],
'bkg': [0, 50]
},
fit_width=3,
fit_bkg=False,
fit_flux='single',
maxiter=5000
)
jwst_obs.plot_psf_fit()
plt.show()
ra = jwst_obs.psf_result.phot_cal_table['ra'][0]
dec = jwst_obs.psf_result.phot_cal_table['dec'][0]
mag_arr = jwst_obs.psf_result.phot_cal_table['mag']
magerr_arr = jwst_obs.psf_result.phot_cal_table['magerr']
mag_lvl2psf = np.mean(mag_arr)
magerr_lvl2psf = math.sqrt(sum(p**2 for p in magerr_arr))
if counter == 0:
df = pd.DataFrame(np.array([[ra, dec, mag_lvl2psf, magerr_lvl2psf]]), columns=['ra', 'dec', 'mag', 'magerr'])
else:
df_add = pd.DataFrame(np.array([[ra, dec, mag_lvl2psf, magerr_lvl2psf]]), columns=['ra', 'dec', 'mag', 'magerr'])
df = pd.concat([df, df_add], ignore_index=True)
counter = counter + 1.
toc = time.perf_counter()
print("Elapsed Time for Photometry:", toc - tic)
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
Starting 1.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36398432, -69.46163674)>
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -4218.423 < inf | logz: -4223.731 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -3891.762 < inf | logz: -3897.080 +/- 0.230 | dlogz: 4049.256 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -3350.814 < inf | logz: -3356.142 +/- 0.230 | dlogz: 3722.595 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -3262.301 < inf | logz: -3267.639 +/- 0.230 | dlogz: 3181.647 > 0.109
iter: 5 | bound: 0 | nc: 2 | ncall: 106 | eff(%): 4.717 | loglstar: -inf < -2290.368 < inf | logz: -2295.716 +/- 0.231 | dlogz: 3093.134 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 5.607 | loglstar: -inf < -2258.459 < inf | logz: -2263.817 +/- 0.231 | dlogz: 2121.201 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 6.481 | loglstar: -inf < -2032.760 < inf | logz: -2038.128 +/- 0.231 | dlogz: 2089.292 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 7.339 | loglstar: -inf < -1900.194 < inf | logz: -1905.572 +/- 0.231 | dlogz: 1863.593 > 0.109
iter: 9 | bound: 0 | nc: 2 | ncall: 111 | eff(%): 8.108 | loglstar: -inf < -1897.741 < inf | logz: -1902.969 +/- 0.220 | dlogz: 1731.026 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 8.929 | loglstar: -inf < -1859.507 < inf | logz: -1864.904 +/- 0.232 | dlogz: 1728.414 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 9.735 | loglstar: -inf < -1722.799 < inf | logz: -1728.207 +/- 0.232 | dlogz: 1690.339 > 0.109
iter: 12 | bound: 0 | nc: 2 | ncall: 115 | eff(%): 10.435 | loglstar: -inf < -1618.502 < inf | logz: -1623.920 +/- 0.232 | dlogz: 1553.632 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 11.207 | loglstar: -inf < -1437.449 < inf | logz: -1442.876 +/- 0.232 | dlogz: 1449.335 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 11.966 | loglstar: -inf < -1430.551 < inf | logz: -1435.986 +/- 0.232 | dlogz: 1268.281 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 12.712 | loglstar: -inf < -1368.840 < inf | logz: -1374.288 +/- 0.233 | dlogz: 1261.382 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 13.445 | loglstar: -inf < -1291.341 < inf | logz: -1296.798 +/- 0.233 | dlogz: 1199.673 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 14.167 | loglstar: -inf < -1225.760 < inf | logz: -1231.227 +/- 0.233 | dlogz: 1122.173 > 0.109
iter: 18 | bound: 0 | nc: 2 | ncall: 122 | eff(%): 14.754 | loglstar: -inf < -1197.489 < inf | logz: -1202.967 +/- 0.233 | dlogz: 1056.592 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 15.447 | loglstar: -inf < -983.197 < inf | logz: -988.684 +/- 0.234 | dlogz: 1028.322 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.129 | loglstar: -inf < -958.902 < inf | logz: -964.399 +/- 0.234 | dlogz: 814.029 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 16.800 | loglstar: -inf < -956.851 < inf | logz: -962.128 +/- 0.220 | dlogz: 789.734 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 17.460 | loglstar: -inf < -923.053 < inf | logz: -928.570 +/- 0.234 | dlogz: 787.453 > 0.109
iter: 23 | bound: 0 | nc: 4 | ncall: 130 | eff(%): 17.692 | loglstar: -inf < -911.244 < inf | logz: -916.772 +/- 0.235 | dlogz: 753.886 > 0.109
iter: 24 | bound: 0 | nc: 2 | ncall: 132 | eff(%): 18.182 | loglstar: -inf < -827.823 < inf | logz: -833.360 +/- 0.235 | dlogz: 742.077 > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 134 | eff(%): 18.657 | loglstar: -inf < -819.246 < inf | logz: -824.793 +/- 0.235 | dlogz: 658.655 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 19.259 | loglstar: -inf < -802.714 < inf | logz: -808.271 +/- 0.235 | dlogz: 650.079 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 19.853 | loglstar: -inf < -801.617 < inf | logz: -806.671 +/- 0.214 | dlogz: 633.547 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 20.438 | loglstar: -inf < -797.230 < inf | logz: -802.774 +/- 0.232 | dlogz: 631.937 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 21.014 | loglstar: -inf < -780.791 < inf | logz: -786.377 +/- 0.236 | dlogz: 628.030 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 21.583 | loglstar: -inf < -755.479 < inf | logz: -761.076 +/- 0.236 | dlogz: 611.623 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 22.143 | loglstar: -inf < -738.856 < inf | logz: -744.463 +/- 0.236 | dlogz: 586.311 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 22.695 | loglstar: -inf < -720.031 < inf | logz: -725.648 +/- 0.236 | dlogz: 569.689 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 23.239 | loglstar: -inf < -655.074 < inf | logz: -660.701 +/- 0.237 | dlogz: 550.864 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 23.776 | loglstar: -inf < -648.317 < inf | logz: -653.951 +/- 0.236 | dlogz: 485.907 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 24.306 | loglstar: -inf < -631.428 < inf | logz: -637.074 +/- 0.237 | dlogz: 479.147 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 24.828 | loglstar: -inf < -609.340 < inf | logz: -614.997 +/- 0.237 | dlogz: 462.260 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 25.342 | loglstar: -inf < -604.613 < inf | logz: -610.262 +/- 0.235 | dlogz: 440.173 > 0.109
iter: 38 | bound: 0 | nc: 3 | ncall: 149 | eff(%): 25.503 | loglstar: -inf < -596.950 < inf | logz: -602.625 +/- 0.237 | dlogz: 435.428 > 0.109
iter: 39 | bound: 0 | nc: 2 | ncall: 151 | eff(%): 25.828 | loglstar: -inf < -596.426 < inf | logz: -601.328 +/- 0.214 | dlogz: 427.782 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 26.316 | loglstar: -inf < -595.049 < inf | logz: -600.152 +/- 0.209 | dlogz: 426.474 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 26.797 | loglstar: -inf < -586.749 < inf | logz: -592.454 +/- 0.238 | dlogz: 425.288 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 27.273 | loglstar: -inf < -583.829 < inf | logz: -589.442 +/- 0.230 | dlogz: 417.581 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 27.742 | loglstar: -inf < -578.699 < inf | logz: -584.413 +/- 0.237 | dlogz: 414.559 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 28.205 | loglstar: -inf < -578.492 < inf | logz: -583.256 +/- 0.214 | dlogz: 409.520 > 0.109
iter: 45 | bound: 0 | nc: 2 | ncall: 158 | eff(%): 28.481 | loglstar: -inf < -572.718 < inf | logz: -578.453 +/- 0.237 | dlogz: 408.352 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 28.931 | loglstar: -inf < -565.996 < inf | logz: -571.749 +/- 0.239 | dlogz: 403.540 > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 161 | eff(%): 29.193 | loglstar: -inf < -564.381 < inf | logz: -569.811 +/- 0.222 | dlogz: 396.826 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 162 | eff(%): 29.630 | loglstar: -inf < -556.701 < inf | logz: -562.476 +/- 0.240 | dlogz: 394.877 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 30.061 | loglstar: -inf < -546.922 < inf | logz: -552.708 +/- 0.240 | dlogz: 387.532 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 30.488 | loglstar: -inf < -545.935 < inf | logz: -551.172 +/- 0.219 | dlogz: 377.755 > 0.109
iter: 51 | bound: 0 | nc: 3 | ncall: 167 | eff(%): 30.539 | loglstar: -inf < -544.390 < inf | logz: -549.732 +/- 0.216 | dlogz: 376.209 > 0.109
iter: 52 | bound: 0 | nc: 3 | ncall: 170 | eff(%): 30.588 | loglstar: -inf < -538.264 < inf | logz: -544.074 +/- 0.240 | dlogz: 374.759 > 0.109
iter: 53 | bound: 0 | nc: 2 | ncall: 172 | eff(%): 30.814 | loglstar: -inf < -532.240 < inf | logz: -538.061 +/- 0.240 | dlogz: 369.091 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 31.214 | loglstar: -inf < -526.407 < inf | logz: -532.237 +/- 0.240 | dlogz: 363.068 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 31.609 | loglstar: -inf < -513.728 < inf | logz: -519.573 +/- 0.241 | dlogz: 357.234 > 0.109
iter: 56 | bound: 0 | nc: 4 | ncall: 178 | eff(%): 31.461 | loglstar: -inf < -513.016 < inf | logz: -518.185 +/- 0.219 | dlogz: 344.560 > 0.109
iter: 57 | bound: 0 | nc: 2 | ncall: 180 | eff(%): 31.667 | loglstar: -inf < -512.617 < inf | logz: -517.378 +/- 0.208 | dlogz: 343.162 > 0.109
iter: 58 | bound: 0 | nc: 4 | ncall: 184 | eff(%): 31.522 | loglstar: -inf < -510.549 < inf | logz: -516.011 +/- 0.215 | dlogz: 342.345 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 31.892 | loglstar: -inf < -510.503 < inf | logz: -515.161 +/- 0.206 | dlogz: 340.969 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 186 | eff(%): 32.258 | loglstar: -inf < -507.703 < inf | logz: -513.359 +/- 0.223 | dlogz: 340.108 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 188 | eff(%): 32.447 | loglstar: -inf < -504.710 < inf | logz: -510.507 +/- 0.233 | dlogz: 338.296 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 190 | eff(%): 32.632 | loglstar: -inf < -499.390 < inf | logz: -505.294 +/- 0.241 | dlogz: 335.434 > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 192 | eff(%): 32.812 | loglstar: -inf < -499.068 < inf | logz: -504.091 +/- 0.219 | dlogz: 330.212 > 0.109
iter: 64 | bound: 0 | nc: 7 | ncall: 199 | eff(%): 32.161 | loglstar: -inf < -485.625 < inf | logz: -491.561 +/- 0.243 | dlogz: 328.999 > 0.109
iter: 65 | bound: 0 | nc: 3 | ncall: 202 | eff(%): 32.178 | loglstar: -inf < -484.115 < inf | logz: -489.693 +/- 0.226 | dlogz: 316.458 > 0.109
iter: 66 | bound: 0 | nc: 3 | ncall: 205 | eff(%): 32.195 | loglstar: -inf < -481.848 < inf | logz: -487.576 +/- 0.228 | dlogz: 314.580 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 32.524 | loglstar: -inf < -480.517 < inf | logz: -486.013 +/- 0.221 | dlogz: 312.454 > 0.109
iter: 68 | bound: 0 | nc: 2 | ncall: 208 | eff(%): 32.692 | loglstar: -inf < -477.595 < inf | logz: -483.438 +/- 0.233 | dlogz: 310.881 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 209 | eff(%): 33.014 | loglstar: -inf < -476.711 < inf | logz: -482.060 +/- 0.219 | dlogz: 308.296 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 210 | eff(%): 33.333 | loglstar: -inf < -474.129 < inf | logz: -479.925 +/- 0.229 | dlogz: 306.908 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 212 | eff(%): 33.491 | loglstar: -inf < -472.233 < inf | logz: -477.949 +/- 0.227 | dlogz: 304.763 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 213 | eff(%): 33.803 | loglstar: -inf < -471.839 < inf | logz: -476.905 +/- 0.215 | dlogz: 302.777 > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 214 | eff(%): 34.112 | loglstar: -inf < -471.325 < inf | logz: -476.200 +/- 0.207 | dlogz: 301.723 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 34.419 | loglstar: -inf < -468.882 < inf | logz: -474.606 +/- 0.222 | dlogz: 301.008 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 216 | eff(%): 34.722 | loglstar: -inf < -466.824 < inf | logz: -472.604 +/- 0.227 | dlogz: 299.404 > 0.109
iter: 76 | bound: 0 | nc: 4 | ncall: 220 | eff(%): 34.545 | loglstar: -inf < -462.458 < inf | logz: -468.483 +/- 0.242 | dlogz: 297.392 > 0.109
iter: 77 | bound: 0 | nc: 2 | ncall: 222 | eff(%): 34.685 | loglstar: -inf < -459.484 < inf | logz: -465.449 +/- 0.238 | dlogz: 293.262 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 223 | eff(%): 34.978 | loglstar: -inf < -454.904 < inf | logz: -460.957 +/- 0.243 | dlogz: 290.217 > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 224 | eff(%): 35.268 | loglstar: -inf < -445.376 < inf | logz: -451.460 +/- 0.246 | dlogz: 285.716 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 225 | eff(%): 35.556 | loglstar: -inf < -442.430 < inf | logz: -448.424 +/- 0.238 | dlogz: 276.209 > 0.109
iter: 81 | bound: 0 | nc: 5 | ncall: 230 | eff(%): 35.217 | loglstar: -inf < -441.200 < inf | logz: -446.823 +/- 0.225 | dlogz: 273.162 > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 231 | eff(%): 35.498 | loglstar: -inf < -440.073 < inf | logz: -445.570 +/- 0.219 | dlogz: 280.907 > 0.109
iter: 83 | bound: 0 | nc: 6 | ncall: 237 | eff(%): 35.021 | loglstar: -inf < -430.468 < inf | logz: -436.592 +/- 0.247 | dlogz: 279.644 > 0.109
iter: 84 | bound: 0 | nc: 7 | ncall: 244 | eff(%): 34.426 | loglstar: -inf < -425.081 < inf | logz: -431.206 +/- 0.246 | dlogz: 270.656 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 245 | eff(%): 34.694 | loglstar: -inf < -423.195 < inf | logz: -429.072 +/- 0.232 | dlogz: 265.260 > 0.109
iter: 86 | bound: 0 | nc: 7 | ncall: 252 | eff(%): 34.127 | loglstar: -inf < -423.081 < inf | logz: -428.113 +/- 0.218 | dlogz: 263.116 > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 253 | eff(%): 34.387 | loglstar: -inf < -421.153 < inf | logz: -426.849 +/- 0.221 | dlogz: 262.148 > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 256 | eff(%): 34.375 | loglstar: -inf < -417.884 < inf | logz: -423.963 +/- 0.239 | dlogz: 260.874 > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 258 | eff(%): 34.496 | loglstar: -inf < -416.944 < inf | logz: -422.527 +/- 0.225 | dlogz: 257.978 > 0.109
iter: 90 | bound: 0 | nc: 10 | ncall: 268 | eff(%): 33.582 | loglstar: -inf < -410.510 < inf | logz: -416.700 +/- 0.248 | dlogz: 256.531 > 0.109
iter: 91 | bound: 0 | nc: 6 | ncall: 274 | eff(%): 33.212 | loglstar: -inf < -406.148 < inf | logz: -412.327 +/- 0.246 | dlogz: 250.694 > 0.109
iter: 92 | bound: 0 | nc: 5 | ncall: 279 | eff(%): 32.975 | loglstar: -inf < -405.791 < inf | logz: -411.119 +/- 0.225 | dlogz: 246.312 > 0.109
iter: 93 | bound: 0 | nc: 3 | ncall: 282 | eff(%): 32.979 | loglstar: -inf < -405.377 < inf | logz: -410.413 +/- 0.215 | dlogz: 245.094 > 0.109
iter: 94 | bound: 0 | nc: 5 | ncall: 287 | eff(%): 32.753 | loglstar: -inf < -404.674 < inf | logz: -409.765 +/- 0.209 | dlogz: 244.378 > 0.109
iter: 95 | bound: 0 | nc: 4 | ncall: 291 | eff(%): 32.646 | loglstar: -inf < -404.233 < inf | logz: -409.173 +/- 0.205 | dlogz: 243.720 > 0.109
iter: 96 | bound: 0 | nc: 6 | ncall: 297 | eff(%): 32.323 | loglstar: -inf < -403.407 < inf | logz: -408.540 +/- 0.205 | dlogz: 243.118 > 0.109
iter: 97 | bound: 0 | nc: 3 | ncall: 300 | eff(%): 32.333 | loglstar: -inf < -403.337 < inf | logz: -408.028 +/- 0.201 | dlogz: 242.475 > 0.109
iter: 98 | bound: 0 | nc: 4 | ncall: 304 | eff(%): 32.237 | loglstar: -inf < -397.761 < inf | logz: -404.012 +/- 0.247 | dlogz: 241.953 > 0.109
iter: 99 | bound: 0 | nc: 3 | ncall: 307 | eff(%): 32.248 | loglstar: -inf < -396.543 < inf | logz: -402.356 +/- 0.230 | dlogz: 237.927 > 0.109
iter: 100 | bound: 0 | nc: 2 | ncall: 309 | eff(%): 32.362 | loglstar: -inf < -395.687 < inf | logz: -401.233 +/- 0.222 | dlogz: 236.261 > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 311 | eff(%): 32.476 | loglstar: -inf < -394.995 < inf | logz: -400.355 +/- 0.216 | dlogz: 235.128 > 0.109
iter: 102 | bound: 0 | nc: 3 | ncall: 314 | eff(%): 32.484 | loglstar: -inf < -393.797 < inf | logz: -399.376 +/- 0.216 | dlogz: 234.240 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 315 | eff(%): 32.698 | loglstar: -inf < -393.349 < inf | logz: -398.579 +/- 0.212 | dlogz: 233.251 > 0.109
iter: 104 | bound: 0 | nc: 2 | ncall: 317 | eff(%): 32.808 | loglstar: -inf < -392.617 < inf | logz: -397.875 +/- 0.210 | dlogz: 232.444 > 0.109
iter: 105 | bound: 0 | nc: 2 | ncall: 319 | eff(%): 32.915 | loglstar: -inf < -391.057 < inf | logz: -396.795 +/- 0.217 | dlogz: 231.730 > 0.109
iter: 106 | bound: 0 | nc: 3 | ncall: 322 | eff(%): 32.919 | loglstar: -inf < -390.891 < inf | logz: -396.016 +/- 0.213 | dlogz: 230.640 > 0.109
iter: 107 | bound: 0 | nc: 2 | ncall: 324 | eff(%): 33.025 | loglstar: -inf < -388.608 < inf | logz: -394.597 +/- 0.226 | dlogz: 229.852 > 0.109
iter: 108 | bound: 0 | nc: 2 | ncall: 326 | eff(%): 33.129 | loglstar: -inf < -388.512 < inf | logz: -393.708 +/- 0.218 | dlogz: 228.422 > 0.109
iter: 109 | bound: 0 | nc: 3 | ncall: 329 | eff(%): 33.131 | loglstar: -inf < -387.868 < inf | logz: -393.074 +/- 0.213 | dlogz: 227.524 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 330 | eff(%): 33.333 | loglstar: -inf < -382.128 < inf | logz: -388.508 +/- 0.250 | dlogz: 226.879 > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 332 | eff(%): 33.434 | loglstar: -inf < -382.122 < inf | logz: -387.422 +/- 0.229 | dlogz: 222.303 > 0.109
iter: 112 | bound: 0 | nc: 12 | ncall: 344 | eff(%): 32.558 | loglstar: -inf < -381.995 < inf | logz: -386.890 +/- 0.218 | dlogz: 221.208 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 32.754 | loglstar: -inf < -381.961 < inf | logz: -386.525 +/- 0.210 | dlogz: 220.666 > 0.109
iter: 114 | bound: 0 | nc: 2 | ncall: 347 | eff(%): 32.853 | loglstar: -inf < -381.488 < inf | logz: -386.187 +/- 0.205 | dlogz: 220.290 > 0.109
iter: 115 | bound: 0 | nc: 4 | ncall: 351 | eff(%): 32.764 | loglstar: -inf < -381.338 < inf | logz: -385.866 +/- 0.201 | dlogz: 219.943 > 0.109
iter: 116 | bound: 0 | nc: 7 | ncall: 358 | eff(%): 32.402 | loglstar: -inf < -381.015 < inf | logz: -385.568 +/- 0.198 | dlogz: 219.612 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 361 | eff(%): 32.410 | loglstar: -inf < -380.389 < inf | logz: -385.214 +/- 0.197 | dlogz: 219.304 > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 362 | eff(%): 32.597 | loglstar: -inf < -380.040 < inf | logz: -384.831 +/- 0.196 | dlogz: 218.939 > 0.109
iter: 119 | bound: 0 | nc: 5 | ncall: 367 | eff(%): 32.425 | loglstar: -inf < -380.019 < inf | logz: -384.515 +/- 0.195 | dlogz: 218.547 > 0.109
iter: 120 | bound: 0 | nc: 4 | ncall: 371 | eff(%): 32.345 | loglstar: -inf < -376.791 < inf | logz: -382.997 +/- 0.229 | dlogz: 218.221 > 0.109
iter: 121 | bound: 0 | nc: 1 | ncall: 372 | eff(%): 32.527 | loglstar: -inf < -375.334 < inf | logz: -381.401 +/- 0.231 | dlogz: 216.693 > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 375 | eff(%): 32.533 | loglstar: -inf < -374.487 < inf | logz: -380.258 +/- 0.225 | dlogz: 215.087 > 0.109
iter: 123 | bound: 0 | nc: 2 | ncall: 377 | eff(%): 32.626 | loglstar: -inf < -374.103 < inf | logz: -379.486 +/- 0.219 | dlogz: 243.738 > 0.109
iter: 124 | bound: 0 | nc: 11 | ncall: 388 | eff(%): 31.959 | loglstar: -inf < -371.371 < inf | logz: -377.664 +/- 0.236 | dlogz: 242.955 > 0.109
iter: 125 | bound: 0 | nc: 2 | ncall: 390 | eff(%): 32.051 | loglstar: -inf < -371.071 < inf | logz: -376.623 +/- 0.226 | dlogz: 241.124 > 0.109
iter: 126 | bound: 0 | nc: 1 | ncall: 391 | eff(%): 32.225 | loglstar: -inf < -370.250 < inf | logz: -375.833 +/- 0.220 | dlogz: 240.073 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 392 | eff(%): 32.398 | loglstar: -inf < -369.069 < inf | logz: -374.878 +/- 0.221 | dlogz: 239.273 > 0.109
iter: 128 | bound: 0 | nc: 2 | ncall: 394 | eff(%): 32.487 | loglstar: -inf < -365.035 < inf | logz: -371.552 +/- 0.250 | dlogz: 238.308 > 0.109
iter: 129 | bound: 0 | nc: 3 | ncall: 397 | eff(%): 32.494 | loglstar: -inf < -363.216 < inf | logz: -369.509 +/- 0.240 | dlogz: 234.972 > 0.109
iter: 130 | bound: 0 | nc: 4 | ncall: 401 | eff(%): 32.419 | loglstar: -inf < -362.382 < inf | logz: -368.271 +/- 0.230 | dlogz: 232.919 > 0.109
iter: 131 | bound: 0 | nc: 11 | ncall: 412 | eff(%): 31.796 | loglstar: -inf < -361.605 < inf | logz: -367.332 +/- 0.224 | dlogz: 231.671 > 0.109
iter: 132 | bound: 0 | nc: 2 | ncall: 414 | eff(%): 31.884 | loglstar: -inf < -361.197 < inf | logz: -366.622 +/- 0.219 | dlogz: 230.722 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 417 | eff(%): 31.894 | loglstar: -inf < -360.002 < inf | logz: -365.789 +/- 0.220 | dlogz: 230.002 > 0.109
iter: 134 | bound: 0 | nc: 1 | ncall: 418 | eff(%): 32.057 | loglstar: -inf < -359.651 < inf | logz: -365.076 +/- 0.217 | dlogz: 229.159 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 419 | eff(%): 32.220 | loglstar: -inf < -359.220 < inf | logz: -364.515 +/- 0.213 | dlogz: 228.436 > 0.109
iter: 136 | bound: 0 | nc: 4 | ncall: 423 | eff(%): 32.151 | loglstar: -inf < -358.983 < inf | logz: -364.055 +/- 0.210 | dlogz: 227.865 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 425 | eff(%): 32.235 | loglstar: -inf < -356.939 < inf | logz: -363.033 +/- 0.223 | dlogz: 227.396 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 426 | eff(%): 32.394 | loglstar: -inf < -356.588 < inf | logz: -362.175 +/- 0.220 | dlogz: 226.363 > 0.109
iter: 139 | bound: 0 | nc: 2 | ncall: 428 | eff(%): 32.477 | loglstar: -inf < -355.986 < inf | logz: -361.509 +/- 0.217 | dlogz: 225.495 > 0.109
iter: 140 | bound: 0 | nc: 1 | ncall: 429 | eff(%): 32.634 | loglstar: -inf < -355.392 < inf | logz: -360.881 +/- 0.215 | dlogz: 224.820 > 0.109
iter: 141 | bound: 0 | nc: 3 | ncall: 432 | eff(%): 32.639 | loglstar: -inf < -349.572 < inf | logz: -356.261 +/- 0.256 | dlogz: 224.182 > 0.109
iter: 142 | bound: 0 | nc: 1 | ncall: 433 | eff(%): 32.794 | loglstar: -inf < -348.404 < inf | logz: -354.627 +/- 0.239 | dlogz: 219.551 > 0.109
iter: 143 | bound: 0 | nc: 4 | ncall: 437 | eff(%): 32.723 | loglstar: -inf < -347.369 < inf | logz: -353.428 +/- 0.232 | dlogz: 217.908 > 0.109
iter: 144 | bound: 0 | nc: 1 | ncall: 438 | eff(%): 32.877 | loglstar: -inf < -346.252 < inf | logz: -352.306 +/- 0.230 | dlogz: 216.698 > 0.109
iter: 145 | bound: 0 | nc: 9 | ncall: 447 | eff(%): 32.438 | loglstar: -inf < -345.312 < inf | logz: -351.280 +/- 0.227 | dlogz: 215.567 > 0.109
iter: 146 | bound: 0 | nc: 3 | ncall: 450 | eff(%): 32.444 | loglstar: -inf < -344.102 < inf | logz: -350.185 +/- 0.228 | dlogz: 214.531 > 0.109
iter: 147 | bound: 0 | nc: 11 | ncall: 461 | eff(%): 31.887 | loglstar: -inf < -343.618 < inf | logz: -349.339 +/- 0.224 | dlogz: 213.426 > 0.109
iter: 148 | bound: 0 | nc: 4 | ncall: 465 | eff(%): 31.828 | loglstar: -inf < -342.253 < inf | logz: -348.338 +/- 0.227 | dlogz: 212.570 > 0.109
iter: 149 | bound: 0 | nc: 2 | ncall: 467 | eff(%): 31.906 | loglstar: -inf < -341.998 < inf | logz: -347.576 +/- 0.222 | dlogz: 211.559 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 470 | eff(%): 31.915 | loglstar: -inf < -341.830 < inf | logz: -347.076 +/- 0.217 | dlogz: 210.787 > 0.109
iter: 151 | bound: 0 | nc: 4 | ncall: 474 | eff(%): 31.857 | loglstar: -inf < -341.769 < inf | logz: -346.714 +/- 0.213 | dlogz: 210.277 > 0.109
iter: 152 | bound: 0 | nc: 4 | ncall: 478 | eff(%): 31.799 | loglstar: -inf < -341.762 < inf | logz: -346.444 +/- 0.209 | dlogz: 209.905 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 479 | eff(%): 31.942 | loglstar: -inf < -341.480 < inf | logz: -346.202 +/- 0.205 | dlogz: 209.625 > 0.109
iter: 154 | bound: 0 | nc: 6 | ncall: 485 | eff(%): 31.753 | loglstar: -inf < -340.313 < inf | logz: -345.789 +/- 0.206 | dlogz: 209.373 > 0.109
iter: 155 | bound: 0 | nc: 1 | ncall: 486 | eff(%): 31.893 | loglstar: -inf < -340.184 < inf | logz: -345.353 +/- 0.207 | dlogz: 208.950 > 0.109
iter: 156 | bound: 0 | nc: 1 | ncall: 487 | eff(%): 32.033 | loglstar: -inf < -340.028 < inf | logz: -345.014 +/- 0.205 | dlogz: 208.504 > 0.109
iter: 157 | bound: 0 | nc: 6 | ncall: 493 | eff(%): 31.846 | loglstar: -inf < -338.874 < inf | logz: -344.519 +/- 0.209 | dlogz: 208.155 > 0.109
iter: 158 | bound: 0 | nc: 9 | ncall: 502 | eff(%): 31.474 | loglstar: -inf < -338.511 < inf | logz: -343.979 +/- 0.210 | dlogz: 207.651 > 0.109
iter: 159 | bound: 0 | nc: 2 | ncall: 504 | eff(%): 31.548 | loglstar: -inf < -338.463 < inf | logz: -343.575 +/- 0.209 | dlogz: 207.101 > 0.109
iter: 160 | bound: 0 | nc: 6 | ncall: 510 | eff(%): 31.373 | loglstar: -inf < -338.092 < inf | logz: -343.228 +/- 0.207 | dlogz: 206.686 > 0.109
iter: 161 | bound: 0 | nc: 2 | ncall: 512 | eff(%): 31.445 | loglstar: -inf < -335.601 < inf | logz: -342.053 +/- 0.230 | dlogz: 206.330 > 0.109
iter: 162 | bound: 0 | nc: 1 | ncall: 513 | eff(%): 31.579 | loglstar: -inf < -334.787 < inf | logz: -340.935 +/- 0.230 | dlogz: 205.144 > 0.109
iter: 163 | bound: 0 | nc: 1 | ncall: 514 | eff(%): 31.712 | loglstar: -inf < -333.741 < inf | logz: -339.914 +/- 0.230 | dlogz: 204.016 > 0.109
iter: 164 | bound: 0 | nc: 11 | ncall: 525 | eff(%): 31.238 | loglstar: -inf < -332.502 < inf | logz: -338.786 +/- 0.232 | dlogz: 202.986 > 0.109
iter: 165 | bound: 0 | nc: 2 | ncall: 527 | eff(%): 31.309 | loglstar: -inf < -332.184 < inf | logz: -337.983 +/- 0.227 | dlogz: 201.848 > 0.109
iter: 166 | bound: 0 | nc: 10 | ncall: 537 | eff(%): 30.912 | loglstar: -inf < -331.709 < inf | logz: -337.382 +/- 0.223 | dlogz: 201.035 > 0.109
iter: 167 | bound: 0 | nc: 3 | ncall: 540 | eff(%): 30.926 | loglstar: -inf < -330.576 < inf | logz: -336.624 +/- 0.224 | dlogz: 200.423 > 0.109
iter: 168 | bound: 0 | nc: 27 | ncall: 567 | eff(%): 29.630 | loglstar: -inf < -327.759 < inf | logz: -334.539 +/- 0.248 | dlogz: 199.656 > 0.109
iter: 169 | bound: 0 | nc: 1 | ncall: 568 | eff(%): 29.754 | loglstar: -inf < -327.254 < inf | logz: -333.383 +/- 0.237 | dlogz: 197.561 > 0.109
iter: 170 | bound: 0 | nc: 6 | ncall: 574 | eff(%): 29.617 | loglstar: -inf < -324.700 < inf | logz: -331.458 +/- 0.248 | dlogz: 196.395 > 0.109
iter: 171 | bound: 0 | nc: 6 | ncall: 580 | eff(%): 29.483 | loglstar: -inf < -324.116 < inf | logz: -330.297 +/- 0.237 | dlogz: 194.460 > 0.109
iter: 172 | bound: 0 | nc: 3 | ncall: 583 | eff(%): 29.503 | loglstar: -inf < -323.288 < inf | logz: -329.406 +/- 0.232 | dlogz: 193.289 > 0.109
iter: 173 | bound: 0 | nc: 3 | ncall: 586 | eff(%): 29.522 | loglstar: -inf < -322.068 < inf | logz: -328.384 +/- 0.233 | dlogz: 192.389 > 0.109
iter: 174 | bound: 0 | nc: 8 | ncall: 594 | eff(%): 29.293 | loglstar: -inf < -320.920 < inf | logz: -327.274 +/- 0.234 | dlogz: 191.356 > 0.109
iter: 175 | bound: 0 | nc: 3 | ncall: 597 | eff(%): 29.313 | loglstar: -inf < -320.829 < inf | logz: -326.553 +/- 0.228 | dlogz: 190.236 > 0.109
iter: 176 | bound: 0 | nc: 12 | ncall: 609 | eff(%): 28.900 | loglstar: -inf < -320.436 < inf | logz: -326.047 +/- 0.224 | dlogz: 189.506 > 0.109
iter: 177 | bound: 0 | nc: 2 | ncall: 611 | eff(%): 28.969 | loglstar: -inf < -320.189 < inf | logz: -325.618 +/- 0.220 | dlogz: 188.989 > 0.109
iter: 178 | bound: 0 | nc: 4 | ncall: 615 | eff(%): 28.943 | loglstar: -inf < -319.090 < inf | logz: -325.044 +/- 0.221 | dlogz: 188.550 > 0.109
iter: 179 | bound: 0 | nc: 9 | ncall: 624 | eff(%): 28.686 | loglstar: -inf < -318.937 < inf | logz: -324.511 +/- 0.219 | dlogz: 187.966 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 626 | eff(%): 28.754 | loglstar: -inf < -317.862 < inf | logz: -323.889 +/- 0.221 | dlogz: 187.424 > 0.109
iter: 181 | bound: 0 | nc: 7 | ncall: 633 | eff(%): 28.594 | loglstar: -inf < -316.083 < inf | logz: -322.674 +/- 0.235 | dlogz: 220.223 > 0.109
iter: 182 | bound: 0 | nc: 5 | ncall: 638 | eff(%): 28.527 | loglstar: -inf < -316.047 < inf | logz: -321.880 +/- 0.230 | dlogz: 218.999 > 0.109
iter: 183 | bound: 0 | nc: 1 | ncall: 639 | eff(%): 28.638 | loglstar: -inf < -314.779 < inf | logz: -321.065 +/- 0.231 | dlogz: 218.195 > 0.109
iter: 184 | bound: 0 | nc: 10 | ncall: 649 | eff(%): 28.351 | loglstar: -inf < -314.612 < inf | logz: -320.403 +/- 0.227 | dlogz: 217.370 > 0.109
iter: 185 | bound: 0 | nc: 4 | ncall: 653 | eff(%): 28.331 | loglstar: -inf < -313.859 < inf | logz: -319.809 +/- 0.225 | dlogz: 216.698 > 0.109
iter: 186 | bound: 0 | nc: 8 | ncall: 661 | eff(%): 28.139 | loglstar: -inf < -313.828 < inf | logz: -319.331 +/- 0.222 | dlogz: 216.094 > 0.109
iter: 187 | bound: 0 | nc: 2 | ncall: 663 | eff(%): 28.205 | loglstar: -inf < -313.583 < inf | logz: -318.970 +/- 0.218 | dlogz: 215.606 > 0.109
iter: 188 | bound: 0 | nc: 4 | ncall: 667 | eff(%): 28.186 | loglstar: -inf < -313.073 < inf | logz: -318.599 +/- 0.216 | dlogz: 215.235 > 0.109
iter: 189 | bound: 0 | nc: 8 | ncall: 675 | eff(%): 28.000 | loglstar: -inf < -312.575 < inf | logz: -318.189 +/- 0.216 | dlogz: 214.855 > 0.109
iter: 190 | bound: 0 | nc: 3 | ncall: 678 | eff(%): 28.024 | loglstar: -inf < -310.789 < inf | logz: -317.296 +/- 0.228 | dlogz: 214.435 > 0.109
iter: 191 | bound: 0 | nc: 12 | ncall: 690 | eff(%): 27.681 | loglstar: -inf < -309.293 < inf | logz: -315.978 +/- 0.239 | dlogz: 213.532 > 0.109
iter: 192 | bound: 0 | nc: 13 | ncall: 703 | eff(%): 27.312 | loglstar: -inf < -308.972 < inf | logz: -315.099 +/- 0.234 | dlogz: 212.203 > 0.109
iter: 193 | bound: 0 | nc: 1 | ncall: 704 | eff(%): 27.415 | loglstar: -inf < -307.855 < inf | logz: -314.240 +/- 0.234 | dlogz: 211.314 > 0.109
iter: 194 | bound: 0 | nc: 13 | ncall: 717 | eff(%): 27.057 | loglstar: -inf < -307.527 < inf | logz: -313.533 +/- 0.230 | dlogz: 210.445 > 0.109
iter: 195 | bound: 0 | nc: 1 | ncall: 718 | eff(%): 27.159 | loglstar: -inf < -306.935 < inf | logz: -312.935 +/- 0.228 | dlogz: 209.729 > 0.109
iter: 196 | bound: 0 | nc: 10 | ncall: 728 | eff(%): 26.923 | loglstar: -inf < -306.690 < inf | logz: -312.432 +/- 0.225 | dlogz: 209.121 > 0.109
iter: 197 | bound: 0 | nc: 20 | ncall: 748 | eff(%): 26.337 | loglstar: -inf < -306.612 < inf | logz: -312.056 +/- 0.221 | dlogz: 208.608 > 0.109
iter: 198 | bound: 0 | nc: 6 | ncall: 754 | eff(%): 26.260 | loglstar: -inf < -306.012 < inf | logz: -311.681 +/- 0.219 | dlogz: 208.222 > 0.109
iter: 199 | bound: 0 | nc: 6 | ncall: 760 | eff(%): 26.184 | loglstar: -inf < -305.128 < inf | logz: -311.160 +/- 0.221 | dlogz: 207.836 > 0.109
iter: 200 | bound: 0 | nc: 3 | ncall: 763 | eff(%): 26.212 | loglstar: -inf < -305.025 < inf | logz: -310.690 +/- 0.220 | dlogz: 207.305 > 0.109
iter: 201 | bound: 0 | nc: 2 | ncall: 765 | eff(%): 26.275 | loglstar: -inf < -304.275 < inf | logz: -310.214 +/- 0.221 | dlogz: 206.825 > 0.109
iter: 202 | bound: 0 | nc: 5 | ncall: 770 | eff(%): 26.234 | loglstar: -inf < -303.801 < inf | logz: -309.706 +/- 0.221 | dlogz: 206.340 > 0.109
iter: 203 | bound: 0 | nc: 3 | ncall: 773 | eff(%): 26.261 | loglstar: -inf < -302.716 < inf | logz: -309.031 +/- 0.226 | dlogz: 205.822 > 0.109
iter: 204 | bound: 0 | nc: 22 | ncall: 795 | eff(%): 25.660 | loglstar: -inf < -302.537 < inf | logz: -308.445 +/- 0.225 | dlogz: 205.137 > 0.109
iter: 205 | bound: 0 | nc: 1 | ncall: 796 | eff(%): 25.754 | loglstar: -inf < -301.901 < inf | logz: -307.919 +/- 0.225 | dlogz: 204.541 > 0.109
iter: 206 | bound: 0 | nc: 17 | ncall: 813 | eff(%): 25.338 | loglstar: -inf < -301.832 < inf | logz: -307.482 +/- 0.223 | dlogz: 204.005 > 0.109
iter: 207 | bound: 0 | nc: 1 | ncall: 814 | eff(%): 25.430 | loglstar: -inf < -301.598 < inf | logz: -307.139 +/- 0.220 | dlogz: 203.558 > 0.109
iter: 208 | bound: 0 | nc: 1 | ncall: 815 | eff(%): 25.521 | loglstar: -inf < -301.287 < inf | logz: -306.816 +/- 0.218 | dlogz: 203.205 > 0.109
iter: 209 | bound: 0 | nc: 16 | ncall: 831 | eff(%): 25.150 | loglstar: -inf < -301.001 < inf | logz: -306.504 +/- 0.217 | dlogz: 202.872 > 0.109
iter: 210 | bound: 0 | nc: 5 | ncall: 836 | eff(%): 25.120 | loglstar: -inf < -300.700 < inf | logz: -306.198 +/- 0.215 | dlogz: 202.550 > 0.109
iter: 211 | bound: 0 | nc: 8 | ncall: 844 | eff(%): 25.000 | loglstar: -inf < -299.408 < inf | logz: -305.671 +/- 0.221 | dlogz: 202.234 > 0.109
iter: 212 | bound: 0 | nc: 5 | ncall: 849 | eff(%): 24.971 | loglstar: -inf < -299.258 < inf | logz: -305.147 +/- 0.222 | dlogz: 201.697 > 0.109
iter: 213 | bound: 0 | nc: 7 | ncall: 856 | eff(%): 24.883 | loglstar: -inf < -298.793 < inf | logz: -304.701 +/- 0.222 | dlogz: 201.164 > 0.109
iter: 214 | bound: 0 | nc: 2 | ncall: 858 | eff(%): 24.942 | loglstar: -inf < -297.835 < inf | logz: -304.119 +/- 0.225 | dlogz: 200.707 > 0.109
iter: 215 | bound: 0 | nc: 10 | ncall: 868 | eff(%): 24.770 | loglstar: -inf < -297.746 < inf | logz: -303.612 +/- 0.225 | dlogz: 200.116 > 0.109
iter: 216 | bound: 0 | nc: 8 | ncall: 876 | eff(%): 24.658 | loglstar: -inf < -296.628 < inf | logz: -303.005 +/- 0.228 | dlogz: 199.599 > 0.109
iter: 217 | bound: 0 | nc: 5 | ncall: 881 | eff(%): 24.631 | loglstar: -inf < -296.336 < inf | logz: -302.421 +/- 0.228 | dlogz: 198.982 > 0.109
iter: 218 | bound: 0 | nc: 1 | ncall: 882 | eff(%): 24.717 | loglstar: -inf < -294.989 < inf | logz: -301.625 +/- 0.234 | dlogz: 198.387 > 0.109
iter: 219 | bound: 0 | nc: 5 | ncall: 887 | eff(%): 24.690 | loglstar: -inf < -293.684 < inf | logz: -300.520 +/- 0.241 | dlogz: 197.582 > 0.109
iter: 220 | bound: 0 | nc: 7 | ncall: 894 | eff(%): 24.609 | loglstar: -inf < -293.433 < inf | logz: -299.735 +/- 0.238 | dlogz: 196.466 > 0.109
iter: 221 | bound: 0 | nc: 24 | ncall: 918 | eff(%): 24.074 | loglstar: -inf < -292.730 < inf | logz: -299.086 +/- 0.235 | dlogz: 195.672 > 0.109
iter: 222 | bound: 0 | nc: 2 | ncall: 920 | eff(%): 24.130 | loglstar: -inf < -291.845 < inf | logz: -298.353 +/- 0.235 | dlogz: 195.013 > 0.109
iter: 223 | bound: 0 | nc: 8 | ncall: 928 | eff(%): 24.030 | loglstar: -inf < -291.787 < inf | logz: -297.793 +/- 0.232 | dlogz: 194.269 > 0.109
iter: 224 | bound: 0 | nc: 10 | ncall: 938 | eff(%): 23.881 | loglstar: -inf < -291.423 < inf | logz: -297.366 +/- 0.229 | dlogz: 193.700 > 0.109
iter: 225 | bound: 0 | nc: 17 | ncall: 955 | eff(%): 23.560 | loglstar: -inf < -290.411 < inf | logz: -296.800 +/- 0.230 | dlogz: 193.263 > 0.109
iter: 226 | bound: 0 | nc: 3 | ncall: 958 | eff(%): 23.591 | loglstar: -inf < -289.929 < inf | logz: -296.200 +/- 0.230 | dlogz: 192.687 > 0.109
iter: 227 | bound: 0 | nc: 15 | ncall: 973 | eff(%): 23.330 | loglstar: -inf < -289.740 < inf | logz: -295.723 +/- 0.229 | dlogz: 192.076 > 0.109
iter: 228 | bound: 0 | nc: 5 | ncall: 978 | eff(%): 23.313 | loglstar: -inf < -287.381 < inf | logz: -294.506 +/- 0.246 | dlogz: 191.590 > 0.109
iter: 229 | bound: 0 | nc: 1 | ncall: 979 | eff(%): 23.391 | loglstar: -inf < -287.039 < inf | logz: -293.577 +/- 0.242 | dlogz: 190.363 > 0.109
iter: 230 | bound: 0 | nc: 26 | ncall: 1005 | eff(%): 22.886 | loglstar: -inf < -286.921 < inf | logz: -293.021 +/- 0.237 | dlogz: 189.424 > 0.109
iter: 231 | bound: 0 | nc: 12 | ncall: 1017 | eff(%): 22.714 | loglstar: -inf < -286.503 < inf | logz: -292.574 +/- 0.233 | dlogz: 188.858 > 0.109
iter: 232 | bound: 0 | nc: 9 | ncall: 1026 | eff(%): 22.612 | loglstar: -inf < -286.207 < inf | logz: -292.165 +/- 0.230 | dlogz: 188.401 > 0.109
iter: 233 | bound: 0 | nc: 10 | ncall: 1036 | eff(%): 22.490 | loglstar: -inf < -285.242 < inf | logz: -291.640 +/- 0.230 | dlogz: 187.982 > 0.109
iter: 234 | bound: 0 | nc: 19 | ncall: 1055 | eff(%): 22.180 | loglstar: -inf < -283.361 < inf | logz: -290.473 +/- 0.245 | dlogz: 187.448 > 0.109
iter: 235 | bound: 0 | nc: 11 | ncall: 1066 | eff(%): 22.045 | loglstar: -inf < -282.970 < inf | logz: -289.570 +/- 0.242 | dlogz: 186.270 > 0.109
iter: 236 | bound: 0 | nc: 14 | ncall: 1080 | eff(%): 21.852 | loglstar: -inf < -281.502 < inf | logz: -288.514 +/- 0.246 | dlogz: 185.357 > 0.109
iter: 237 | bound: 0 | nc: 18 | ncall: 1098 | eff(%): 21.585 | loglstar: -inf < -281.269 < inf | logz: -287.731 +/- 0.242 | dlogz: 184.291 > 0.109
iter: 238 | bound: 0 | nc: 23 | ncall: 1121 | eff(%): 21.231 | loglstar: -inf < -281.023 < inf | logz: -287.210 +/- 0.237 | dlogz: 183.499 > 0.109
iter: 239 | bound: 0 | nc: 23 | ncall: 1144 | eff(%): 20.892 | loglstar: -inf < -280.278 < inf | logz: -286.679 +/- 0.235 | dlogz: 182.968 > 0.109
iter: 240 | bound: 0 | nc: 6 | ncall: 1150 | eff(%): 20.870 | loglstar: -inf < -279.997 < inf | logz: -286.183 +/- 0.233 | dlogz: 182.427 > 0.109
iter: 241 | bound: 0 | nc: 11 | ncall: 1161 | eff(%): 20.758 | loglstar: -inf < -279.563 < inf | logz: -285.737 +/- 0.231 | dlogz: 181.920 > 0.109
iter: 242 | bound: 0 | nc: 28 | ncall: 1189 | eff(%): 20.353 | loglstar: -inf < -279.064 < inf | logz: -285.285 +/- 0.230 | dlogz: 181.465 > 0.109
iter: 243 | bound: 0 | nc: 2 | ncall: 1191 | eff(%): 20.403 | loglstar: -inf < -278.992 < inf | logz: -284.903 +/- 0.228 | dlogz: 181.002 > 0.109
iter: 244 | bound: 0 | nc: 8 | ncall: 1199 | eff(%): 20.350 | loglstar: -inf < -278.798 < inf | logz: -284.595 +/- 0.226 | dlogz: 180.611 > 0.109
iter: 245 | bound: 0 | nc: 2 | ncall: 1201 | eff(%): 20.400 | loglstar: -inf < -278.552 < inf | logz: -284.312 +/- 0.224 | dlogz: 180.293 > 0.109
iter: 246 | bound: 0 | nc: 2 | ncall: 1203 | eff(%): 20.449 | loglstar: -inf < -277.409 < inf | logz: -283.862 +/- 0.227 | dlogz: 180.000 > 0.109
iter: 247 | bound: 0 | nc: 10 | ncall: 1213 | eff(%): 20.363 | loglstar: -inf < -277.360 < inf | logz: -283.419 +/- 0.227 | dlogz: 179.540 > 0.109
iter: 248 | bound: 0 | nc: 75 | ncall: 1288 | eff(%): 19.255 | loglstar: -inf < -276.406 < inf | logz: -282.917 +/- 0.230 | dlogz: 179.087 > 0.109
iter: 249 | bound: 0 | nc: 23 | ncall: 1311 | eff(%): 18.993 | loglstar: -inf < -275.658 < inf | logz: -282.287 +/- 0.233 | dlogz: 178.575 > 0.109
iter: 250 | bound: 0 | nc: 24 | ncall: 1335 | eff(%): 18.727 | loglstar: -inf < -275.106 < inf | logz: -281.666 +/- 0.235 | dlogz: 177.935 > 0.109
iter: 251 | bound: 0 | nc: 9 | ncall: 1344 | eff(%): 18.676 | loglstar: -inf < -274.880 < inf | logz: -281.162 +/- 0.234 | dlogz: 177.304 > 0.109
iter: 252 | bound: 0 | nc: 11 | ncall: 1355 | eff(%): 18.598 | loglstar: -inf < -273.387 < inf | logz: -280.379 +/- 0.240 | dlogz: 176.791 > 0.109
iter: 253 | bound: 0 | nc: 14 | ncall: 1369 | eff(%): 18.481 | loglstar: -inf < -272.944 < inf | logz: -279.627 +/- 0.241 | dlogz: 175.997 > 0.109
iter: 254 | bound: 0 | nc: 29 | ncall: 1398 | eff(%): 18.169 | loglstar: -inf < -272.504 < inf | logz: -279.031 +/- 0.239 | dlogz: 175.235 > 0.109
iter: 255 | bound: 0 | nc: 23 | ncall: 1421 | eff(%): 17.945 | loglstar: -inf < -272.147 < inf | logz: -278.527 +/- 0.237 | dlogz: 174.630 > 0.109
iter: 256 | bound: 0 | nc: 14 | ncall: 1435 | eff(%): 17.840 | loglstar: -inf < -271.875 < inf | logz: -278.099 +/- 0.234 | dlogz: 174.115 > 0.109
iter: 257 | bound: 0 | nc: 2 | ncall: 1437 | eff(%): 17.884 | loglstar: -inf < -270.267 < inf | logz: -277.323 +/- 0.241 | dlogz: 173.677 > 0.109
iter: 258 | bound: 0 | nc: 7 | ncall: 1444 | eff(%): 17.867 | loglstar: -inf < -270.233 < inf | logz: -276.678 +/- 0.240 | dlogz: 172.891 > 0.109
iter: 259 | bound: 0 | nc: 6 | ncall: 1450 | eff(%): 17.862 | loglstar: -inf < -268.899 < inf | logz: -275.914 +/- 0.243 | dlogz: 172.237 > 0.109
iter: 260 | bound: 0 | nc: 9 | ncall: 1459 | eff(%): 17.820 | loglstar: -inf < -268.335 < inf | logz: -275.146 +/- 0.243 | dlogz: 171.462 > 0.109
iter: 261 | bound: 0 | nc: 5 | ncall: 1464 | eff(%): 17.828 | loglstar: -inf < -268.305 < inf | logz: -274.623 +/- 0.240 | dlogz: 170.685 > 0.109
iter: 262 | bound: 0 | nc: 13 | ncall: 1477 | eff(%): 17.739 | loglstar: -inf < -267.944 < inf | logz: -274.219 +/- 0.237 | dlogz: 170.152 > 0.109
iter: 263 | bound: 0 | nc: 11 | ncall: 1488 | eff(%): 17.675 | loglstar: -inf < -267.391 < inf | logz: -273.793 +/- 0.235 | dlogz: 169.738 > 0.109
iter: 264 | bound: 0 | nc: 37 | ncall: 1525 | eff(%): 17.311 | loglstar: -inf < -267.341 < inf | logz: -273.423 +/- 0.233 | dlogz: 169.302 > 0.109
iter: 265 | bound: 0 | nc: 26 | ncall: 1551 | eff(%): 17.086 | loglstar: -inf < -266.353 < inf | logz: -272.967 +/- 0.234 | dlogz: 168.922 > 0.109
iter: 266 | bound: 0 | nc: 10 | ncall: 1561 | eff(%): 17.040 | loglstar: -inf < -265.489 < inf | logz: -272.330 +/- 0.237 | dlogz: 168.456 > 0.109
iter: 267 | bound: 0 | nc: 16 | ncall: 1577 | eff(%): 16.931 | loglstar: -inf < -264.487 < inf | logz: -271.532 +/- 0.243 | dlogz: 167.809 > 0.109
iter: 268 | bound: 0 | nc: 4 | ncall: 1581 | eff(%): 16.951 | loglstar: -inf < -263.761 < inf | logz: -270.733 +/- 0.245 | dlogz: 167.001 > 0.109
iter: 269 | bound: 0 | nc: 3 | ncall: 1584 | eff(%): 16.982 | loglstar: -inf < -263.615 < inf | logz: -270.150 +/- 0.242 | dlogz: 166.192 > 0.109
iter: 270 | bound: 0 | nc: 12 | ncall: 1596 | eff(%): 16.917 | loglstar: -inf < -263.472 < inf | logz: -269.741 +/- 0.239 | dlogz: 165.599 > 0.109
iter: 271 | bound: 0 | nc: 47 | ncall: 1643 | eff(%): 16.494 | loglstar: -inf < -263.261 < inf | logz: -269.406 +/- 0.236 | dlogz: 165.180 > 0.109
iter: 272 | bound: 0 | nc: 5 | ncall: 1648 | eff(%): 16.505 | loglstar: -inf < -262.433 < inf | logz: -268.993 +/- 0.235 | dlogz: 164.835 > 0.109
iter: 273 | bound: 0 | nc: 24 | ncall: 1672 | eff(%): 16.328 | loglstar: -inf < -261.975 < inf | logz: -268.521 +/- 0.235 | dlogz: 164.412 > 0.109
iter: 274 | bound: 0 | nc: 11 | ncall: 1683 | eff(%): 16.280 | loglstar: -inf < -261.904 < inf | logz: -268.134 +/- 0.234 | dlogz: 163.931 > 0.109
iter: 275 | bound: 0 | nc: 4 | ncall: 1687 | eff(%): 16.301 | loglstar: -inf < -261.874 < inf | logz: -267.846 +/- 0.232 | dlogz: 163.534 > 0.109
iter: 276 | bound: 0 | nc: 63 | ncall: 1750 | eff(%): 15.771 | loglstar: -inf < -261.517 < inf | logz: -267.579 +/- 0.230 | dlogz: 163.235 > 0.109
iter: 277 | bound: 0 | nc: 21 | ncall: 1771 | eff(%): 15.641 | loglstar: -inf < -259.609 < inf | logz: -266.859 +/- 0.241 | dlogz: 162.959 > 0.109
iter: 278 | bound: 0 | nc: 11 | ncall: 1782 | eff(%): 15.600 | loglstar: -inf < -259.215 < inf | logz: -266.117 +/- 0.243 | dlogz: 162.228 > 0.109
iter: 279 | bound: 0 | nc: 16 | ncall: 1798 | eff(%): 15.517 | loglstar: -inf < -259.102 < inf | logz: -265.612 +/- 0.241 | dlogz: 161.477 > 0.109
iter: 280 | bound: 0 | nc: 3 | ncall: 1801 | eff(%): 15.547 | loglstar: -inf < -256.259 < inf | logz: -264.051 +/- 0.263 | dlogz: 160.962 > 0.109
iter: 281 | bound: 0 | nc: 9 | ncall: 1810 | eff(%): 15.525 | loglstar: -inf < -256.108 < inf | logz: -263.096 +/- 0.255 | dlogz: 159.391 > 0.109
iter: 282 | bound: 0 | nc: 9 | ncall: 1819 | eff(%): 15.503 | loglstar: -inf < -255.761 < inf | logz: -262.513 +/- 0.249 | dlogz: 158.426 > 0.109
iter: 283 | bound: 0 | nc: 1 | ncall: 1820 | eff(%): 15.549 | loglstar: -inf < -255.211 < inf | logz: -261.983 +/- 0.246 | dlogz: 157.833 > 0.109
iter: 284 | bound: 0 | nc: 11 | ncall: 1831 | eff(%): 15.511 | loglstar: -inf < -254.119 < inf | logz: -261.275 +/- 0.247 | dlogz: 157.292 > 0.109
iter: 285 | bound: 0 | nc: 3 | ncall: 1834 | eff(%): 15.540 | loglstar: -inf < -253.904 < inf | logz: -260.664 +/- 0.245 | dlogz: 156.575 > 0.109
iter: 286 | bound: 0 | nc: 43 | ncall: 1877 | eff(%): 15.237 | loglstar: -inf < -253.614 < inf | logz: -260.203 +/- 0.242 | dlogz: 155.954 > 0.109
iter: 287 | bound: 0 | nc: 26 | ncall: 1903 | eff(%): 15.081 | loglstar: -inf < -252.584 < inf | logz: -259.618 +/- 0.244 | dlogz: 155.483 > 0.109
iter: 288 | bound: 0 | nc: 12 | ncall: 1915 | eff(%): 15.039 | loglstar: -inf < -252.226 < inf | logz: -259.039 +/- 0.243 | dlogz: 154.888 > 0.109
iter: 289 | bound: 0 | nc: 23 | ncall: 1938 | eff(%): 14.912 | loglstar: -inf < -251.586 < inf | logz: -258.483 +/- 0.243 | dlogz: 154.299 > 0.109
iter: 290 | bound: 0 | nc: 12 | ncall: 1950 | eff(%): 14.872 | loglstar: -inf < -250.811 < inf | logz: -257.854 +/- 0.244 | dlogz: 153.733 > 0.109
iter: 291 | bound: 0 | nc: 19 | ncall: 1969 | eff(%): 14.779 | loglstar: -inf < -249.764 < inf | logz: -257.058 +/- 0.248 | dlogz: 153.094 > 0.109
iter: 292 | bound: 0 | nc: 2 | ncall: 1971 | eff(%): 14.815 | loglstar: -inf < -248.862 < inf | logz: -256.184 +/- 0.251 | dlogz: 152.288 > 0.109
iter: 293 | bound: 0 | nc: 19 | ncall: 1990 | eff(%): 14.724 | loglstar: -inf < -248.397 < inf | logz: -255.460 +/- 0.250 | dlogz: 151.405 > 0.109
iter: 294 | bound: 0 | nc: 1 | ncall: 1991 | eff(%): 14.766 | loglstar: -inf < -248.242 < inf | logz: -254.942 +/- 0.246 | dlogz: 150.670 > 0.109
iter: 295 | bound: 0 | nc: 18 | ncall: 2009 | eff(%): 14.684 | loglstar: -inf < -247.706 < inf | logz: -254.482 +/- 0.244 | dlogz: 150.142 > 0.109
iter: 296 | bound: 0 | nc: 12 | ncall: 2021 | eff(%): 14.646 | loglstar: -inf < -247.262 < inf | logz: -254.018 +/- 0.243 | dlogz: 149.672 > 0.109
iter: 297 | bound: 0 | nc: 1 | ncall: 2022 | eff(%): 14.688 | loglstar: -inf < -246.912 < inf | logz: -253.586 +/- 0.241 | dlogz: 149.199 > 0.109
iter: 298 | bound: 0 | nc: 9 | ncall: 2031 | eff(%): 14.673 | loglstar: -inf < -246.893 < inf | logz: -253.241 +/- 0.239 | dlogz: 148.756 > 0.109
iter: 299 | bound: 0 | nc: 1 | ncall: 2032 | eff(%): 14.715 | loglstar: -inf < -246.331 < inf | logz: -252.903 +/- 0.238 | dlogz: 148.401 > 0.109
iter: 300 | bound: 0 | nc: 20 | ncall: 2052 | eff(%): 14.620 | loglstar: -inf < -246.160 < inf | logz: -252.570 +/- 0.237 | dlogz: 148.054 > 0.109
iter: 301 | bound: 0 | nc: 10 | ncall: 2062 | eff(%): 14.597 | loglstar: -inf < -245.630 < inf | logz: -252.226 +/- 0.236 | dlogz: 147.711 > 0.109
iter: 302 | bound: 0 | nc: 39 | ncall: 2101 | eff(%): 14.374 | loglstar: -inf < -245.571 < inf | logz: -251.909 +/- 0.235 | dlogz: 147.357 > 0.109
iter: 303 | bound: 0 | nc: 31 | ncall: 2132 | eff(%): 14.212 | loglstar: -inf < -245.200 < inf | logz: -251.616 +/- 0.235 | dlogz: 147.030 > 0.109
iter: 304 | bound: 0 | nc: 36 | ncall: 2168 | eff(%): 14.022 | loglstar: -inf < -245.065 < inf | logz: -251.340 +/- 0.234 | dlogz: 146.727 > 0.109
iter: 305 | bound: 0 | nc: 29 | ncall: 2197 | eff(%): 13.883 | loglstar: -inf < -244.878 < inf | logz: -251.092 +/- 0.232 | dlogz: 146.441 > 0.109
iter: 306 | bound: 0 | nc: 48 | ncall: 2245 | eff(%): 13.630 | loglstar: -inf < -243.973 < inf | logz: -250.746 +/- 0.234 | dlogz: 146.183 > 0.109
iter: 307 | bound: 0 | nc: 48 | ncall: 2293 | eff(%): 13.389 | loglstar: -inf < -243.882 < inf | logz: -250.387 +/- 0.235 | dlogz: 145.827 > 0.109
iter: 308 | bound: 0 | nc: 13 | ncall: 2306 | eff(%): 13.356 | loglstar: -inf < -243.572 < inf | logz: -250.073 +/- 0.235 | dlogz: 145.458 > 0.109
iter: 309 | bound: 0 | nc: 16 | ncall: 2322 | eff(%): 13.307 | loglstar: -inf < -243.413 < inf | logz: -249.785 +/- 0.234 | dlogz: 145.135 > 0.109
iter: 310 | bound: 0 | nc: 105 | ncall: 2427 | eff(%): 12.773 | loglstar: -inf < -243.362 < inf | logz: -249.542 +/- 0.233 | dlogz: 144.836 > 0.109
iter: 311 | bound: 0 | nc: 10 | ncall: 2437 | eff(%): 12.762 | loglstar: -inf < -242.636 < inf | logz: -249.253 +/- 0.233 | dlogz: 144.584 > 0.109
iter: 312 | bound: 0 | nc: 12 | ncall: 2449 | eff(%): 12.740 | loglstar: -inf < -242.074 < inf | logz: -248.873 +/- 0.235 | dlogz: 144.284 > 0.109
iter: 313 | bound: 0 | nc: 18 | ncall: 2467 | eff(%): 12.687 | loglstar: -inf < -239.504 < inf | logz: -247.538 +/- 0.262 | dlogz: 143.895 > 0.109
iter: 314 | bound: 0 | nc: 60 | ncall: 2527 | eff(%): 12.426 | loglstar: -inf < -239.496 < inf | logz: -246.679 +/- 0.258 | dlogz: 142.549 > 0.109
iter: 315 | bound: 0 | nc: 15 | ncall: 2542 | eff(%): 12.392 | loglstar: -inf < -238.655 < inf | logz: -246.011 +/- 0.255 | dlogz: 141.680 > 0.109
iter: 316 | bound: 0 | nc: 1 | ncall: 2543 | eff(%): 12.426 | loglstar: -inf < -237.253 < inf | logz: -245.015 +/- 0.260 | dlogz: 141.002 > 0.109
iter: 317 | bound: 0 | nc: 4 | ncall: 2547 | eff(%): 12.446 | loglstar: -inf < -237.090 < inf | logz: -244.277 +/- 0.256 | dlogz: 139.996 > 0.109
iter: 318 | bound: 0 | nc: 1 | ncall: 2548 | eff(%): 12.480 | loglstar: -inf < -237.028 < inf | logz: -243.822 +/- 0.252 | dlogz: 139.249 > 0.109
iter: 319 | bound: 0 | nc: 18 | ncall: 2566 | eff(%): 12.432 | loglstar: -inf < -236.813 < inf | logz: -243.473 +/- 0.248 | dlogz: 138.783 > 0.109
iter: 320 | bound: 0 | nc: 16 | ncall: 2582 | eff(%): 12.393 | loglstar: -inf < -235.487 < inf | logz: -242.902 +/- 0.250 | dlogz: 138.424 > 0.109
iter: 321 | bound: 0 | nc: 96 | ncall: 2678 | eff(%): 11.987 | loglstar: -inf < -235.359 < inf | logz: -242.355 +/- 0.249 | dlogz: 137.843 > 0.109
iter: 322 | bound: 0 | nc: 32 | ncall: 2710 | eff(%): 11.882 | loglstar: -inf < -235.232 < inf | logz: -241.968 +/- 0.247 | dlogz: 137.287 > 0.109
iter: 323 | bound: 0 | nc: 11 | ncall: 2721 | eff(%): 11.871 | loglstar: -inf < -234.320 < inf | logz: -241.504 +/- 0.247 | dlogz: 136.889 > 0.109
iter: 324 | bound: 0 | nc: 54 | ncall: 2775 | eff(%): 11.676 | loglstar: -inf < -234.073 < inf | logz: -241.035 +/- 0.246 | dlogz: 136.415 > 0.109
iter: 325 | bound: 0 | nc: 79 | ncall: 2854 | eff(%): 11.388 | loglstar: -inf < -232.378 < inf | logz: -240.184 +/- 0.256 | dlogz: 135.937 > 0.109
iter: 326 | bound: 0 | nc: 2 | ncall: 2856 | eff(%): 11.415 | loglstar: -inf < -232.016 < inf | logz: -239.411 +/- 0.256 | dlogz: 135.076 > 0.109
iter: 327 | bound: 0 | nc: 55 | ncall: 2911 | eff(%): 11.233 | loglstar: -inf < -231.997 < inf | logz: -238.919 +/- 0.252 | dlogz: 134.293 > 0.109
iter: 328 | bound: 0 | nc: 24 | ncall: 2935 | eff(%): 11.175 | loglstar: -inf < -231.921 < inf | logz: -238.581 +/- 0.249 | dlogz: 133.791 > 0.109
iter: 329 | bound: 0 | nc: 38 | ncall: 2973 | eff(%): 11.066 | loglstar: -inf < -231.527 < inf | logz: -238.268 +/- 0.246 | dlogz: 133.443 > 0.109
iter: 330 | bound: 0 | nc: 2 | ncall: 2975 | eff(%): 11.092 | loglstar: -inf < -231.299 < inf | logz: -237.962 +/- 0.244 | dlogz: 133.120 > 0.109
iter: 331 | bound: 0 | nc: 66 | ncall: 3041 | eff(%): 10.885 | loglstar: -inf < -231.231 < inf | logz: -237.699 +/- 0.242 | dlogz: 132.804 > 0.109
iter: 332 | bound: 0 | nc: 17 | ncall: 3058 | eff(%): 10.857 | loglstar: -inf < -231.108 < inf | logz: -237.474 +/- 0.240 | dlogz: 132.531 > 0.109
iter: 333 | bound: 0 | nc: 7 | ncall: 3065 | eff(%): 10.865 | loglstar: -inf < -230.443 < inf | logz: -237.203 +/- 0.240 | dlogz: 132.296 > 0.109
iter: 334 | bound: 0 | nc: 12 | ncall: 3077 | eff(%): 10.855 | loglstar: -inf < -230.188 < inf | logz: -236.898 +/- 0.239 | dlogz: 132.015 > 0.109
iter: 335 | bound: 0 | nc: 20 | ncall: 3097 | eff(%): 10.817 | loglstar: -inf < -230.161 < inf | logz: -236.638 +/- 0.239 | dlogz: 131.701 > 0.109
iter: 336 | bound: 0 | nc: 9 | ncall: 3106 | eff(%): 10.818 | loglstar: -inf < -229.544 < inf | logz: -236.355 +/- 0.239 | dlogz: 131.431 > 0.109
iter: 337 | bound: 0 | nc: 10 | ncall: 3116 | eff(%): 10.815 | loglstar: -inf < -228.621 < inf | logz: -235.911 +/- 0.242 | dlogz: 131.137 > 0.109
iter: 338 | bound: 0 | nc: 49 | ncall: 3165 | eff(%): 10.679 | loglstar: -inf < -228.552 < inf | logz: -235.489 +/- 0.244 | dlogz: 130.684 > 0.109
iter: 339 | bound: 0 | nc: 67 | ncall: 3232 | eff(%): 10.489 | loglstar: -inf < -227.888 < inf | logz: -235.071 +/- 0.245 | dlogz: 130.252 > 0.109
iter: 340 | bound: 0 | nc: 5 | ncall: 3237 | eff(%): 10.504 | loglstar: -inf < -227.336 < inf | logz: -234.594 +/- 0.247 | dlogz: 129.823 > 0.109
iter: 341 | bound: 0 | nc: 23 | ncall: 3260 | eff(%): 10.460 | loglstar: -inf < -226.850 < inf | logz: -234.108 +/- 0.248 | dlogz: 129.336 > 0.109
iter: 342 | bound: 0 | nc: 19 | ncall: 3279 | eff(%): 10.430 | loglstar: -inf < -226.656 < inf | logz: -233.687 +/- 0.248 | dlogz: 128.840 > 0.109
iter: 343 | bound: 0 | nc: 5 | ncall: 3284 | eff(%): 10.445 | loglstar: -inf < -226.029 < inf | logz: -233.258 +/- 0.248 | dlogz: 128.410 > 0.109
iter: 344 | bound: 0 | nc: 2 | ncall: 3286 | eff(%): 10.469 | loglstar: -inf < -225.442 < inf | logz: -232.770 +/- 0.249 | dlogz: 127.971 > 0.109
iter: 345 | bound: 0 | nc: 7 | ncall: 3293 | eff(%): 10.477 | loglstar: -inf < -225.219 < inf | logz: -232.330 +/- 0.249 | dlogz: 127.473 > 0.109
iter: 346 | bound: 0 | nc: 29 | ncall: 3322 | eff(%): 10.415 | loglstar: -inf < -225.152 < inf | logz: -231.989 +/- 0.248 | dlogz: 127.023 > 0.109
iter: 347 | bound: 0 | nc: 34 | ncall: 3356 | eff(%): 10.340 | loglstar: -inf < -225.089 < inf | logz: -231.723 +/- 0.246 | dlogz: 126.672 > 0.109
iter: 348 | bound: 0 | nc: 73 | ncall: 3429 | eff(%): 10.149 | loglstar: -inf < -225.043 < inf | logz: -231.505 +/- 0.243 | dlogz: 126.396 > 0.109
iter: 349 | bound: 0 | nc: 125 | ncall: 3554 | eff(%): 9.820 | loglstar: -inf < -225.032 < inf | logz: -231.323 +/- 0.241 | dlogz: 126.168 > 0.109
iter: 350 | bound: 1 | nc: 26 | ncall: 3580 | eff(%): 9.777 | loglstar: -inf < -224.389 < inf | logz: -231.107 +/- 0.240 | dlogz: 125.976 > 0.109
iter: 351 | bound: 1 | nc: 39 | ncall: 3619 | eff(%): 9.699 | loglstar: -inf < -224.295 < inf | logz: -230.873 +/- 0.240 | dlogz: 125.750 > 0.109
iter: 352 | bound: 1 | nc: 39 | ncall: 3658 | eff(%): 9.623 | loglstar: -inf < -223.130 < inf | logz: -230.497 +/- 0.243 | dlogz: 125.506 > 0.109
iter: 353 | bound: 1 | nc: 39 | ncall: 3697 | eff(%): 9.548 | loglstar: -inf < -223.117 < inf | logz: -230.108 +/- 0.244 | dlogz: 125.121 > 0.109
iter: 354 | bound: 1 | nc: 39 | ncall: 3736 | eff(%): 9.475 | loglstar: -inf < -221.941 < inf | logz: -229.589 +/- 0.249 | dlogz: 124.722 > 0.109
iter: 355 | bound: 1 | nc: 39 | ncall: 3775 | eff(%): 9.404 | loglstar: -inf < -221.441 < inf | logz: -228.995 +/- 0.253 | dlogz: 124.192 > 0.109
iter: 356 | bound: 1 | nc: 39 | ncall: 3814 | eff(%): 9.334 | loglstar: -inf < -221.145 < inf | logz: -228.496 +/- 0.253 | dlogz: 123.588 > 0.109
iter: 357 | bound: 1 | nc: 39 | ncall: 3853 | eff(%): 9.266 | loglstar: -inf < -221.021 < inf | logz: -228.106 +/- 0.252 | dlogz: 123.079 > 0.109
iter: 358 | bound: 1 | nc: 39 | ncall: 3892 | eff(%): 9.198 | loglstar: -inf < -220.944 < inf | logz: -227.805 +/- 0.250 | dlogz: 122.680 > 0.109
iter: 359 | bound: 1 | nc: 39 | ncall: 3931 | eff(%): 9.133 | loglstar: -inf < -220.944 < inf | logz: -227.565 +/- 0.247 | dlogz: 122.368 > 0.109
iter: 360 | bound: 1 | nc: 39 | ncall: 3970 | eff(%): 9.068 | loglstar: -inf < -219.791 < inf | logz: -227.204 +/- 0.248 | dlogz: 122.119 > 0.109
iter: 361 | bound: 1 | nc: 39 | ncall: 4009 | eff(%): 9.005 | loglstar: -inf < -219.677 < inf | logz: -226.809 +/- 0.249 | dlogz: 121.747 > 0.109
iter: 362 | bound: 1 | nc: 39 | ncall: 4048 | eff(%): 8.943 | loglstar: -inf < -219.336 < inf | logz: -226.465 +/- 0.248 | dlogz: 121.343 > 0.109
iter: 363 | bound: 1 | nc: 39 | ncall: 4087 | eff(%): 8.882 | loglstar: -inf < -218.860 < inf | logz: -226.101 +/- 0.249 | dlogz: 120.989 > 0.109
iter: 364 | bound: 1 | nc: 39 | ncall: 4126 | eff(%): 8.822 | loglstar: -inf < -218.715 < inf | logz: -225.763 +/- 0.248 | dlogz: 120.615 > 0.109
iter: 365 | bound: 1 | nc: 39 | ncall: 4165 | eff(%): 8.764 | loglstar: -inf < -218.009 < inf | logz: -225.384 +/- 0.249 | dlogz: 120.267 > 0.109
iter: 366 | bound: 1 | nc: 39 | ncall: 4204 | eff(%): 8.706 | loglstar: -inf < -216.962 < inf | logz: -224.794 +/- 0.254 | dlogz: 119.878 > 0.109
iter: 367 | bound: 1 | nc: 39 | ncall: 4243 | eff(%): 8.650 | loglstar: -inf < -216.698 < inf | logz: -224.233 +/- 0.256 | dlogz: 119.277 > 0.109
iter: 368 | bound: 1 | nc: 39 | ncall: 4282 | eff(%): 8.594 | loglstar: -inf < -216.135 < inf | logz: -223.724 +/- 0.256 | dlogz: 118.706 > 0.109
iter: 369 | bound: 1 | nc: 39 | ncall: 4321 | eff(%): 8.540 | loglstar: -inf < -216.099 < inf | logz: -223.311 +/- 0.255 | dlogz: 118.188 > 0.109
iter: 370 | bound: 1 | nc: 39 | ncall: 4360 | eff(%): 8.486 | loglstar: -inf < -216.010 < inf | logz: -223.005 +/- 0.253 | dlogz: 117.765 > 0.109
iter: 371 | bound: 1 | nc: 39 | ncall: 4399 | eff(%): 8.434 | loglstar: -inf < -215.880 < inf | logz: -222.750 +/- 0.250 | dlogz: 117.449 > 0.109
iter: 372 | bound: 1 | nc: 39 | ncall: 4438 | eff(%): 8.382 | loglstar: -inf < -215.788 < inf | logz: -222.527 +/- 0.248 | dlogz: 117.184 > 0.109
iter: 373 | bound: 1 | nc: 39 | ncall: 4477 | eff(%): 8.331 | loglstar: -inf < -214.891 < inf | logz: -222.222 +/- 0.248 | dlogz: 116.952 > 0.109
iter: 374 | bound: 1 | nc: 39 | ncall: 4516 | eff(%): 8.282 | loglstar: -inf < -214.686 < inf | logz: -221.878 +/- 0.249 | dlogz: 116.637 > 0.109
iter: 375 | bound: 1 | nc: 39 | ncall: 4555 | eff(%): 8.233 | loglstar: -inf < -214.524 < inf | logz: -221.580 +/- 0.248 | dlogz: 116.282 > 0.109
iter: 376 | bound: 1 | nc: 39 | ncall: 4594 | eff(%): 8.185 | loglstar: -inf < -214.371 < inf | logz: -221.320 +/- 0.247 | dlogz: 115.975 > 0.109
iter: 377 | bound: 1 | nc: 39 | ncall: 4633 | eff(%): 8.137 | loglstar: -inf < -214.371 < inf | logz: -221.099 +/- 0.246 | dlogz: 115.704 > 0.109
iter: 378 | bound: 1 | nc: 39 | ncall: 4672 | eff(%): 8.091 | loglstar: -inf < -214.007 < inf | logz: -220.886 +/- 0.245 | dlogz: 115.473 > 0.109
iter: 379 | bound: 1 | nc: 39 | ncall: 4711 | eff(%): 8.045 | loglstar: -inf < -213.466 < inf | logz: -220.621 +/- 0.245 | dlogz: 115.251 > 0.109
iter: 380 | bound: 1 | nc: 39 | ncall: 4750 | eff(%): 8.000 | loglstar: -inf < -213.005 < inf | logz: -220.301 +/- 0.247 | dlogz: 114.975 > 0.109
iter: 381 | bound: 1 | nc: 39 | ncall: 4789 | eff(%): 7.956 | loglstar: -inf < -211.859 < inf | logz: -219.776 +/- 0.253 | dlogz: 114.645 > 0.109
iter: 382 | bound: 1 | nc: 39 | ncall: 4828 | eff(%): 7.912 | loglstar: -inf < -211.854 < inf | logz: -219.297 +/- 0.255 | dlogz: 114.111 > 0.109
iter: 383 | bound: 1 | nc: 39 | ncall: 4867 | eff(%): 7.869 | loglstar: -inf < -211.814 < inf | logz: -218.971 +/- 0.253 | dlogz: 113.622 > 0.109
iter: 384 | bound: 1 | nc: 39 | ncall: 4906 | eff(%): 7.827 | loglstar: -inf < -211.122 < inf | logz: -218.620 +/- 0.253 | dlogz: 113.286 > 0.109
iter: 385 | bound: 1 | nc: 39 | ncall: 4945 | eff(%): 7.786 | loglstar: -inf < -210.588 < inf | logz: -218.195 +/- 0.254 | dlogz: 112.924 > 0.109
iter: 386 | bound: 1 | nc: 39 | ncall: 4984 | eff(%): 7.745 | loglstar: -inf < -210.435 < inf | logz: -217.811 +/- 0.254 | dlogz: 112.490 > 0.109
iter: 387 | bound: 1 | nc: 39 | ncall: 5023 | eff(%): 7.705 | loglstar: -inf < -209.545 < inf | logz: -217.352 +/- 0.256 | dlogz: 112.096 > 0.109
iter: 388 | bound: 1 | nc: 39 | ncall: 5062 | eff(%): 7.665 | loglstar: -inf < -209.005 < inf | logz: -216.820 +/- 0.258 | dlogz: 111.627 > 0.109
iter: 389 | bound: 1 | nc: 39 | ncall: 5101 | eff(%): 7.626 | loglstar: -inf < -208.808 < inf | logz: -216.367 +/- 0.258 | dlogz: 111.085 > 0.109
iter: 390 | bound: 1 | nc: 39 | ncall: 5140 | eff(%): 7.588 | loglstar: -inf < -207.842 < inf | logz: -215.826 +/- 0.260 | dlogz: 110.622 > 0.109
iter: 391 | bound: 1 | nc: 39 | ncall: 5179 | eff(%): 7.550 | loglstar: -inf < -207.678 < inf | logz: -215.324 +/- 0.260 | dlogz: 110.071 > 0.109
iter: 392 | bound: 1 | nc: 39 | ncall: 5218 | eff(%): 7.512 | loglstar: -inf < -207.102 < inf | logz: -214.862 +/- 0.260 | dlogz: 109.559 > 0.109
iter: 393 | bound: 1 | nc: 39 | ncall: 5257 | eff(%): 7.476 | loglstar: -inf < -206.748 < inf | logz: -214.411 +/- 0.259 | dlogz: 109.087 > 0.109
iter: 394 | bound: 1 | nc: 39 | ncall: 5296 | eff(%): 7.440 | loglstar: -inf < -206.242 < inf | logz: -213.966 +/- 0.259 | dlogz: 108.626 > 0.109
iter: 395 | bound: 1 | nc: 39 | ncall: 5335 | eff(%): 7.404 | loglstar: -inf < -206.202 < inf | logz: -213.592 +/- 0.258 | dlogz: 108.171 > 0.109
iter: 396 | bound: 1 | nc: 39 | ncall: 5374 | eff(%): 7.369 | loglstar: -inf < -205.511 < inf | logz: -213.206 +/- 0.258 | dlogz: 107.787 > 0.109
iter: 397 | bound: 1 | nc: 39 | ncall: 5413 | eff(%): 7.334 | loglstar: -inf < -204.888 < inf | logz: -212.732 +/- 0.259 | dlogz: 107.391 > 0.109
iter: 398 | bound: 1 | nc: 39 | ncall: 5452 | eff(%): 7.300 | loglstar: -inf < -204.264 < inf | logz: -212.204 +/- 0.261 | dlogz: 106.908 > 0.109
iter: 399 | bound: 1 | nc: 39 | ncall: 5491 | eff(%): 7.266 | loglstar: -inf < -203.780 < inf | logz: -211.677 +/- 0.262 | dlogz: 106.369 > 0.109
iter: 400 | bound: 1 | nc: 39 | ncall: 5530 | eff(%): 7.233 | loglstar: -inf < -202.853 < inf | logz: -211.042 +/- 0.265 | dlogz: 105.832 > 0.109
iter: 401 | bound: 1 | nc: 39 | ncall: 5569 | eff(%): 7.201 | loglstar: -inf < -202.853 < inf | logz: -210.528 +/- 0.264 | dlogz: 105.188 > 0.109
iter: 402 | bound: 1 | nc: 39 | ncall: 5608 | eff(%): 7.168 | loglstar: -inf < -202.853 < inf | logz: -210.189 +/- 0.261 | dlogz: 104.663 > 0.109
iter: 403 | bound: 1 | nc: 39 | ncall: 5647 | eff(%): 7.137 | loglstar: -inf < -201.658 < inf | logz: -209.720 +/- 0.262 | dlogz: 104.315 > 0.109
iter: 404 | bound: 1 | nc: 39 | ncall: 5686 | eff(%): 7.105 | loglstar: -inf < -201.658 < inf | logz: -209.266 +/- 0.261 | dlogz: 103.835 > 0.109
iter: 405 | bound: 1 | nc: 39 | ncall: 5725 | eff(%): 7.074 | loglstar: -inf < -201.192 < inf | logz: -208.885 +/- 0.260 | dlogz: 103.371 > 0.109
iter: 406 | bound: 1 | nc: 39 | ncall: 5764 | eff(%): 7.044 | loglstar: -inf < -201.138 < inf | logz: -208.551 +/- 0.259 | dlogz: 102.980 > 0.109
iter: 407 | bound: 1 | nc: 39 | ncall: 5803 | eff(%): 7.014 | loglstar: -inf < -201.138 < inf | logz: -208.295 +/- 0.257 | dlogz: 102.636 > 0.109
iter: 408 | bound: 1 | nc: 39 | ncall: 5842 | eff(%): 6.984 | loglstar: -inf < -201.115 < inf | logz: -208.093 +/- 0.255 | dlogz: 102.370 > 0.109
iter: 409 | bound: 1 | nc: 39 | ncall: 5881 | eff(%): 6.955 | loglstar: -inf < -201.058 < inf | logz: -207.920 +/- 0.253 | dlogz: 102.158 > 0.109
iter: 410 | bound: 1 | nc: 39 | ncall: 5920 | eff(%): 6.926 | loglstar: -inf < -200.777 < inf | logz: -207.748 +/- 0.251 | dlogz: 127.476 > 0.109
iter: 411 | bound: 1 | nc: 39 | ncall: 5959 | eff(%): 6.897 | loglstar: -inf < -200.745 < inf | logz: -207.582 +/- 0.250 | dlogz: 127.294 > 0.109
iter: 412 | bound: 1 | nc: 39 | ncall: 5998 | eff(%): 6.869 | loglstar: -inf < -200.652 < inf | logz: -207.432 +/- 0.249 | dlogz: 127.118 > 0.109
iter: 413 | bound: 1 | nc: 39 | ncall: 6037 | eff(%): 6.841 | loglstar: -inf < -200.370 < inf | logz: -207.277 +/- 0.248 | dlogz: 126.958 > 0.109
iter: 414 | bound: 1 | nc: 39 | ncall: 6076 | eff(%): 6.814 | loglstar: -inf < -200.366 < inf | logz: -207.126 +/- 0.247 | dlogz: 126.793 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 6115 | eff(%): 6.787 | loglstar: -inf < -200.201 < inf | logz: -206.985 +/- 0.246 | dlogz: 126.632 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 6154 | eff(%): 6.760 | loglstar: -inf < -200.001 < inf | logz: -206.840 +/- 0.245 | dlogz: 126.481 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 6193 | eff(%): 6.733 | loglstar: -inf < -200.001 < inf | logz: -206.701 +/- 0.244 | dlogz: 126.326 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 6232 | eff(%): 6.707 | loglstar: -inf < -200.001 < inf | logz: -206.580 +/- 0.243 | dlogz: 126.177 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 6271 | eff(%): 6.682 | loglstar: -inf < -199.980 < inf | logz: -206.473 +/- 0.243 | dlogz: 126.046 > 0.109
iter: 420 | bound: 1 | nc: 39 | ncall: 6310 | eff(%): 6.656 | loglstar: -inf < -199.820 < inf | logz: -206.369 +/- 0.242 | dlogz: 125.929 > 0.109
iter: 421 | bound: 1 | nc: 39 | ncall: 6349 | eff(%): 6.631 | loglstar: -inf < -199.246 < inf | logz: -206.232 +/- 0.242 | dlogz: 125.815 > 0.109
iter: 422 | bound: 1 | nc: 39 | ncall: 6388 | eff(%): 6.606 | loglstar: -inf < -199.246 < inf | logz: -206.080 +/- 0.242 | dlogz: 125.668 > 0.109
iter: 423 | bound: 1 | nc: 39 | ncall: 6427 | eff(%): 6.582 | loglstar: -inf < -199.089 < inf | logz: -205.941 +/- 0.242 | dlogz: 125.506 > 0.109
iter: 424 | bound: 1 | nc: 39 | ncall: 6466 | eff(%): 6.557 | loglstar: -inf < -198.736 < inf | logz: -205.785 +/- 0.242 | dlogz: 125.357 > 0.109
iter: 425 | bound: 1 | nc: 39 | ncall: 6505 | eff(%): 6.533 | loglstar: -inf < -197.969 < inf | logz: -205.551 +/- 0.244 | dlogz: 125.191 > 0.109
iter: 426 | bound: 1 | nc: 39 | ncall: 6544 | eff(%): 6.510 | loglstar: -inf < -197.414 < inf | logz: -205.223 +/- 0.249 | dlogz: 124.947 > 0.109
iter: 427 | bound: 1 | nc: 39 | ncall: 6583 | eff(%): 6.486 | loglstar: -inf < -196.996 < inf | logz: -204.857 +/- 0.253 | dlogz: 124.609 > 0.109
iter: 428 | bound: 1 | nc: 39 | ncall: 6622 | eff(%): 6.463 | loglstar: -inf < -196.700 < inf | logz: -204.499 +/- 0.255 | dlogz: 124.233 > 0.109
iter: 429 | bound: 1 | nc: 39 | ncall: 6661 | eff(%): 6.440 | loglstar: -inf < -196.562 < inf | logz: -204.187 +/- 0.256 | dlogz: 123.866 > 0.109
iter: 430 | bound: 1 | nc: 39 | ncall: 6700 | eff(%): 6.418 | loglstar: -inf < -195.999 < inf | logz: -203.857 +/- 0.257 | dlogz: 123.543 > 0.109
iter: 431 | bound: 1 | nc: 39 | ncall: 6739 | eff(%): 6.396 | loglstar: -inf < -195.187 < inf | logz: -203.402 +/- 0.261 | dlogz: 123.204 > 0.109
iter: 432 | bound: 1 | nc: 39 | ncall: 6778 | eff(%): 6.374 | loglstar: -inf < -195.115 < inf | logz: -202.983 +/- 0.262 | dlogz: 122.738 > 0.109
iter: 433 | bound: 1 | nc: 39 | ncall: 6817 | eff(%): 6.352 | loglstar: -inf < -194.130 < inf | logz: -202.485 +/- 0.265 | dlogz: 122.310 > 0.109
iter: 434 | bound: 1 | nc: 39 | ncall: 6856 | eff(%): 6.330 | loglstar: -inf < -193.884 < inf | logz: -201.987 +/- 0.266 | dlogz: 121.801 > 0.109
iter: 435 | bound: 1 | nc: 39 | ncall: 6895 | eff(%): 6.309 | loglstar: -inf < -193.232 < inf | logz: -201.495 +/- 0.267 | dlogz: 121.294 > 0.109
iter: 436 | bound: 1 | nc: 39 | ncall: 6934 | eff(%): 6.288 | loglstar: -inf < -193.013 < inf | logz: -201.046 +/- 0.267 | dlogz: 120.792 > 0.109
iter: 437 | bound: 1 | nc: 39 | ncall: 6973 | eff(%): 6.267 | loglstar: -inf < -193.013 < inf | logz: -200.708 +/- 0.265 | dlogz: 120.332 > 0.109
iter: 438 | bound: 1 | nc: 39 | ncall: 7012 | eff(%): 6.246 | loglstar: -inf < -192.889 < inf | logz: -200.446 +/- 0.263 | dlogz: 119.984 > 0.109
iter: 439 | bound: 1 | nc: 39 | ncall: 7051 | eff(%): 6.226 | loglstar: -inf < -192.412 < inf | logz: -200.171 +/- 0.262 | dlogz: 119.713 > 0.109
iter: 440 | bound: 1 | nc: 39 | ncall: 7090 | eff(%): 6.206 | loglstar: -inf < -192.268 < inf | logz: -199.896 +/- 0.261 | dlogz: 119.428 > 0.109
iter: 441 | bound: 1 | nc: 39 | ncall: 7129 | eff(%): 6.186 | loglstar: -inf < -192.268 < inf | logz: -199.667 +/- 0.260 | dlogz: 119.143 > 0.109
iter: 442 | bound: 1 | nc: 39 | ncall: 7168 | eff(%): 6.166 | loglstar: -inf < -192.268 < inf | logz: -199.481 +/- 0.258 | dlogz: 118.904 > 0.109
iter: 443 | bound: 1 | nc: 39 | ncall: 7207 | eff(%): 6.147 | loglstar: -inf < -192.212 < inf | logz: -199.324 +/- 0.257 | dlogz: 118.707 > 0.109
iter: 444 | bound: 1 | nc: 39 | ncall: 7246 | eff(%): 6.128 | loglstar: -inf < -191.451 < inf | logz: -199.115 +/- 0.256 | dlogz: 118.540 > 0.109
iter: 445 | bound: 1 | nc: 39 | ncall: 7285 | eff(%): 6.108 | loglstar: -inf < -191.351 < inf | logz: -198.878 +/- 0.256 | dlogz: 118.322 > 0.109
iter: 446 | bound: 1 | nc: 39 | ncall: 7324 | eff(%): 6.090 | loglstar: -inf < -191.351 < inf | logz: -198.678 +/- 0.255 | dlogz: 118.075 > 0.109
iter: 447 | bound: 1 | nc: 39 | ncall: 7363 | eff(%): 6.071 | loglstar: -inf < -190.592 < inf | logz: -198.432 +/- 0.256 | dlogz: 117.865 > 0.109
iter: 448 | bound: 1 | nc: 39 | ncall: 7402 | eff(%): 6.052 | loglstar: -inf < -190.570 < inf | logz: -198.172 +/- 0.257 | dlogz: 117.609 > 0.109
iter: 449 | bound: 1 | nc: 39 | ncall: 7441 | eff(%): 6.034 | loglstar: -inf < -189.705 < inf | logz: -197.845 +/- 0.259 | dlogz: 117.339 > 0.109
iter: 450 | bound: 2 | nc: 39 | ncall: 7480 | eff(%): 6.016 | loglstar: -inf < -189.588 < inf | logz: -197.499 +/- 0.260 | dlogz: 117.002 > 0.109
iter: 451 | bound: 2 | nc: 39 | ncall: 7519 | eff(%): 5.998 | loglstar: -inf < -189.034 < inf | logz: -197.149 +/- 0.262 | dlogz: 116.646 > 0.109
iter: 452 | bound: 2 | nc: 39 | ncall: 7558 | eff(%): 5.980 | loglstar: -inf < -189.029 < inf | logz: -196.832 +/- 0.262 | dlogz: 116.286 > 0.109
iter: 453 | bound: 2 | nc: 39 | ncall: 7597 | eff(%): 5.963 | loglstar: -inf < -188.773 < inf | logz: -196.563 +/- 0.262 | dlogz: 115.959 > 0.109
iter: 454 | bound: 2 | nc: 39 | ncall: 7636 | eff(%): 5.946 | loglstar: -inf < -188.492 < inf | logz: -196.296 +/- 0.261 | dlogz: 115.680 > 0.109
iter: 455 | bound: 2 | nc: 39 | ncall: 7675 | eff(%): 5.928 | loglstar: -inf < -187.281 < inf | logz: -195.841 +/- 0.266 | dlogz: 115.403 > 0.109
iter: 456 | bound: 2 | nc: 39 | ncall: 7714 | eff(%): 5.911 | loglstar: -inf < -186.991 < inf | logz: -195.339 +/- 0.268 | dlogz: 114.938 > 0.109
iter: 457 | bound: 2 | nc: 39 | ncall: 7753 | eff(%): 5.894 | loglstar: -inf < -186.757 < inf | logz: -194.930 +/- 0.268 | dlogz: 114.426 > 0.109
iter: 458 | bound: 2 | nc: 39 | ncall: 7792 | eff(%): 5.878 | loglstar: -inf < -186.757 < inf | logz: -194.612 +/- 0.267 | dlogz: 114.007 > 0.109
iter: 459 | bound: 2 | nc: 39 | ncall: 7831 | eff(%): 5.861 | loglstar: -inf < -186.379 < inf | logz: -194.328 +/- 0.266 | dlogz: 113.679 > 0.109
iter: 460 | bound: 2 | nc: 39 | ncall: 7870 | eff(%): 5.845 | loglstar: -inf < -185.498 < inf | logz: -193.925 +/- 0.267 | dlogz: 113.385 > 0.109
iter: 461 | bound: 2 | nc: 39 | ncall: 7909 | eff(%): 5.829 | loglstar: -inf < -185.467 < inf | logz: -193.538 +/- 0.268 | dlogz: 112.972 > 0.109
iter: 462 | bound: 2 | nc: 39 | ncall: 7948 | eff(%): 5.813 | loglstar: -inf < -185.386 < inf | logz: -193.249 +/- 0.266 | dlogz: 112.576 > 0.109
iter: 463 | bound: 2 | nc: 39 | ncall: 7987 | eff(%): 5.797 | loglstar: -inf < -185.323 < inf | logz: -193.012 +/- 0.265 | dlogz: 112.276 > 0.109
iter: 464 | bound: 2 | nc: 39 | ncall: 8026 | eff(%): 5.781 | loglstar: -inf < -185.193 < inf | logz: -192.804 +/- 0.264 | dlogz: 112.029 > 0.109
iter: 465 | bound: 2 | nc: 39 | ncall: 8065 | eff(%): 5.766 | loglstar: -inf < -183.769 < inf | logz: -192.393 +/- 0.267 | dlogz: 111.812 > 0.109
iter: 466 | bound: 2 | nc: 39 | ncall: 8104 | eff(%): 5.750 | loglstar: -inf < -183.328 < inf | logz: -191.870 +/- 0.270 | dlogz: 111.391 > 0.109
iter: 467 | bound: 2 | nc: 39 | ncall: 8143 | eff(%): 5.735 | loglstar: -inf < -182.187 < inf | logz: -191.170 +/- 0.276 | dlogz: 110.857 > 0.109
iter: 468 | bound: 2 | nc: 39 | ncall: 8182 | eff(%): 5.720 | loglstar: -inf < -181.701 < inf | logz: -190.481 +/- 0.278 | dlogz: 110.148 > 0.109
iter: 469 | bound: 2 | nc: 39 | ncall: 8221 | eff(%): 5.705 | loglstar: -inf < -181.554 < inf | logz: -189.975 +/- 0.277 | dlogz: 109.449 > 0.109
iter: 470 | bound: 2 | nc: 39 | ncall: 8260 | eff(%): 5.690 | loglstar: -inf < -181.368 < inf | logz: -189.593 +/- 0.275 | dlogz: 108.933 > 0.109
iter: 471 | bound: 2 | nc: 39 | ncall: 8299 | eff(%): 5.675 | loglstar: -inf < -180.589 < inf | logz: -189.157 +/- 0.274 | dlogz: 108.541 > 0.109
iter: 472 | bound: 2 | nc: 39 | ncall: 8338 | eff(%): 5.661 | loglstar: -inf < -180.197 < inf | logz: -188.691 +/- 0.274 | dlogz: 108.095 > 0.109
iter: 473 | bound: 2 | nc: 39 | ncall: 8377 | eff(%): 5.646 | loglstar: -inf < -179.874 < inf | logz: -188.269 +/- 0.273 | dlogz: 107.619 > 0.109
iter: 474 | bound: 2 | nc: 39 | ncall: 8416 | eff(%): 5.632 | loglstar: -inf < -179.522 < inf | logz: -187.878 +/- 0.273 | dlogz: 107.187 > 0.109
iter: 475 | bound: 2 | nc: 39 | ncall: 8455 | eff(%): 5.618 | loglstar: -inf < -179.465 < inf | logz: -187.550 +/- 0.271 | dlogz: 106.786 > 0.109
iter: 476 | bound: 2 | nc: 39 | ncall: 8494 | eff(%): 5.604 | loglstar: -inf < -179.104 < inf | logz: -187.253 +/- 0.270 | dlogz: 106.448 > 0.109
iter: 477 | bound: 2 | nc: 39 | ncall: 8533 | eff(%): 5.590 | loglstar: -inf < -178.390 < inf | logz: -186.877 +/- 0.271 | dlogz: 106.141 > 0.109
iter: 478 | bound: 2 | nc: 39 | ncall: 8572 | eff(%): 5.576 | loglstar: -inf < -178.145 < inf | logz: -186.489 +/- 0.271 | dlogz: 105.755 > 0.109
iter: 479 | bound: 2 | nc: 39 | ncall: 8611 | eff(%): 5.563 | loglstar: -inf < -178.119 < inf | logz: -186.180 +/- 0.270 | dlogz: 105.357 > 0.109
iter: 480 | bound: 3 | nc: 39 | ncall: 8650 | eff(%): 5.549 | loglstar: -inf < -177.905 < inf | logz: -185.919 +/- 0.269 | dlogz: 105.038 > 0.109
iter: 481 | bound: 3 | nc: 39 | ncall: 8689 | eff(%): 5.536 | loglstar: -inf < -177.249 < inf | logz: -185.605 +/- 0.269 | dlogz: 104.767 > 0.109
iter: 482 | bound: 3 | nc: 39 | ncall: 8728 | eff(%): 5.522 | loglstar: -inf < -176.787 < inf | logz: -185.231 +/- 0.270 | dlogz: 104.444 > 0.109
iter: 483 | bound: 3 | nc: 39 | ncall: 8767 | eff(%): 5.509 | loglstar: -inf < -176.570 < inf | logz: -184.876 +/- 0.270 | dlogz: 104.059 > 0.109
iter: 484 | bound: 3 | nc: 39 | ncall: 8806 | eff(%): 5.496 | loglstar: -inf < -176.470 < inf | logz: -184.580 +/- 0.269 | dlogz: 103.695 > 0.109
iter: 485 | bound: 3 | nc: 39 | ncall: 8845 | eff(%): 5.483 | loglstar: -inf < -176.409 < inf | logz: -184.337 +/- 0.268 | dlogz: 103.389 > 0.109
iter: 486 | bound: 3 | nc: 39 | ncall: 8884 | eff(%): 5.471 | loglstar: -inf < -175.812 < inf | logz: -184.067 +/- 0.268 | dlogz: 103.136 > 0.109
iter: 487 | bound: 3 | nc: 39 | ncall: 8923 | eff(%): 5.458 | loglstar: -inf < -175.812 < inf | logz: -183.801 +/- 0.267 | dlogz: 102.856 > 0.109
iter: 488 | bound: 3 | nc: 39 | ncall: 8962 | eff(%): 5.445 | loglstar: -inf < -174.970 < inf | logz: -183.479 +/- 0.269 | dlogz: 102.580 > 0.109
iter: 489 | bound: 3 | nc: 39 | ncall: 9001 | eff(%): 5.433 | loglstar: -inf < -174.895 < inf | logz: -183.145 +/- 0.269 | dlogz: 102.247 > 0.109
iter: 490 | bound: 3 | nc: 39 | ncall: 9040 | eff(%): 5.420 | loglstar: -inf < -174.590 < inf | logz: -182.850 +/- 0.269 | dlogz: 101.903 > 0.109
iter: 491 | bound: 3 | nc: 39 | ncall: 9079 | eff(%): 5.408 | loglstar: -inf < -174.468 < inf | logz: -182.579 +/- 0.269 | dlogz: 101.598 > 0.109
iter: 492 | bound: 3 | nc: 39 | ncall: 9118 | eff(%): 5.396 | loglstar: -inf < -174.466 < inf | logz: -182.357 +/- 0.268 | dlogz: 101.318 > 0.109
iter: 493 | bound: 3 | nc: 39 | ncall: 9157 | eff(%): 5.384 | loglstar: -inf < -173.911 < inf | logz: -182.117 +/- 0.267 | dlogz: 101.086 > 0.109
iter: 494 | bound: 3 | nc: 39 | ncall: 9196 | eff(%): 5.372 | loglstar: -inf < -173.845 < inf | logz: -181.872 +/- 0.267 | dlogz: 100.836 > 0.109
iter: 495 | bound: 3 | nc: 39 | ncall: 9235 | eff(%): 5.360 | loglstar: -inf < -173.783 < inf | logz: -181.666 +/- 0.266 | dlogz: 100.581 > 0.109
iter: 496 | bound: 3 | nc: 39 | ncall: 9274 | eff(%): 5.348 | loglstar: -inf < -173.277 < inf | logz: -181.441 +/- 0.266 | dlogz: 100.365 > 0.109
iter: 497 | bound: 3 | nc: 39 | ncall: 9313 | eff(%): 5.337 | loglstar: -inf < -173.236 < inf | logz: -181.214 +/- 0.266 | dlogz: 100.130 > 0.109
iter: 498 | bound: 3 | nc: 39 | ncall: 9352 | eff(%): 5.325 | loglstar: -inf < -172.994 < inf | logz: -181.004 +/- 0.265 | dlogz: 99.893 > 0.109
iter: 499 | bound: 3 | nc: 39 | ncall: 9391 | eff(%): 5.314 | loglstar: -inf < -172.562 < inf | logz: -180.768 +/- 0.266 | dlogz: 99.673 > 0.109
iter: 500 | bound: 3 | nc: 39 | ncall: 9430 | eff(%): 5.302 | loglstar: -inf < -172.562 < inf | logz: -180.541 +/- 0.266 | dlogz: 99.427 > 0.109
iter: 501 | bound: 3 | nc: 39 | ncall: 9469 | eff(%): 5.291 | loglstar: -inf < -172.085 < inf | logz: -180.310 +/- 0.266 | dlogz: 99.190 > 0.109
iter: 502 | bound: 3 | nc: 39 | ncall: 9508 | eff(%): 5.280 | loglstar: -inf < -171.615 < inf | logz: -180.026 +/- 0.267 | dlogz: 98.949 > 0.109
iter: 503 | bound: 3 | nc: 39 | ncall: 9547 | eff(%): 5.269 | loglstar: -inf < -171.119 < inf | logz: -179.692 +/- 0.269 | dlogz: 98.655 > 0.109
iter: 504 | bound: 3 | nc: 39 | ncall: 9586 | eff(%): 5.258 | loglstar: -inf < -170.937 < inf | logz: -179.366 +/- 0.270 | dlogz: 98.311 > 0.109
iter: 505 | bound: 3 | nc: 39 | ncall: 9625 | eff(%): 5.247 | loglstar: -inf < -170.937 < inf | logz: -179.101 +/- 0.270 | dlogz: 97.975 > 0.109
iter: 506 | bound: 3 | nc: 39 | ncall: 9664 | eff(%): 5.236 | loglstar: -inf < -170.622 < inf | logz: -178.862 +/- 0.269 | dlogz: 97.700 > 0.109
iter: 507 | bound: 3 | nc: 39 | ncall: 9703 | eff(%): 5.225 | loglstar: -inf < -170.525 < inf | logz: -178.634 +/- 0.269 | dlogz: 97.451 > 0.109
iter: 508 | bound: 3 | nc: 39 | ncall: 9742 | eff(%): 5.215 | loglstar: -inf < -170.508 < inf | logz: -178.440 +/- 0.268 | dlogz: 97.213 > 0.109
iter: 509 | bound: 3 | nc: 39 | ncall: 9781 | eff(%): 5.204 | loglstar: -inf < -170.231 < inf | logz: -178.255 +/- 0.267 | dlogz: 97.010 > 0.109
iter: 510 | bound: 3 | nc: 39 | ncall: 9820 | eff(%): 5.193 | loglstar: -inf < -169.760 < inf | logz: -178.033 +/- 0.267 | dlogz: 96.814 > 0.109
iter: 511 | bound: 3 | nc: 39 | ncall: 9859 | eff(%): 5.183 | loglstar: -inf < -167.483 < inf | logz: -177.200 +/- 0.284 | dlogz: 96.583 > 0.109
iter: 512 | bound: 3 | nc: 39 | ncall: 9898 | eff(%): 5.173 | loglstar: -inf < -167.020 < inf | logz: -176.361 +/- 0.288 | dlogz: 95.739 > 0.109
iter: 513 | bound: 3 | nc: 39 | ncall: 9937 | eff(%): 5.163 | loglstar: -inf < -166.535 < inf | logz: -175.716 +/- 0.288 | dlogz: 94.890 > 0.109
iter: 514 | bound: 3 | nc: 39 | ncall: 9976 | eff(%): 5.152 | loglstar: -inf < -166.140 < inf | logz: -175.172 +/- 0.286 | dlogz: 94.235 > 0.109
iter: 515 | bound: 3 | nc: 39 | ncall: 10015 | eff(%): 5.142 | loglstar: -inf < -166.028 < inf | logz: -174.749 +/- 0.284 | dlogz: 93.681 > 0.109
iter: 516 | bound: 3 | nc: 39 | ncall: 10054 | eff(%): 5.132 | loglstar: -inf < -165.698 < inf | logz: -174.391 +/- 0.282 | dlogz: 93.249 > 0.109
iter: 517 | bound: 3 | nc: 39 | ncall: 10093 | eff(%): 5.122 | loglstar: -inf < -165.482 < inf | logz: -174.062 +/- 0.280 | dlogz: 92.881 > 0.109
iter: 518 | bound: 3 | nc: 39 | ncall: 10132 | eff(%): 5.113 | loglstar: -inf < -165.302 < inf | logz: -173.772 +/- 0.278 | dlogz: 92.542 > 0.109
iter: 519 | bound: 3 | nc: 39 | ncall: 10171 | eff(%): 5.103 | loglstar: -inf < -165.211 < inf | logz: -173.521 +/- 0.277 | dlogz: 92.242 > 0.109
iter: 520 | bound: 3 | nc: 39 | ncall: 10210 | eff(%): 5.093 | loglstar: -inf < -165.163 < inf | logz: -173.310 +/- 0.275 | dlogz: 91.981 > 0.109
iter: 521 | bound: 3 | nc: 39 | ncall: 10249 | eff(%): 5.083 | loglstar: -inf < -165.143 < inf | logz: -173.131 +/- 0.273 | dlogz: 91.760 > 0.109
iter: 522 | bound: 3 | nc: 39 | ncall: 10288 | eff(%): 5.074 | loglstar: -inf < -165.110 < inf | logz: -172.978 +/- 0.272 | dlogz: 91.571 > 0.109
iter: 523 | bound: 3 | nc: 39 | ncall: 10327 | eff(%): 5.064 | loglstar: -inf < -165.092 < inf | logz: -172.843 +/- 0.270 | dlogz: 91.408 > 0.109
iter: 524 | bound: 3 | nc: 39 | ncall: 10366 | eff(%): 5.055 | loglstar: -inf < -164.869 < inf | logz: -172.710 +/- 0.269 | dlogz: 91.263 > 0.109
iter: 525 | bound: 3 | nc: 39 | ncall: 10405 | eff(%): 5.046 | loglstar: -inf < -164.214 < inf | logz: -172.528 +/- 0.269 | dlogz: 91.120 > 0.109
iter: 526 | bound: 3 | nc: 39 | ncall: 10444 | eff(%): 5.036 | loglstar: -inf < -164.207 < inf | logz: -172.331 +/- 0.269 | dlogz: 90.928 > 0.109
iter: 527 | bound: 3 | nc: 39 | ncall: 10483 | eff(%): 5.027 | loglstar: -inf < -164.062 < inf | logz: -172.156 +/- 0.268 | dlogz: 90.721 > 0.109
iter: 528 | bound: 3 | nc: 39 | ncall: 10522 | eff(%): 5.018 | loglstar: -inf < -163.417 < inf | logz: -171.934 +/- 0.269 | dlogz: 90.536 > 0.109
iter: 529 | bound: 3 | nc: 39 | ncall: 10561 | eff(%): 5.009 | loglstar: -inf < -163.365 < inf | logz: -171.699 +/- 0.269 | dlogz: 90.304 > 0.109
iter: 530 | bound: 3 | nc: 39 | ncall: 10600 | eff(%): 5.000 | loglstar: -inf < -163.322 < inf | logz: -171.502 +/- 0.269 | dlogz: 90.059 > 0.109
iter: 531 | bound: 3 | nc: 39 | ncall: 10639 | eff(%): 4.991 | loglstar: -inf < -162.764 < inf | logz: -171.280 +/- 0.270 | dlogz: 89.852 > 0.109
iter: 532 | bound: 3 | nc: 39 | ncall: 10678 | eff(%): 4.982 | loglstar: -inf < -162.669 < inf | logz: -171.047 +/- 0.270 | dlogz: 89.621 > 0.109
iter: 533 | bound: 3 | nc: 39 | ncall: 10717 | eff(%): 4.973 | loglstar: -inf < -161.630 < inf | logz: -170.701 +/- 0.273 | dlogz: 89.377 > 0.109
iter: 534 | bound: 4 | nc: 39 | ncall: 10756 | eff(%): 4.965 | loglstar: -inf < -161.618 < inf | logz: -170.343 +/- 0.275 | dlogz: 89.022 > 0.109
iter: 535 | bound: 4 | nc: 39 | ncall: 10795 | eff(%): 4.956 | loglstar: -inf < -161.300 < inf | logz: -170.039 +/- 0.276 | dlogz: 88.654 > 0.109
iter: 536 | bound: 4 | nc: 39 | ncall: 10834 | eff(%): 4.947 | loglstar: -inf < -161.014 < inf | logz: -169.739 +/- 0.276 | dlogz: 88.340 > 0.109
iter: 537 | bound: 4 | nc: 39 | ncall: 10873 | eff(%): 4.939 | loglstar: -inf < -160.008 < inf | logz: -169.302 +/- 0.280 | dlogz: 89.496 > 0.109
iter: 538 | bound: 4 | nc: 39 | ncall: 10912 | eff(%): 4.930 | loglstar: -inf < -159.876 < inf | logz: -168.864 +/- 0.281 | dlogz: 89.049 > 0.109
iter: 539 | bound: 4 | nc: 39 | ncall: 10951 | eff(%): 4.922 | loglstar: -inf < -159.870 < inf | logz: -168.545 +/- 0.281 | dlogz: 88.601 > 0.109
iter: 540 | bound: 4 | nc: 39 | ncall: 10990 | eff(%): 4.914 | loglstar: -inf < -159.746 < inf | logz: -168.291 +/- 0.279 | dlogz: 88.273 > 0.109
iter: 541 | bound: 4 | nc: 39 | ncall: 11029 | eff(%): 4.905 | loglstar: -inf < -158.662 < inf | logz: -167.909 +/- 0.281 | dlogz: 88.009 > 0.109
iter: 542 | bound: 4 | nc: 39 | ncall: 11068 | eff(%): 4.897 | loglstar: -inf < -158.044 < inf | logz: -167.395 +/- 0.284 | dlogz: 87.616 > 0.109
iter: 543 | bound: 4 | nc: 39 | ncall: 11107 | eff(%): 4.889 | loglstar: -inf < -156.970 < inf | logz: -166.694 +/- 0.290 | dlogz: 87.093 > 0.109
iter: 544 | bound: 4 | nc: 39 | ncall: 11146 | eff(%): 4.881 | loglstar: -inf < -156.901 < inf | logz: -166.123 +/- 0.290 | dlogz: 86.382 > 0.109
iter: 545 | bound: 4 | nc: 39 | ncall: 11185 | eff(%): 4.873 | loglstar: -inf < -156.436 < inf | logz: -165.667 +/- 0.289 | dlogz: 85.801 > 0.109
iter: 546 | bound: 4 | nc: 39 | ncall: 11224 | eff(%): 4.865 | loglstar: -inf < -156.432 < inf | logz: -165.298 +/- 0.287 | dlogz: 85.335 > 0.109
iter: 547 | bound: 4 | nc: 39 | ncall: 11263 | eff(%): 4.857 | loglstar: -inf < -156.380 < inf | logz: -165.025 +/- 0.285 | dlogz: 84.956 > 0.109
iter: 548 | bound: 4 | nc: 39 | ncall: 11302 | eff(%): 4.849 | loglstar: -inf < -156.248 < inf | logz: -164.794 +/- 0.283 | dlogz: 84.673 > 0.109
iter: 549 | bound: 4 | nc: 39 | ncall: 11341 | eff(%): 4.841 | loglstar: -inf < -156.036 < inf | logz: -164.576 +/- 0.281 | dlogz: 84.432 > 0.109
iter: 550 | bound: 4 | nc: 39 | ncall: 11380 | eff(%): 4.833 | loglstar: -inf < -155.680 < inf | logz: -164.345 +/- 0.280 | dlogz: 84.204 > 0.109
iter: 551 | bound: 4 | nc: 39 | ncall: 11419 | eff(%): 4.825 | loglstar: -inf < -155.284 < inf | logz: -164.083 +/- 0.279 | dlogz: 83.963 > 0.109
iter: 552 | bound: 4 | nc: 39 | ncall: 11458 | eff(%): 4.818 | loglstar: -inf < -155.172 < inf | logz: -163.830 +/- 0.279 | dlogz: 83.692 > 0.109
iter: 553 | bound: 4 | nc: 39 | ncall: 11497 | eff(%): 4.810 | loglstar: -inf < -154.500 < inf | logz: -163.532 +/- 0.279 | dlogz: 83.428 > 0.109
iter: 554 | bound: 4 | nc: 39 | ncall: 11536 | eff(%): 4.802 | loglstar: -inf < -154.333 < inf | logz: -163.219 +/- 0.280 | dlogz: 90.919 > 0.109
iter: 555 | bound: 4 | nc: 39 | ncall: 11575 | eff(%): 4.795 | loglstar: -inf < -154.252 < inf | logz: -162.956 +/- 0.279 | dlogz: 90.595 > 0.109
iter: 556 | bound: 4 | nc: 39 | ncall: 11614 | eff(%): 4.787 | loglstar: -inf < -153.314 < inf | logz: -162.603 +/- 0.281 | dlogz: 90.323 > 0.109
iter: 557 | bound: 4 | nc: 39 | ncall: 11653 | eff(%): 4.780 | loglstar: -inf < -153.218 < inf | logz: -162.236 +/- 0.282 | dlogz: 89.960 > 0.109
iter: 558 | bound: 4 | nc: 39 | ncall: 11692 | eff(%): 4.772 | loglstar: -inf < -153.025 < inf | logz: -161.933 +/- 0.282 | dlogz: 89.582 > 0.109
iter: 559 | bound: 4 | nc: 39 | ncall: 11731 | eff(%): 4.765 | loglstar: -inf < -152.917 < inf | logz: -161.671 +/- 0.281 | dlogz: 89.270 > 0.109
iter: 560 | bound: 4 | nc: 39 | ncall: 11770 | eff(%): 4.758 | loglstar: -inf < -152.195 < inf | logz: -161.358 +/- 0.282 | dlogz: 88.998 > 0.109
iter: 561 | bound: 4 | nc: 39 | ncall: 11809 | eff(%): 4.751 | loglstar: -inf < -151.933 < inf | logz: -161.013 +/- 0.282 | dlogz: 88.675 > 0.109
iter: 562 | bound: 4 | nc: 39 | ncall: 11848 | eff(%): 4.743 | loglstar: -inf < -151.880 < inf | logz: -160.724 +/- 0.282 | dlogz: 88.320 > 0.109
iter: 563 | bound: 4 | nc: 39 | ncall: 11887 | eff(%): 4.736 | loglstar: -inf < -151.824 < inf | logz: -160.491 +/- 0.281 | dlogz: 88.020 > 0.109
iter: 564 | bound: 4 | nc: 39 | ncall: 11926 | eff(%): 4.729 | loglstar: -inf < -151.799 < inf | logz: -160.296 +/- 0.280 | dlogz: 87.777 > 0.109
iter: 565 | bound: 4 | nc: 39 | ncall: 11965 | eff(%): 4.722 | loglstar: -inf < -151.795 < inf | logz: -160.133 +/- 0.279 | dlogz: 87.573 > 0.109
iter: 566 | bound: 4 | nc: 39 | ncall: 12004 | eff(%): 4.715 | loglstar: -inf < -151.590 < inf | logz: -159.979 +/- 0.278 | dlogz: 87.400 > 0.109
iter: 567 | bound: 4 | nc: 39 | ncall: 12043 | eff(%): 4.708 | loglstar: -inf < -151.385 < inf | logz: -159.819 +/- 0.277 | dlogz: 87.236 > 0.109
iter: 568 | bound: 4 | nc: 39 | ncall: 12082 | eff(%): 4.701 | loglstar: -inf < -151.190 < inf | logz: -159.655 +/- 0.276 | dlogz: 87.066 > 0.109
iter: 569 | bound: 4 | nc: 39 | ncall: 12121 | eff(%): 4.694 | loglstar: -inf < -150.867 < inf | logz: -159.476 +/- 0.276 | dlogz: 86.892 > 0.109
iter: 570 | bound: 4 | nc: 39 | ncall: 12160 | eff(%): 4.688 | loglstar: -inf < -150.867 < inf | logz: -159.302 +/- 0.275 | dlogz: 86.703 > 0.109
iter: 571 | bound: 4 | nc: 39 | ncall: 12199 | eff(%): 4.681 | loglstar: -inf < -150.812 < inf | logz: -159.153 +/- 0.275 | dlogz: 86.519 > 0.109
iter: 572 | bound: 4 | nc: 39 | ncall: 12238 | eff(%): 4.674 | loglstar: -inf < -150.749 < inf | logz: -159.017 +/- 0.274 | dlogz: 86.359 > 0.109
iter: 573 | bound: 4 | nc: 39 | ncall: 12277 | eff(%): 4.667 | loglstar: -inf < -150.677 < inf | logz: -158.890 +/- 0.273 | dlogz: 86.213 > 0.109
iter: 574 | bound: 4 | nc: 39 | ncall: 12316 | eff(%): 4.661 | loglstar: -inf < -150.673 < inf | logz: -158.775 +/- 0.273 | dlogz: 86.077 > 0.109
iter: 575 | bound: 4 | nc: 39 | ncall: 12355 | eff(%): 4.654 | loglstar: -inf < -150.673 < inf | logz: -158.671 +/- 0.272 | dlogz: 85.952 > 0.109
iter: 576 | bound: 4 | nc: 39 | ncall: 12394 | eff(%): 4.647 | loglstar: -inf < -150.637 < inf | logz: -158.578 +/- 0.271 | dlogz: 85.838 > 0.109
iter: 577 | bound: 4 | nc: 39 | ncall: 12433 | eff(%): 4.641 | loglstar: -inf < -150.526 < inf | logz: -158.487 +/- 0.270 | dlogz: 85.735 > 0.109
iter: 578 | bound: 4 | nc: 39 | ncall: 12472 | eff(%): 4.634 | loglstar: -inf < -150.281 < inf | logz: -158.388 +/- 0.270 | dlogz: 85.634 > 0.109
iter: 579 | bound: 4 | nc: 39 | ncall: 12511 | eff(%): 4.628 | loglstar: -inf < -150.027 < inf | logz: -158.276 +/- 0.270 | dlogz: 85.525 > 0.109
iter: 580 | bound: 4 | nc: 39 | ncall: 12550 | eff(%): 4.622 | loglstar: -inf < -149.896 < inf | logz: -158.156 +/- 0.269 | dlogz: 85.403 > 0.109
iter: 581 | bound: 4 | nc: 39 | ncall: 12589 | eff(%): 4.615 | loglstar: -inf < -149.829 < inf | logz: -158.040 +/- 0.269 | dlogz: 85.273 > 0.109
iter: 582 | bound: 4 | nc: 39 | ncall: 12628 | eff(%): 4.609 | loglstar: -inf < -149.784 < inf | logz: -157.931 +/- 0.269 | dlogz: 85.147 > 0.109
iter: 583 | bound: 4 | nc: 39 | ncall: 12667 | eff(%): 4.603 | loglstar: -inf < -149.771 < inf | logz: -157.831 +/- 0.269 | dlogz: 85.028 > 0.109
iter: 584 | bound: 4 | nc: 39 | ncall: 12706 | eff(%): 4.596 | loglstar: -inf < -149.555 < inf | logz: -157.731 +/- 0.268 | dlogz: 84.919 > 0.109
iter: 585 | bound: 4 | nc: 39 | ncall: 12745 | eff(%): 4.590 | loglstar: -inf < -149.436 < inf | logz: -157.625 +/- 0.268 | dlogz: 84.808 > 0.109
iter: 586 | bound: 4 | nc: 39 | ncall: 12784 | eff(%): 4.584 | loglstar: -inf < -149.288 < inf | logz: -157.517 +/- 0.268 | dlogz: 84.692 > 0.109
iter: 587 | bound: 4 | nc: 39 | ncall: 12823 | eff(%): 4.578 | loglstar: -inf < -148.874 < inf | logz: -157.389 +/- 0.269 | dlogz: 84.574 > 0.109
iter: 588 | bound: 4 | nc: 39 | ncall: 12862 | eff(%): 4.572 | loglstar: -inf < -148.833 < inf | logz: -157.252 +/- 0.269 | dlogz: 84.436 > 0.109
iter: 589 | bound: 4 | nc: 39 | ncall: 12901 | eff(%): 4.566 | loglstar: -inf < -148.299 < inf | logz: -157.092 +/- 0.270 | dlogz: 84.290 > 0.109
iter: 590 | bound: 4 | nc: 39 | ncall: 12940 | eff(%): 4.560 | loglstar: -inf < -148.164 < inf | logz: -156.910 +/- 0.271 | dlogz: 84.119 > 0.109
iter: 591 | bound: 4 | nc: 39 | ncall: 12979 | eff(%): 4.554 | loglstar: -inf < -147.759 < inf | logz: -156.712 +/- 0.273 | dlogz: 83.928 > 0.109
iter: 592 | bound: 4 | nc: 39 | ncall: 13018 | eff(%): 4.548 | loglstar: -inf < -147.538 < inf | logz: -156.498 +/- 0.275 | dlogz: 83.720 > 0.109
iter: 593 | bound: 4 | nc: 39 | ncall: 13057 | eff(%): 4.542 | loglstar: -inf < -147.275 < inf | logz: -156.279 +/- 0.276 | dlogz: 83.495 > 0.109
iter: 594 | bound: 4 | nc: 39 | ncall: 13096 | eff(%): 4.536 | loglstar: -inf < -146.991 < inf | logz: -156.051 +/- 0.277 | dlogz: 83.267 > 0.109
iter: 595 | bound: 4 | nc: 39 | ncall: 13135 | eff(%): 4.530 | loglstar: -inf < -146.095 < inf | logz: -155.716 +/- 0.281 | dlogz: 83.029 > 0.109
iter: 596 | bound: 4 | nc: 39 | ncall: 13174 | eff(%): 4.524 | loglstar: -inf < -145.200 < inf | logz: -155.192 +/- 0.288 | dlogz: 82.684 > 0.109
iter: 597 | bound: 4 | nc: 39 | ncall: 13213 | eff(%): 4.518 | loglstar: -inf < -144.505 < inf | logz: -154.571 +/- 0.294 | dlogz: 82.150 > 0.109
iter: 598 | bound: 4 | nc: 39 | ncall: 13252 | eff(%): 4.513 | loglstar: -inf < -144.388 < inf | logz: -154.070 +/- 0.295 | dlogz: 81.519 > 0.109
iter: 599 | bound: 4 | nc: 39 | ncall: 13291 | eff(%): 4.507 | loglstar: -inf < -144.248 < inf | logz: -153.703 +/- 0.294 | dlogz: 81.008 > 0.109
iter: 600 | bound: 4 | nc: 39 | ncall: 13330 | eff(%): 4.501 | loglstar: -inf < -143.314 < inf | logz: -153.248 +/- 0.295 | dlogz: 80.631 > 0.109
iter: 601 | bound: 4 | nc: 39 | ncall: 13369 | eff(%): 4.495 | loglstar: -inf < -142.916 < inf | logz: -152.748 +/- 0.296 | dlogz: 80.166 > 0.109
iter: 602 | bound: 4 | nc: 39 | ncall: 13408 | eff(%): 4.490 | loglstar: -inf < -142.402 < inf | logz: -152.265 +/- 0.297 | dlogz: 79.657 > 0.109
iter: 603 | bound: 4 | nc: 39 | ncall: 13447 | eff(%): 4.484 | loglstar: -inf < -142.223 < inf | logz: -151.845 +/- 0.296 | dlogz: 79.163 > 0.109
iter: 604 | bound: 4 | nc: 39 | ncall: 13486 | eff(%): 4.479 | loglstar: -inf < -142.213 < inf | logz: -151.529 +/- 0.294 | dlogz: 78.733 > 0.109
iter: 605 | bound: 4 | nc: 39 | ncall: 13525 | eff(%): 4.473 | loglstar: -inf < -142.085 < inf | logz: -151.276 +/- 0.293 | dlogz: 78.408 > 0.109
iter: 606 | bound: 4 | nc: 39 | ncall: 13564 | eff(%): 4.468 | loglstar: -inf < -141.987 < inf | logz: -151.055 +/- 0.291 | dlogz: 78.145 > 0.109
iter: 607 | bound: 4 | nc: 39 | ncall: 13603 | eff(%): 4.462 | loglstar: -inf < -141.807 < inf | logz: -150.851 +/- 0.289 | dlogz: 77.913 > 0.109
iter: 608 | bound: 4 | nc: 39 | ncall: 13642 | eff(%): 4.457 | loglstar: -inf < -141.624 < inf | logz: -150.653 +/- 0.288 | dlogz: 77.699 > 0.109
iter: 609 | bound: 4 | nc: 39 | ncall: 13681 | eff(%): 4.451 | loglstar: -inf < -141.410 < inf | logz: -150.456 +/- 0.287 | dlogz: 77.491 > 0.109
iter: 610 | bound: 4 | nc: 39 | ncall: 13720 | eff(%): 4.446 | loglstar: -inf < -141.398 < inf | logz: -150.276 +/- 0.286 | dlogz: 77.285 > 0.109
iter: 611 | bound: 4 | nc: 39 | ncall: 13759 | eff(%): 4.441 | loglstar: -inf < -140.906 < inf | logz: -150.081 +/- 0.286 | dlogz: 77.095 > 0.109
iter: 612 | bound: 4 | nc: 39 | ncall: 13798 | eff(%): 4.435 | loglstar: -inf < -140.652 < inf | logz: -149.858 +/- 0.286 | dlogz: 76.889 > 0.109
iter: 613 | bound: 4 | nc: 39 | ncall: 13837 | eff(%): 4.430 | loglstar: -inf < -140.504 < inf | logz: -149.642 +/- 0.286 | dlogz: 76.657 > 0.109
iter: 614 | bound: 4 | nc: 39 | ncall: 13876 | eff(%): 4.425 | loglstar: -inf < -140.477 < inf | logz: -149.452 +/- 0.285 | dlogz: 76.431 > 0.109
iter: 615 | bound: 4 | nc: 39 | ncall: 13915 | eff(%): 4.420 | loglstar: -inf < -139.866 < inf | logz: -149.232 +/- 0.285 | dlogz: 76.231 > 0.109
iter: 616 | bound: 4 | nc: 39 | ncall: 13954 | eff(%): 4.415 | loglstar: -inf < -139.465 < inf | logz: -148.957 +/- 0.286 | dlogz: 76.001 > 0.109
iter: 617 | bound: 4 | nc: 39 | ncall: 13993 | eff(%): 4.409 | loglstar: -inf < -138.966 < inf | logz: -148.637 +/- 0.288 | dlogz: 75.716 > 0.109
iter: 618 | bound: 4 | nc: 39 | ncall: 14032 | eff(%): 4.404 | loglstar: -inf < -138.577 < inf | logz: -148.288 +/- 0.290 | dlogz: 75.386 > 0.109
iter: 619 | bound: 4 | nc: 39 | ncall: 14071 | eff(%): 4.399 | loglstar: -inf < -138.261 < inf | logz: -147.942 +/- 0.291 | dlogz: 75.027 > 0.109
iter: 620 | bound: 4 | nc: 39 | ncall: 14110 | eff(%): 4.394 | loglstar: -inf < -137.889 < inf | logz: -147.599 +/- 0.292 | dlogz: 74.671 > 0.109
iter: 621 | bound: 4 | nc: 39 | ncall: 14149 | eff(%): 4.389 | loglstar: -inf < -137.558 < inf | logz: -147.257 +/- 0.293 | dlogz: 74.318 > 0.109
iter: 622 | bound: 4 | nc: 39 | ncall: 14188 | eff(%): 4.384 | loglstar: -inf < -137.431 < inf | logz: -146.952 +/- 0.293 | dlogz: 73.966 > 0.109
iter: 623 | bound: 4 | nc: 39 | ncall: 14227 | eff(%): 4.379 | loglstar: -inf < -137.404 < inf | logz: -146.705 +/- 0.292 | dlogz: 73.651 > 0.109
iter: 624 | bound: 4 | nc: 39 | ncall: 14266 | eff(%): 4.374 | loglstar: -inf < -137.310 < inf | logz: -146.497 +/- 0.291 | dlogz: 73.394 > 0.109
iter: 625 | bound: 4 | nc: 39 | ncall: 14305 | eff(%): 4.369 | loglstar: -inf < -137.246 < inf | logz: -146.315 +/- 0.290 | dlogz: 73.177 > 0.109
iter: 626 | bound: 4 | nc: 39 | ncall: 14344 | eff(%): 4.364 | loglstar: -inf < -137.121 < inf | logz: -146.147 +/- 0.289 | dlogz: 72.984 > 0.109
iter: 627 | bound: 4 | nc: 39 | ncall: 14383 | eff(%): 4.359 | loglstar: -inf < -137.060 < inf | logz: -145.993 +/- 0.288 | dlogz: 72.807 > 0.109
iter: 628 | bound: 4 | nc: 39 | ncall: 14422 | eff(%): 4.354 | loglstar: -inf < -137.042 < inf | logz: -145.855 +/- 0.287 | dlogz: 72.642 > 0.109
iter: 629 | bound: 4 | nc: 39 | ncall: 14461 | eff(%): 4.350 | loglstar: -inf < -136.854 < inf | logz: -145.723 +/- 0.286 | dlogz: 72.495 > 0.109
iter: 630 | bound: 4 | nc: 39 | ncall: 14500 | eff(%): 4.345 | loglstar: -inf < -136.595 < inf | logz: -145.579 +/- 0.285 | dlogz: 72.352 > 0.109
iter: 631 | bound: 4 | nc: 39 | ncall: 14539 | eff(%): 4.340 | loglstar: -inf < -136.581 < inf | logz: -145.439 +/- 0.284 | dlogz: 72.199 > 0.109
iter: 632 | bound: 4 | nc: 39 | ncall: 14578 | eff(%): 4.335 | loglstar: -inf < -136.577 < inf | logz: -145.317 +/- 0.284 | dlogz: 72.049 > 0.109
iter: 633 | bound: 5 | nc: 39 | ncall: 14617 | eff(%): 4.331 | loglstar: -inf < -136.531 < inf | logz: -145.206 +/- 0.283 | dlogz: 71.916 > 0.109
iter: 634 | bound: 5 | nc: 39 | ncall: 14656 | eff(%): 4.326 | loglstar: -inf < -136.164 < inf | logz: -145.084 +/- 0.283 | dlogz: 71.795 > 0.109
iter: 635 | bound: 5 | nc: 39 | ncall: 14695 | eff(%): 4.321 | loglstar: -inf < -136.158 < inf | logz: -144.957 +/- 0.282 | dlogz: 71.663 > 0.109
iter: 636 | bound: 5 | nc: 39 | ncall: 14734 | eff(%): 4.317 | loglstar: -inf < -135.971 < inf | logz: -144.835 +/- 0.282 | dlogz: 71.527 > 0.109
iter: 637 | bound: 5 | nc: 39 | ncall: 14773 | eff(%): 4.312 | loglstar: -inf < -135.927 < inf | logz: -144.715 +/- 0.281 | dlogz: 71.395 > 0.109
iter: 638 | bound: 5 | nc: 39 | ncall: 14812 | eff(%): 4.307 | loglstar: -inf < -135.901 < inf | logz: -144.605 +/- 0.281 | dlogz: 71.265 > 0.109
iter: 639 | bound: 5 | nc: 39 | ncall: 14851 | eff(%): 4.303 | loglstar: -inf < -135.615 < inf | logz: -144.490 +/- 0.281 | dlogz: 71.145 > 0.109
iter: 640 | bound: 5 | nc: 39 | ncall: 14890 | eff(%): 4.298 | loglstar: -inf < -135.556 < inf | logz: -144.372 +/- 0.281 | dlogz: 71.021 > 0.109
iter: 641 | bound: 5 | nc: 39 | ncall: 14929 | eff(%): 4.294 | loglstar: -inf < -135.451 < inf | logz: -144.258 +/- 0.280 | dlogz: 70.892 > 0.109
iter: 642 | bound: 5 | nc: 39 | ncall: 14968 | eff(%): 4.289 | loglstar: -inf < -135.357 < inf | logz: -144.147 +/- 0.280 | dlogz: 70.768 > 0.109
iter: 643 | bound: 5 | nc: 39 | ncall: 15007 | eff(%): 4.285 | loglstar: -inf < -135.306 < inf | logz: -144.041 +/- 0.280 | dlogz: 70.647 > 0.109
iter: 644 | bound: 5 | nc: 39 | ncall: 15046 | eff(%): 4.280 | loglstar: -inf < -135.274 < inf | logz: -143.942 +/- 0.280 | dlogz: 70.531 > 0.109
iter: 645 | bound: 5 | nc: 39 | ncall: 15085 | eff(%): 4.276 | loglstar: -inf < -135.256 < inf | logz: -143.851 +/- 0.279 | dlogz: 70.422 > 0.109
iter: 646 | bound: 5 | nc: 39 | ncall: 15124 | eff(%): 4.271 | loglstar: -inf < -134.949 < inf | logz: -143.753 +/- 0.279 | dlogz: 70.321 > 0.109
iter: 647 | bound: 5 | nc: 39 | ncall: 15163 | eff(%): 4.267 | loglstar: -inf < -134.928 < inf | logz: -143.651 +/- 0.279 | dlogz: 70.213 > 0.109
iter: 648 | bound: 5 | nc: 39 | ncall: 15202 | eff(%): 4.263 | loglstar: -inf < -133.834 < inf | logz: -143.474 +/- 0.281 | dlogz: 70.101 > 0.109
iter: 649 | bound: 5 | nc: 39 | ncall: 15241 | eff(%): 4.258 | loglstar: -inf < -133.813 < inf | logz: -143.256 +/- 0.283 | dlogz: 69.914 > 0.109
iter: 650 | bound: 5 | nc: 39 | ncall: 15280 | eff(%): 4.254 | loglstar: -inf < -133.380 < inf | logz: -143.034 +/- 0.285 | dlogz: 69.687 > 0.109
iter: 651 | bound: 5 | nc: 39 | ncall: 15319 | eff(%): 4.250 | loglstar: -inf < -133.330 < inf | logz: -142.815 +/- 0.286 | dlogz: 69.455 > 0.109
iter: 652 | bound: 5 | nc: 39 | ncall: 15358 | eff(%): 4.245 | loglstar: -inf < -133.262 < inf | logz: -142.627 +/- 0.287 | dlogz: 69.226 > 0.109
iter: 653 | bound: 5 | nc: 39 | ncall: 15397 | eff(%): 4.241 | loglstar: -inf < -133.259 < inf | logz: -142.465 +/- 0.287 | dlogz: 69.028 > 0.109
iter: 654 | bound: 5 | nc: 39 | ncall: 15436 | eff(%): 4.237 | loglstar: -inf < -133.072 < inf | logz: -142.314 +/- 0.287 | dlogz: 68.856 > 0.109
iter: 655 | bound: 5 | nc: 39 | ncall: 15475 | eff(%): 4.233 | loglstar: -inf < -132.854 < inf | logz: -142.156 +/- 0.287 | dlogz: 68.694 > 0.109
iter: 656 | bound: 5 | nc: 39 | ncall: 15514 | eff(%): 4.228 | loglstar: -inf < -132.038 < inf | logz: -141.924 +/- 0.288 | dlogz: 68.527 > 0.109
iter: 657 | bound: 5 | nc: 39 | ncall: 15553 | eff(%): 4.224 | loglstar: -inf < -131.942 < inf | logz: -141.663 +/- 0.290 | dlogz: 68.285 > 0.109
iter: 658 | bound: 5 | nc: 39 | ncall: 15592 | eff(%): 4.220 | loglstar: -inf < -131.852 < inf | logz: -141.440 +/- 0.291 | dlogz: 68.014 > 0.109
iter: 659 | bound: 5 | nc: 39 | ncall: 15631 | eff(%): 4.216 | loglstar: -inf < -131.559 < inf | logz: -141.223 +/- 0.291 | dlogz: 67.781 > 0.109
iter: 660 | bound: 5 | nc: 39 | ncall: 15670 | eff(%): 4.212 | loglstar: -inf < -131.391 < inf | logz: -141.008 +/- 0.292 | dlogz: 67.555 > 0.109
iter: 661 | bound: 5 | nc: 39 | ncall: 15709 | eff(%): 4.208 | loglstar: -inf < -131.215 < inf | logz: -140.802 +/- 0.292 | dlogz: 67.329 > 0.109
iter: 662 | bound: 5 | nc: 39 | ncall: 15748 | eff(%): 4.204 | loglstar: -inf < -130.950 < inf | logz: -140.594 +/- 0.292 | dlogz: 67.113 > 0.109
iter: 663 | bound: 5 | nc: 39 | ncall: 15787 | eff(%): 4.200 | loglstar: -inf < -130.794 < inf | logz: -140.389 +/- 0.292 | dlogz: 66.895 > 0.109
iter: 664 | bound: 5 | nc: 39 | ncall: 15826 | eff(%): 4.196 | loglstar: -inf < -130.717 < inf | logz: -140.202 +/- 0.292 | dlogz: 66.680 > 0.109
iter: 665 | bound: 5 | nc: 39 | ncall: 15865 | eff(%): 4.192 | loglstar: -inf < -130.421 < inf | logz: -140.014 +/- 0.292 | dlogz: 66.483 > 0.109
iter: 666 | bound: 5 | nc: 39 | ncall: 15904 | eff(%): 4.188 | loglstar: -inf < -129.985 < inf | logz: -139.794 +/- 0.292 | dlogz: 66.286 > 0.109
iter: 667 | bound: 5 | nc: 39 | ncall: 15943 | eff(%): 4.184 | loglstar: -inf < -129.894 < inf | logz: -139.571 +/- 0.293 | dlogz: 66.055 > 0.109
iter: 668 | bound: 5 | nc: 39 | ncall: 15982 | eff(%): 4.180 | loglstar: -inf < -129.885 < inf | logz: -139.383 +/- 0.293 | dlogz: 65.823 > 0.109
iter: 669 | bound: 5 | nc: 39 | ncall: 16021 | eff(%): 4.176 | loglstar: -inf < -129.062 < inf | logz: -139.136 +/- 0.294 | dlogz: 65.624 > 0.109
iter: 670 | bound: 5 | nc: 39 | ncall: 16060 | eff(%): 4.172 | loglstar: -inf < -128.796 < inf | logz: -138.838 +/- 0.296 | dlogz: 65.367 > 0.109
iter: 671 | bound: 5 | nc: 39 | ncall: 16099 | eff(%): 4.168 | loglstar: -inf < -128.661 < inf | logz: -138.568 +/- 0.296 | dlogz: 65.060 > 0.109
iter: 672 | bound: 5 | nc: 39 | ncall: 16138 | eff(%): 4.164 | loglstar: -inf < -128.223 < inf | logz: -138.292 +/- 0.297 | dlogz: 64.780 > 0.109
iter: 673 | bound: 5 | nc: 39 | ncall: 16177 | eff(%): 4.160 | loglstar: -inf < -128.146 < inf | logz: -138.027 +/- 0.297 | dlogz: 64.493 > 0.109
iter: 674 | bound: 5 | nc: 39 | ncall: 16216 | eff(%): 4.156 | loglstar: -inf < -128.134 < inf | logz: -137.812 +/- 0.297 | dlogz: 64.219 > 0.109
iter: 675 | bound: 5 | nc: 39 | ncall: 16255 | eff(%): 4.153 | loglstar: -inf < -128.113 < inf | logz: -137.634 +/- 0.296 | dlogz: 63.994 > 0.109
iter: 676 | bound: 5 | nc: 39 | ncall: 16294 | eff(%): 4.149 | loglstar: -inf < -128.094 < inf | logz: -137.482 +/- 0.295 | dlogz: 63.806 > 0.109
iter: 677 | bound: 5 | nc: 39 | ncall: 16333 | eff(%): 4.145 | loglstar: -inf < -127.991 < inf | logz: -137.343 +/- 0.294 | dlogz: 63.644 > 0.109
iter: 678 | bound: 5 | nc: 39 | ncall: 16372 | eff(%): 4.141 | loglstar: -inf < -127.544 < inf | logz: -137.183 +/- 0.294 | dlogz: 63.495 > 0.109
iter: 679 | bound: 5 | nc: 39 | ncall: 16411 | eff(%): 4.137 | loglstar: -inf < -127.425 < inf | logz: -137.010 +/- 0.294 | dlogz: 93.021 > 0.109
iter: 680 | bound: 5 | nc: 39 | ncall: 16450 | eff(%): 4.134 | loglstar: -inf < -127.390 < inf | logz: -136.852 +/- 0.293 | dlogz: 92.838 > 0.109
iter: 681 | bound: 5 | nc: 39 | ncall: 16489 | eff(%): 4.130 | loglstar: -inf < -127.342 < inf | logz: -136.713 +/- 0.293 | dlogz: 92.670 > 0.109
iter: 682 | bound: 5 | nc: 39 | ncall: 16528 | eff(%): 4.126 | loglstar: -inf < -127.336 < inf | logz: -136.588 +/- 0.292 | dlogz: 92.521 > 0.109
iter: 683 | bound: 5 | nc: 39 | ncall: 16567 | eff(%): 4.123 | loglstar: -inf < -127.215 < inf | logz: -136.471 +/- 0.292 | dlogz: 92.386 > 0.109
iter: 684 | bound: 5 | nc: 39 | ncall: 16606 | eff(%): 4.119 | loglstar: -inf < -126.902 < inf | logz: -136.343 +/- 0.291 | dlogz: 92.260 > 0.109
iter: 685 | bound: 5 | nc: 39 | ncall: 16645 | eff(%): 4.115 | loglstar: -inf < -126.801 < inf | logz: -136.208 +/- 0.291 | dlogz: 92.121 > 0.109
iter: 686 | bound: 5 | nc: 39 | ncall: 16684 | eff(%): 4.112 | loglstar: -inf < -126.705 < inf | logz: -136.078 +/- 0.291 | dlogz: 91.976 > 0.109
iter: 687 | bound: 5 | nc: 39 | ncall: 16723 | eff(%): 4.108 | loglstar: -inf < -126.661 < inf | logz: -135.957 +/- 0.290 | dlogz: 91.836 > 0.109
iter: 688 | bound: 5 | nc: 39 | ncall: 16762 | eff(%): 4.105 | loglstar: -inf < -126.460 < inf | logz: -135.836 +/- 0.290 | dlogz: 91.705 > 0.109
iter: 689 | bound: 5 | nc: 39 | ncall: 16801 | eff(%): 4.101 | loglstar: -inf < -126.286 < inf | logz: -135.708 +/- 0.290 | dlogz: 91.574 > 0.109
iter: 690 | bound: 5 | nc: 39 | ncall: 16840 | eff(%): 4.097 | loglstar: -inf < -126.235 < inf | logz: -135.584 +/- 0.290 | dlogz: 91.437 > 0.109
iter: 691 | bound: 5 | nc: 39 | ncall: 16879 | eff(%): 4.094 | loglstar: -inf < -125.020 < inf | logz: -135.354 +/- 0.292 | dlogz: 91.303 > 0.109
iter: 692 | bound: 5 | nc: 39 | ncall: 16918 | eff(%): 4.090 | loglstar: -inf < -124.927 < inf | logz: -135.070 +/- 0.295 | dlogz: 91.063 > 0.109
iter: 693 | bound: 5 | nc: 39 | ncall: 16957 | eff(%): 4.087 | loglstar: -inf < -124.688 < inf | logz: -134.814 +/- 0.296 | dlogz: 90.768 > 0.109
iter: 694 | bound: 5 | nc: 39 | ncall: 16996 | eff(%): 4.083 | loglstar: -inf < -124.322 < inf | logz: -134.548 +/- 0.298 | dlogz: 90.503 > 0.109
iter: 695 | bound: 5 | nc: 39 | ncall: 17035 | eff(%): 4.080 | loglstar: -inf < -124.202 < inf | logz: -134.293 +/- 0.299 | dlogz: 90.227 > 0.109
iter: 696 | bound: 5 | nc: 39 | ncall: 17074 | eff(%): 4.076 | loglstar: -inf < -123.926 < inf | logz: -134.050 +/- 0.299 | dlogz: 89.961 > 0.109
iter: 697 | bound: 5 | nc: 39 | ncall: 17113 | eff(%): 4.073 | loglstar: -inf < -123.651 < inf | logz: -133.803 +/- 0.300 | dlogz: 89.709 > 0.109
iter: 698 | bound: 5 | nc: 39 | ncall: 17152 | eff(%): 4.069 | loglstar: -inf < -123.580 < inf | logz: -133.576 +/- 0.300 | dlogz: 89.452 > 0.109
iter: 699 | bound: 5 | nc: 39 | ncall: 17191 | eff(%): 4.066 | loglstar: -inf < -123.580 < inf | logz: -133.384 +/- 0.299 | dlogz: 89.215 > 0.109
iter: 700 | bound: 5 | nc: 39 | ncall: 17230 | eff(%): 4.063 | loglstar: -inf < -123.280 < inf | logz: -133.202 +/- 0.299 | dlogz: 89.013 > 0.109
iter: 701 | bound: 5 | nc: 39 | ncall: 17269 | eff(%): 4.059 | loglstar: -inf < -123.234 < inf | logz: -133.024 +/- 0.299 | dlogz: 88.821 > 0.109
iter: 702 | bound: 5 | nc: 39 | ncall: 17308 | eff(%): 4.056 | loglstar: -inf < -123.142 < inf | logz: -132.865 +/- 0.298 | dlogz: 88.633 > 0.109
iter: 703 | bound: 5 | nc: 39 | ncall: 17347 | eff(%): 4.053 | loglstar: -inf < -122.958 < inf | logz: -132.709 +/- 0.298 | dlogz: 88.464 > 0.109
iter: 704 | bound: 5 | nc: 39 | ncall: 17386 | eff(%): 4.049 | loglstar: -inf < -122.789 < inf | logz: -132.553 +/- 0.297 | dlogz: 88.298 > 0.109
iter: 705 | bound: 5 | nc: 39 | ncall: 17425 | eff(%): 4.046 | loglstar: -inf < -122.515 < inf | logz: -132.387 +/- 0.297 | dlogz: 88.132 > 0.109
iter: 706 | bound: 5 | nc: 39 | ncall: 17464 | eff(%): 4.043 | loglstar: -inf < -122.001 < inf | logz: -132.180 +/- 0.298 | dlogz: 87.956 > 0.109
iter: 707 | bound: 5 | nc: 39 | ncall: 17503 | eff(%): 4.039 | loglstar: -inf < -121.277 < inf | logz: -131.876 +/- 0.300 | dlogz: 87.739 > 0.109
iter: 708 | bound: 5 | nc: 39 | ncall: 17542 | eff(%): 4.036 | loglstar: -inf < -121.223 < inf | logz: -131.570 +/- 0.302 | dlogz: 87.426 > 0.109
iter: 709 | bound: 5 | nc: 39 | ncall: 17581 | eff(%): 4.033 | loglstar: -inf < -121.120 < inf | logz: -131.321 +/- 0.302 | dlogz: 87.109 > 0.109
iter: 710 | bound: 5 | nc: 39 | ncall: 17620 | eff(%): 4.030 | loglstar: -inf < -120.569 < inf | logz: -131.048 +/- 0.303 | dlogz: 86.850 > 0.109
iter: 711 | bound: 5 | nc: 39 | ncall: 17659 | eff(%): 4.026 | loglstar: -inf < -120.509 < inf | logz: -130.778 +/- 0.304 | dlogz: 86.567 > 0.109
iter: 712 | bound: 5 | nc: 39 | ncall: 17698 | eff(%): 4.023 | loglstar: -inf < -120.397 < inf | logz: -130.551 +/- 0.303 | dlogz: 86.288 > 0.109
iter: 713 | bound: 5 | nc: 39 | ncall: 17737 | eff(%): 4.020 | loglstar: -inf < -120.230 < inf | logz: -130.342 +/- 0.303 | dlogz: 86.050 > 0.109
iter: 714 | bound: 5 | nc: 39 | ncall: 17776 | eff(%): 4.017 | loglstar: -inf < -120.101 < inf | logz: -130.147 +/- 0.303 | dlogz: 85.832 > 0.109
iter: 715 | bound: 5 | nc: 39 | ncall: 17815 | eff(%): 4.013 | loglstar: -inf < -120.063 < inf | logz: -129.972 +/- 0.302 | dlogz: 85.626 > 0.109
iter: 716 | bound: 5 | nc: 39 | ncall: 17854 | eff(%): 4.010 | loglstar: -inf < -120.026 < inf | logz: -129.820 +/- 0.301 | dlogz: 85.442 > 0.109
iter: 717 | bound: 5 | nc: 39 | ncall: 17893 | eff(%): 4.007 | loglstar: -inf < -119.827 < inf | logz: -129.673 +/- 0.300 | dlogz: 85.279 > 0.109
iter: 718 | bound: 5 | nc: 39 | ncall: 17932 | eff(%): 4.004 | loglstar: -inf < -119.656 < inf | logz: -129.522 +/- 0.300 | dlogz: 85.123 > 0.109
iter: 719 | bound: 5 | nc: 39 | ncall: 17971 | eff(%): 4.001 | loglstar: -inf < -119.548 < inf | logz: -129.375 +/- 0.299 | dlogz: 84.962 > 0.109
iter: 720 | bound: 5 | nc: 39 | ncall: 18010 | eff(%): 3.998 | loglstar: -inf < -119.231 < inf | logz: -129.218 +/- 0.299 | dlogz: 84.805 > 0.109
iter: 721 | bound: 5 | nc: 39 | ncall: 18049 | eff(%): 3.995 | loglstar: -inf < -118.779 < inf | logz: -129.024 +/- 0.300 | dlogz: 84.638 > 0.109
iter: 722 | bound: 5 | nc: 39 | ncall: 18088 | eff(%): 3.992 | loglstar: -inf < -118.536 < inf | logz: -128.807 +/- 0.300 | dlogz: 84.434 > 0.109
iter: 723 | bound: 5 | nc: 39 | ncall: 18127 | eff(%): 3.989 | loglstar: -inf < -118.522 < inf | logz: -128.610 +/- 0.301 | dlogz: 84.207 > 0.109
iter: 724 | bound: 5 | nc: 39 | ncall: 18166 | eff(%): 3.985 | loglstar: -inf < -118.013 < inf | logz: -128.397 +/- 0.301 | dlogz: 84.000 > 0.109
iter: 725 | bound: 5 | nc: 39 | ncall: 18205 | eff(%): 3.982 | loglstar: -inf < -117.756 < inf | logz: -128.156 +/- 0.302 | dlogz: 83.777 > 0.109
iter: 726 | bound: 5 | nc: 39 | ncall: 18244 | eff(%): 3.979 | loglstar: -inf < -117.527 < inf | logz: -127.917 +/- 0.303 | dlogz: 83.526 > 0.109
iter: 727 | bound: 5 | nc: 39 | ncall: 18283 | eff(%): 3.976 | loglstar: -inf < -117.375 < inf | logz: -127.691 +/- 0.303 | dlogz: 83.277 > 0.109
iter: 728 | bound: 5 | nc: 39 | ncall: 18322 | eff(%): 3.973 | loglstar: -inf < -117.090 < inf | logz: -127.467 +/- 0.304 | dlogz: 83.042 > 0.109
iter: 729 | bound: 5 | nc: 39 | ncall: 18361 | eff(%): 3.970 | loglstar: -inf < -116.957 < inf | logz: -127.250 +/- 0.304 | dlogz: 82.808 > 0.109
iter: 730 | bound: 5 | nc: 39 | ncall: 18400 | eff(%): 3.967 | loglstar: -inf < -116.402 < inf | logz: -127.001 +/- 0.305 | dlogz: 82.580 > 0.109
iter: 731 | bound: 5 | nc: 39 | ncall: 18439 | eff(%): 3.964 | loglstar: -inf < -116.088 < inf | logz: -126.717 +/- 0.306 | dlogz: 82.321 > 0.109
iter: 732 | bound: 5 | nc: 39 | ncall: 18478 | eff(%): 3.961 | loglstar: -inf < -116.022 < inf | logz: -126.460 +/- 0.306 | dlogz: 82.027 > 0.109
iter: 733 | bound: 6 | nc: 39 | ncall: 18517 | eff(%): 3.959 | loglstar: -inf < -115.701 < inf | logz: -126.217 +/- 0.306 | dlogz: 81.761 > 0.109
iter: 734 | bound: 6 | nc: 39 | ncall: 18556 | eff(%): 3.956 | loglstar: -inf < -114.521 < inf | logz: -125.794 +/- 0.311 | dlogz: 81.507 > 0.109
iter: 735 | bound: 6 | nc: 39 | ncall: 18595 | eff(%): 3.953 | loglstar: -inf < -113.920 < inf | logz: -125.241 +/- 0.315 | dlogz: 81.074 > 0.109
iter: 736 | bound: 6 | nc: 39 | ncall: 18634 | eff(%): 3.950 | loglstar: -inf < -113.830 < inf | logz: -124.790 +/- 0.316 | dlogz: 80.511 > 0.109
iter: 737 | bound: 6 | nc: 39 | ncall: 18673 | eff(%): 3.947 | loglstar: -inf < -113.770 < inf | logz: -124.464 +/- 0.315 | dlogz: 80.051 > 0.109
iter: 738 | bound: 6 | nc: 39 | ncall: 18712 | eff(%): 3.944 | loglstar: -inf < -113.602 < inf | logz: -124.193 +/- 0.314 | dlogz: 79.714 > 0.109
iter: 739 | bound: 6 | nc: 39 | ncall: 18751 | eff(%): 3.941 | loglstar: -inf < -113.325 < inf | logz: -123.935 +/- 0.313 | dlogz: 79.434 > 0.109
iter: 740 | bound: 6 | nc: 39 | ncall: 18790 | eff(%): 3.938 | loglstar: -inf < -112.859 < inf | logz: -123.648 +/- 0.312 | dlogz: 79.166 > 0.109
iter: 741 | bound: 6 | nc: 39 | ncall: 18829 | eff(%): 3.935 | loglstar: -inf < -112.761 < inf | logz: -123.371 +/- 0.312 | dlogz: 78.869 > 0.109
iter: 742 | bound: 6 | nc: 39 | ncall: 18868 | eff(%): 3.933 | loglstar: -inf < -112.491 < inf | logz: -123.116 +/- 0.311 | dlogz: 78.582 > 0.109
iter: 743 | bound: 6 | nc: 39 | ncall: 18907 | eff(%): 3.930 | loglstar: -inf < -112.472 < inf | logz: -122.889 +/- 0.310 | dlogz: 78.317 > 0.109
iter: 744 | bound: 6 | nc: 39 | ncall: 18946 | eff(%): 3.927 | loglstar: -inf < -112.065 < inf | logz: -122.662 +/- 0.310 | dlogz: 78.080 > 0.109
iter: 745 | bound: 6 | nc: 39 | ncall: 18985 | eff(%): 3.924 | loglstar: -inf < -111.939 < inf | logz: -122.433 +/- 0.310 | dlogz: 77.843 > 0.109
iter: 746 | bound: 6 | nc: 39 | ncall: 19024 | eff(%): 3.921 | loglstar: -inf < -111.824 < inf | logz: -122.228 +/- 0.309 | dlogz: 77.605 > 0.109
iter: 747 | bound: 6 | nc: 39 | ncall: 19063 | eff(%): 3.919 | loglstar: -inf < -111.705 < inf | logz: -122.040 +/- 0.308 | dlogz: 77.389 > 0.109
iter: 748 | bound: 6 | nc: 39 | ncall: 19102 | eff(%): 3.916 | loglstar: -inf < -111.228 < inf | logz: -121.829 +/- 0.308 | dlogz: 77.191 > 0.109
iter: 749 | bound: 6 | nc: 39 | ncall: 19141 | eff(%): 3.913 | loglstar: -inf < -110.903 < inf | logz: -121.584 +/- 0.309 | dlogz: 76.970 > 0.109
iter: 750 | bound: 6 | nc: 39 | ncall: 19180 | eff(%): 3.910 | loglstar: -inf < -110.818 < inf | logz: -121.353 +/- 0.309 | dlogz: 76.716 > 0.109
iter: 751 | bound: 6 | nc: 39 | ncall: 19219 | eff(%): 3.908 | loglstar: -inf < -110.526 < inf | logz: -121.130 +/- 0.309 | dlogz: 76.474 > 0.109
iter: 752 | bound: 6 | nc: 39 | ncall: 19258 | eff(%): 3.905 | loglstar: -inf < -110.230 < inf | logz: -120.895 +/- 0.309 | dlogz: 76.242 > 0.109
iter: 753 | bound: 6 | nc: 39 | ncall: 19297 | eff(%): 3.902 | loglstar: -inf < -110.140 < inf | logz: -120.672 +/- 0.309 | dlogz: 75.997 > 0.109
iter: 754 | bound: 6 | nc: 39 | ncall: 19336 | eff(%): 3.899 | loglstar: -inf < -110.100 < inf | logz: -120.481 +/- 0.308 | dlogz: 75.764 > 0.109
iter: 755 | bound: 6 | nc: 39 | ncall: 19375 | eff(%): 3.897 | loglstar: -inf < -109.973 < inf | logz: -120.309 +/- 0.308 | dlogz: 75.563 > 0.109
iter: 756 | bound: 6 | nc: 39 | ncall: 19414 | eff(%): 3.894 | loglstar: -inf < -109.904 < inf | logz: -120.150 +/- 0.307 | dlogz: 75.381 > 0.109
iter: 757 | bound: 6 | nc: 39 | ncall: 19453 | eff(%): 3.891 | loglstar: -inf < -109.702 < inf | logz: -119.996 +/- 0.307 | dlogz: 75.212 > 0.109
iter: 758 | bound: 6 | nc: 39 | ncall: 19492 | eff(%): 3.889 | loglstar: -inf < -109.607 < inf | logz: -119.844 +/- 0.306 | dlogz: 75.047 > 0.109
iter: 759 | bound: 6 | nc: 39 | ncall: 19531 | eff(%): 3.886 | loglstar: -inf < -109.466 < inf | logz: -119.698 +/- 0.306 | dlogz: 74.886 > 0.109
iter: 760 | bound: 6 | nc: 39 | ncall: 19570 | eff(%): 3.883 | loglstar: -inf < -109.276 < inf | logz: -119.550 +/- 0.306 | dlogz: 74.730 > 0.109
iter: 761 | bound: 6 | nc: 39 | ncall: 19609 | eff(%): 3.881 | loglstar: -inf < -108.918 < inf | logz: -119.384 +/- 0.306 | dlogz: 74.572 > 0.109
iter: 762 | bound: 6 | nc: 39 | ncall: 19648 | eff(%): 3.878 | loglstar: -inf < -108.918 < inf | logz: -119.218 +/- 0.305 | dlogz: 74.396 > 0.109
iter: 763 | bound: 6 | nc: 39 | ncall: 19687 | eff(%): 3.876 | loglstar: -inf < -108.550 < inf | logz: -119.050 +/- 0.306 | dlogz: 74.220 > 0.109
iter: 764 | bound: 6 | nc: 39 | ncall: 19726 | eff(%): 3.873 | loglstar: -inf < -108.496 < inf | logz: -118.880 +/- 0.306 | dlogz: 74.042 > 0.109
iter: 765 | bound: 6 | nc: 39 | ncall: 19765 | eff(%): 3.870 | loglstar: -inf < -108.403 < inf | logz: -118.725 +/- 0.306 | dlogz: 73.862 > 0.109
iter: 766 | bound: 6 | nc: 39 | ncall: 19804 | eff(%): 3.868 | loglstar: -inf < -108.400 < inf | logz: -118.586 +/- 0.305 | dlogz: 73.697 > 0.109
iter: 767 | bound: 6 | nc: 39 | ncall: 19843 | eff(%): 3.865 | loglstar: -inf < -108.399 < inf | logz: -118.466 +/- 0.305 | dlogz: 73.548 > 0.109
iter: 768 | bound: 6 | nc: 39 | ncall: 19882 | eff(%): 3.863 | loglstar: -inf < -108.184 < inf | logz: -118.347 +/- 0.304 | dlogz: 73.418 > 0.109
iter: 769 | bound: 6 | nc: 39 | ncall: 19921 | eff(%): 3.860 | loglstar: -inf < -108.152 < inf | logz: -118.229 +/- 0.304 | dlogz: 73.289 > 0.109
iter: 770 | bound: 6 | nc: 39 | ncall: 19960 | eff(%): 3.858 | loglstar: -inf < -107.919 < inf | logz: -118.110 +/- 0.304 | dlogz: 73.161 > 0.109
iter: 771 | bound: 6 | nc: 39 | ncall: 19999 | eff(%): 3.855 | loglstar: -inf < -107.867 < inf | logz: -117.990 +/- 0.303 | dlogz: 73.032 > 0.109
iter: 772 | bound: 6 | nc: 39 | ncall: 20038 | eff(%): 3.853 | loglstar: -inf < -107.796 < inf | logz: -117.878 +/- 0.303 | dlogz: 72.903 > 0.109
iter: 773 | bound: 6 | nc: 39 | ncall: 20077 | eff(%): 3.850 | loglstar: -inf < -107.580 < inf | logz: -117.763 +/- 0.303 | dlogz: 72.780 > 0.109
iter: 774 | bound: 6 | nc: 39 | ncall: 20116 | eff(%): 3.848 | loglstar: -inf < -107.568 < inf | logz: -117.649 +/- 0.303 | dlogz: 72.655 > 0.109
iter: 775 | bound: 6 | nc: 39 | ncall: 20155 | eff(%): 3.845 | loglstar: -inf < -107.453 < inf | logz: -117.542 +/- 0.303 | dlogz: 72.532 > 0.109
iter: 776 | bound: 6 | nc: 39 | ncall: 20194 | eff(%): 3.843 | loglstar: -inf < -107.218 < inf | logz: -117.428 +/- 0.302 | dlogz: 72.415 > 0.109
iter: 777 | bound: 6 | nc: 39 | ncall: 20233 | eff(%): 3.840 | loglstar: -inf < -107.217 < inf | logz: -117.316 +/- 0.302 | dlogz: 72.291 > 0.109
iter: 778 | bound: 6 | nc: 39 | ncall: 20272 | eff(%): 3.838 | loglstar: -inf < -107.122 < inf | logz: -117.211 +/- 0.302 | dlogz: 72.169 > 0.109
iter: 779 | bound: 6 | nc: 39 | ncall: 20311 | eff(%): 3.835 | loglstar: -inf < -107.042 < inf | logz: -117.109 +/- 0.302 | dlogz: 72.054 > 0.109
iter: 780 | bound: 6 | nc: 39 | ncall: 20350 | eff(%): 3.833 | loglstar: -inf < -106.496 < inf | logz: -116.981 +/- 0.302 | dlogz: 71.941 > 0.109
iter: 781 | bound: 6 | nc: 39 | ncall: 20389 | eff(%): 3.830 | loglstar: -inf < -106.465 < inf | logz: -116.839 +/- 0.303 | dlogz: 71.804 > 0.109
iter: 782 | bound: 6 | nc: 39 | ncall: 20428 | eff(%): 3.828 | loglstar: -inf < -106.365 < inf | logz: -116.707 +/- 0.303 | dlogz: 71.651 > 0.109
iter: 783 | bound: 6 | nc: 39 | ncall: 20467 | eff(%): 3.826 | loglstar: -inf < -106.321 < inf | logz: -116.584 +/- 0.303 | dlogz: 71.510 > 0.109
iter: 784 | bound: 6 | nc: 39 | ncall: 20506 | eff(%): 3.823 | loglstar: -inf < -105.958 < inf | logz: -116.451 +/- 0.304 | dlogz: 71.377 > 0.109
iter: 785 | bound: 6 | nc: 39 | ncall: 20545 | eff(%): 3.821 | loglstar: -inf < -105.767 < inf | logz: -116.302 +/- 0.304 | dlogz: 71.234 > 0.109
iter: 786 | bound: 6 | nc: 39 | ncall: 20584 | eff(%): 3.818 | loglstar: -inf < -105.439 < inf | logz: -116.136 +/- 0.305 | dlogz: 71.075 > 0.109
iter: 787 | bound: 6 | nc: 39 | ncall: 20623 | eff(%): 3.816 | loglstar: -inf < -105.073 < inf | logz: -115.942 +/- 0.306 | dlogz: 70.899 > 0.109
iter: 788 | bound: 6 | nc: 39 | ncall: 20662 | eff(%): 3.814 | loglstar: -inf < -104.837 < inf | logz: -115.732 +/- 0.308 | dlogz: 70.696 > 0.109
iter: 789 | bound: 6 | nc: 39 | ncall: 20701 | eff(%): 3.811 | loglstar: -inf < -104.589 < inf | logz: -115.518 +/- 0.309 | dlogz: 70.476 > 0.109
iter: 790 | bound: 6 | nc: 39 | ncall: 20740 | eff(%): 3.809 | loglstar: -inf < -104.469 < inf | logz: -115.313 +/- 0.310 | dlogz: 70.251 > 0.109
iter: 791 | bound: 6 | nc: 39 | ncall: 20779 | eff(%): 3.807 | loglstar: -inf < -104.367 < inf | logz: -115.126 +/- 0.310 | dlogz: 70.036 > 0.109
iter: 792 | bound: 6 | nc: 39 | ncall: 20818 | eff(%): 3.804 | loglstar: -inf < -103.973 < inf | logz: -114.927 +/- 0.311 | dlogz: 69.839 > 0.109
iter: 793 | bound: 6 | nc: 39 | ncall: 20857 | eff(%): 3.802 | loglstar: -inf < -103.919 < inf | logz: -114.728 +/- 0.311 | dlogz: 69.630 > 0.109
iter: 794 | bound: 6 | nc: 39 | ncall: 20896 | eff(%): 3.800 | loglstar: -inf < -103.600 < inf | logz: -114.532 +/- 0.312 | dlogz: 69.422 > 0.109
iter: 795 | bound: 6 | nc: 39 | ncall: 20935 | eff(%): 3.797 | loglstar: -inf < -103.465 < inf | logz: -114.333 +/- 0.312 | dlogz: 69.215 > 0.109
iter: 796 | bound: 6 | nc: 39 | ncall: 20974 | eff(%): 3.795 | loglstar: -inf < -103.367 < inf | logz: -114.151 +/- 0.312 | dlogz: 69.007 > 0.109
iter: 797 | bound: 6 | nc: 39 | ncall: 21013 | eff(%): 3.793 | loglstar: -inf < -103.312 < inf | logz: -113.987 +/- 0.312 | dlogz: 68.815 > 0.109
iter: 798 | bound: 6 | nc: 39 | ncall: 21052 | eff(%): 3.791 | loglstar: -inf < -103.108 < inf | logz: -113.829 +/- 0.312 | dlogz: 68.641 > 0.109
iter: 799 | bound: 6 | nc: 39 | ncall: 21091 | eff(%): 3.788 | loglstar: -inf < -103.016 < inf | logz: -113.675 +/- 0.312 | dlogz: 68.473 > 0.109
iter: 800 | bound: 6 | nc: 39 | ncall: 21130 | eff(%): 3.786 | loglstar: -inf < -102.795 < inf | logz: -113.521 +/- 0.311 | dlogz: 68.309 > 0.109
iter: 801 | bound: 6 | nc: 39 | ncall: 21169 | eff(%): 3.784 | loglstar: -inf < -102.776 < inf | logz: -113.374 +/- 0.311 | dlogz: 68.145 > 0.109
iter: 802 | bound: 6 | nc: 39 | ncall: 21208 | eff(%): 3.782 | loglstar: -inf < -102.630 < inf | logz: -113.236 +/- 0.311 | dlogz: 67.988 > 0.109
iter: 803 | bound: 6 | nc: 39 | ncall: 21247 | eff(%): 3.779 | loglstar: -inf < -102.605 < inf | logz: -113.107 +/- 0.311 | dlogz: 67.840 > 0.109
iter: 804 | bound: 6 | nc: 39 | ncall: 21286 | eff(%): 3.777 | loglstar: -inf < -102.465 < inf | logz: -112.984 +/- 0.310 | dlogz: 67.701 > 0.109
iter: 805 | bound: 6 | nc: 39 | ncall: 21325 | eff(%): 3.775 | loglstar: -inf < -102.422 < inf | logz: -112.866 +/- 0.310 | dlogz: 67.568 > 0.109
iter: 806 | bound: 6 | nc: 39 | ncall: 21364 | eff(%): 3.773 | loglstar: -inf < -101.874 < inf | logz: -112.723 +/- 0.310 | dlogz: 67.440 > 0.109
iter: 807 | bound: 6 | nc: 39 | ncall: 21403 | eff(%): 3.770 | loglstar: -inf < -101.678 < inf | logz: -112.553 +/- 0.310 | dlogz: 67.287 > 0.109
iter: 808 | bound: 6 | nc: 39 | ncall: 21442 | eff(%): 3.768 | loglstar: -inf < -101.558 < inf | logz: -112.387 +/- 0.311 | dlogz: 67.107 > 0.109
iter: 809 | bound: 6 | nc: 39 | ncall: 21481 | eff(%): 3.766 | loglstar: -inf < -100.921 < inf | logz: -112.178 +/- 0.312 | dlogz: 66.931 > 0.109
iter: 810 | bound: 6 | nc: 39 | ncall: 21520 | eff(%): 3.764 | loglstar: -inf < -100.680 < inf | logz: -111.933 +/- 0.314 | dlogz: 66.712 > 0.109
iter: 811 | bound: 6 | nc: 39 | ncall: 21559 | eff(%): 3.762 | loglstar: -inf < -100.336 < inf | logz: -111.678 +/- 0.315 | dlogz: 66.457 > 0.109
iter: 812 | bound: 6 | nc: 39 | ncall: 21598 | eff(%): 3.760 | loglstar: -inf < -100.223 < inf | logz: -111.434 +/- 0.316 | dlogz: 66.193 > 0.109
iter: 813 | bound: 6 | nc: 39 | ncall: 21637 | eff(%): 3.757 | loglstar: -inf < -100.128 < inf | logz: -111.221 +/- 0.316 | dlogz: 65.939 > 0.109
iter: 814 | bound: 6 | nc: 39 | ncall: 21676 | eff(%): 3.755 | loglstar: -inf < -100.127 < inf | logz: -111.040 +/- 0.316 | dlogz: 65.716 > 0.109
iter: 815 | bound: 6 | nc: 39 | ncall: 21715 | eff(%): 3.753 | loglstar: -inf < -100.105 < inf | logz: -110.886 +/- 0.316 | dlogz: 65.524 > 0.109
iter: 816 | bound: 6 | nc: 39 | ncall: 21754 | eff(%): 3.751 | loglstar: -inf < -99.889 < inf | logz: -110.737 +/- 0.315 | dlogz: 65.360 > 0.109
iter: 817 | bound: 6 | nc: 39 | ncall: 21793 | eff(%): 3.749 | loglstar: -inf < -99.709 < inf | logz: -110.583 +/- 0.315 | dlogz: 65.202 > 0.109
iter: 818 | bound: 6 | nc: 39 | ncall: 21832 | eff(%): 3.747 | loglstar: -inf < -99.638 < inf | logz: -110.436 +/- 0.315 | dlogz: 65.038 > 0.109
iter: 819 | bound: 6 | nc: 39 | ncall: 21871 | eff(%): 3.745 | loglstar: -inf < -99.589 < inf | logz: -110.301 +/- 0.314 | dlogz: 64.880 > 0.109
iter: 820 | bound: 6 | nc: 39 | ncall: 21910 | eff(%): 3.743 | loglstar: -inf < -99.501 < inf | logz: -110.175 +/- 0.314 | dlogz: 64.735 > 0.109
iter: 821 | bound: 6 | nc: 39 | ncall: 21949 | eff(%): 3.740 | loglstar: -inf < -99.417 < inf | logz: -110.055 +/- 0.313 | dlogz: 64.600 > 0.109
iter: 822 | bound: 6 | nc: 39 | ncall: 21988 | eff(%): 3.738 | loglstar: -inf < -99.318 < inf | logz: -109.939 +/- 0.313 | dlogz: 64.470 > 0.109
iter: 823 | bound: 6 | nc: 39 | ncall: 22027 | eff(%): 3.736 | loglstar: -inf < -99.297 < inf | logz: -109.831 +/- 0.312 | dlogz: 64.344 > 0.109
iter: 824 | bound: 6 | nc: 39 | ncall: 22066 | eff(%): 3.734 | loglstar: -inf < -98.718 < inf | logz: -109.697 +/- 0.312 | dlogz: 64.226 > 0.109
iter: 825 | bound: 6 | nc: 39 | ncall: 22105 | eff(%): 3.732 | loglstar: -inf < -98.458 < inf | logz: -109.529 +/- 0.313 | dlogz: 64.082 > 0.109
iter: 826 | bound: 6 | nc: 39 | ncall: 22144 | eff(%): 3.730 | loglstar: -inf < -98.448 < inf | logz: -109.369 +/- 0.313 | dlogz: 63.904 > 0.109
iter: 827 | bound: 6 | nc: 39 | ncall: 22183 | eff(%): 3.728 | loglstar: -inf < -98.210 < inf | logz: -109.214 +/- 0.314 | dlogz: 63.734 > 0.109
iter: 828 | bound: 6 | nc: 39 | ncall: 22222 | eff(%): 3.726 | loglstar: -inf < -98.057 < inf | logz: -109.056 +/- 0.314 | dlogz: 63.569 > 0.109
iter: 829 | bound: 6 | nc: 39 | ncall: 22261 | eff(%): 3.724 | loglstar: -inf < -97.809 < inf | logz: -108.892 +/- 0.314 | dlogz: 63.401 > 0.109
iter: 830 | bound: 6 | nc: 39 | ncall: 22300 | eff(%): 3.722 | loglstar: -inf < -97.639 < inf | logz: -108.723 +/- 0.315 | dlogz: 63.227 > 0.109
iter: 831 | bound: 6 | nc: 39 | ncall: 22339 | eff(%): 3.720 | loglstar: -inf < -97.547 < inf | logz: -108.562 +/- 0.315 | dlogz: 63.049 > 0.109
iter: 832 | bound: 6 | nc: 39 | ncall: 22378 | eff(%): 3.718 | loglstar: -inf < -97.240 < inf | logz: -108.395 +/- 0.315 | dlogz: 62.878 > 0.109
iter: 833 | bound: 7 | nc: 39 | ncall: 22417 | eff(%): 3.716 | loglstar: -inf < -96.735 < inf | logz: -108.186 +/- 0.316 | dlogz: 62.701 > 0.109
iter: 834 | bound: 7 | nc: 39 | ncall: 22456 | eff(%): 3.714 | loglstar: -inf < -96.563 < inf | logz: -107.959 +/- 0.317 | dlogz: 62.481 > 0.109
iter: 835 | bound: 7 | nc: 39 | ncall: 22495 | eff(%): 3.712 | loglstar: -inf < -96.496 < inf | logz: -107.755 +/- 0.318 | dlogz: 62.244 > 0.109
iter: 836 | bound: 7 | nc: 39 | ncall: 22534 | eff(%): 3.710 | loglstar: -inf < -96.162 < inf | logz: -107.551 +/- 0.318 | dlogz: 62.030 > 0.109
iter: 837 | bound: 7 | nc: 39 | ncall: 22573 | eff(%): 3.708 | loglstar: -inf < -96.060 < inf | logz: -107.348 +/- 0.319 | dlogz: 61.816 > 0.109
iter: 838 | bound: 7 | nc: 39 | ncall: 22612 | eff(%): 3.706 | loglstar: -inf < -95.931 < inf | logz: -107.163 +/- 0.319 | dlogz: 61.604 > 0.109
iter: 839 | bound: 7 | nc: 39 | ncall: 22651 | eff(%): 3.704 | loglstar: -inf < -95.874 < inf | logz: -106.994 +/- 0.319 | dlogz: 61.409 > 0.109
iter: 840 | bound: 7 | nc: 39 | ncall: 22690 | eff(%): 3.702 | loglstar: -inf < -95.767 < inf | logz: -106.840 +/- 0.318 | dlogz: 61.230 > 0.109
iter: 841 | bound: 7 | nc: 39 | ncall: 22729 | eff(%): 3.700 | loglstar: -inf < -95.534 < inf | logz: -106.684 +/- 0.318 | dlogz: 61.066 > 0.109
iter: 842 | bound: 7 | nc: 39 | ncall: 22768 | eff(%): 3.698 | loglstar: -inf < -95.451 < inf | logz: -106.530 +/- 0.318 | dlogz: 60.900 > 0.109
iter: 843 | bound: 7 | nc: 39 | ncall: 22807 | eff(%): 3.696 | loglstar: -inf < -95.407 < inf | logz: -106.390 +/- 0.318 | dlogz: 60.736 > 0.109
iter: 844 | bound: 7 | nc: 39 | ncall: 22846 | eff(%): 3.694 | loglstar: -inf < -95.309 < inf | logz: -106.260 +/- 0.317 | dlogz: 60.586 > 0.109
iter: 845 | bound: 7 | nc: 39 | ncall: 22885 | eff(%): 3.692 | loglstar: -inf < -95.289 < inf | logz: -106.139 +/- 0.317 | dlogz: 60.446 > 0.109
iter: 846 | bound: 7 | nc: 39 | ncall: 22924 | eff(%): 3.690 | loglstar: -inf < -95.183 < inf | logz: -106.026 +/- 0.317 | dlogz: 60.315 > 0.109
iter: 847 | bound: 7 | nc: 39 | ncall: 22963 | eff(%): 3.689 | loglstar: -inf < -95.088 < inf | logz: -105.915 +/- 0.316 | dlogz: 60.192 > 0.109
iter: 848 | bound: 7 | nc: 39 | ncall: 23002 | eff(%): 3.687 | loglstar: -inf < -95.027 < inf | logz: -105.809 +/- 0.316 | dlogz: 60.071 > 0.109
iter: 849 | bound: 7 | nc: 39 | ncall: 23041 | eff(%): 3.685 | loglstar: -inf < -94.837 < inf | logz: -105.701 +/- 0.315 | dlogz: 59.955 > 0.109
iter: 850 | bound: 7 | nc: 39 | ncall: 23080 | eff(%): 3.683 | loglstar: -inf < -94.559 < inf | logz: -105.580 +/- 0.315 | dlogz: 59.837 > 0.109
iter: 851 | bound: 7 | nc: 39 | ncall: 23119 | eff(%): 3.681 | loglstar: -inf < -94.479 < inf | logz: -105.455 +/- 0.315 | dlogz: 59.707 > 0.109
iter: 852 | bound: 7 | nc: 39 | ncall: 23158 | eff(%): 3.679 | loglstar: -inf < -94.240 < inf | logz: -105.326 +/- 0.315 | dlogz: 59.571 > 0.109
iter: 853 | bound: 7 | nc: 39 | ncall: 23197 | eff(%): 3.677 | loglstar: -inf < -94.234 < inf | logz: -105.200 +/- 0.315 | dlogz: 59.432 > 0.109
iter: 854 | bound: 7 | nc: 39 | ncall: 23236 | eff(%): 3.675 | loglstar: -inf < -93.929 < inf | logz: -105.070 +/- 0.316 | dlogz: 59.296 > 0.109
iter: 855 | bound: 7 | nc: 39 | ncall: 23275 | eff(%): 3.673 | loglstar: -inf < -93.590 < inf | logz: -104.915 +/- 0.316 | dlogz: 59.156 > 0.109
iter: 856 | bound: 7 | nc: 39 | ncall: 23314 | eff(%): 3.672 | loglstar: -inf < -93.508 < inf | logz: -104.756 +/- 0.317 | dlogz: 58.992 > 0.109
iter: 857 | bound: 7 | nc: 39 | ncall: 23353 | eff(%): 3.670 | loglstar: -inf < -93.257 < inf | logz: -104.597 +/- 0.317 | dlogz: 58.823 > 0.109
iter: 858 | bound: 7 | nc: 39 | ncall: 23392 | eff(%): 3.668 | loglstar: -inf < -92.836 < inf | logz: -104.408 +/- 0.318 | dlogz: 58.653 > 0.109
iter: 859 | bound: 7 | nc: 39 | ncall: 23431 | eff(%): 3.666 | loglstar: -inf < -92.700 < inf | logz: -104.209 +/- 0.319 | dlogz: 58.455 > 0.109
iter: 860 | bound: 7 | nc: 39 | ncall: 23470 | eff(%): 3.664 | loglstar: -inf < -92.652 < inf | logz: -104.030 +/- 0.320 | dlogz: 58.246 > 0.109
iter: 861 | bound: 7 | nc: 39 | ncall: 23509 | eff(%): 3.662 | loglstar: -inf < -92.595 < inf | logz: -103.873 +/- 0.320 | dlogz: 58.057 > 0.109
iter: 862 | bound: 7 | nc: 39 | ncall: 23548 | eff(%): 3.661 | loglstar: -inf < -92.509 < inf | logz: -103.728 +/- 0.320 | dlogz: 57.890 > 0.109
iter: 863 | bound: 7 | nc: 39 | ncall: 23587 | eff(%): 3.659 | loglstar: -inf < -92.412 < inf | logz: -103.592 +/- 0.319 | dlogz: 57.735 > 0.109
iter: 864 | bound: 7 | nc: 39 | ncall: 23626 | eff(%): 3.657 | loglstar: -inf < -92.055 < inf | logz: -103.444 +/- 0.320 | dlogz: 57.589 > 0.109
iter: 865 | bound: 7 | nc: 39 | ncall: 23665 | eff(%): 3.655 | loglstar: -inf < -91.818 < inf | logz: -103.276 +/- 0.320 | dlogz: 57.431 > 0.109
iter: 866 | bound: 7 | nc: 39 | ncall: 23704 | eff(%): 3.653 | loglstar: -inf < -91.659 < inf | logz: -103.106 +/- 0.320 | dlogz: 57.253 > 0.109
iter: 867 | bound: 7 | nc: 39 | ncall: 23743 | eff(%): 3.652 | loglstar: -inf < -91.651 < inf | logz: -102.950 +/- 0.320 | dlogz: 57.073 > 0.109
iter: 868 | bound: 7 | nc: 39 | ncall: 23782 | eff(%): 3.650 | loglstar: -inf < -91.558 < inf | logz: -102.811 +/- 0.320 | dlogz: 56.907 > 0.109
iter: 869 | bound: 7 | nc: 39 | ncall: 23821 | eff(%): 3.648 | loglstar: -inf < -91.396 < inf | logz: -102.673 +/- 0.320 | dlogz: 56.758 > 0.109
iter: 870 | bound: 7 | nc: 39 | ncall: 23860 | eff(%): 3.646 | loglstar: -inf < -91.089 < inf | logz: -102.524 +/- 0.320 | dlogz: 56.611 > 0.109
iter: 871 | bound: 7 | nc: 39 | ncall: 23899 | eff(%): 3.645 | loglstar: -inf < -90.985 < inf | logz: -102.369 +/- 0.321 | dlogz: 56.451 > 0.109
iter: 872 | bound: 7 | nc: 39 | ncall: 23938 | eff(%): 3.643 | loglstar: -inf < -90.862 < inf | logz: -102.221 +/- 0.321 | dlogz: 56.286 > 0.109
iter: 873 | bound: 7 | nc: 39 | ncall: 23977 | eff(%): 3.641 | loglstar: -inf < -90.765 < inf | logz: -102.080 +/- 0.321 | dlogz: 56.128 > 0.109
iter: 874 | bound: 7 | nc: 39 | ncall: 24016 | eff(%): 3.639 | loglstar: -inf < -90.672 < inf | logz: -101.946 +/- 0.320 | dlogz: 55.977 > 0.109
iter: 875 | bound: 7 | nc: 39 | ncall: 24055 | eff(%): 3.637 | loglstar: -inf < -90.537 < inf | logz: -101.815 +/- 0.320 | dlogz: 55.833 > 0.109
iter: 876 | bound: 7 | nc: 39 | ncall: 24094 | eff(%): 3.636 | loglstar: -inf < -90.510 < inf | logz: -101.692 +/- 0.320 | dlogz: 55.693 > 0.109
iter: 877 | bound: 7 | nc: 39 | ncall: 24133 | eff(%): 3.634 | loglstar: -inf < -90.391 < inf | logz: -101.575 +/- 0.320 | dlogz: 55.560 > 0.109
iter: 878 | bound: 7 | nc: 39 | ncall: 24172 | eff(%): 3.632 | loglstar: -inf < -90.097 < inf | logz: -101.449 +/- 0.320 | dlogz: 55.433 > 0.109
iter: 879 | bound: 7 | nc: 39 | ncall: 24211 | eff(%): 3.631 | loglstar: -inf < -89.704 < inf | logz: -101.294 +/- 0.320 | dlogz: 55.296 > 0.109
iter: 880 | bound: 7 | nc: 39 | ncall: 24250 | eff(%): 3.629 | loglstar: -inf < -89.658 < inf | logz: -101.134 +/- 0.321 | dlogz: 55.132 > 0.109
iter: 881 | bound: 7 | nc: 39 | ncall: 24289 | eff(%): 3.627 | loglstar: -inf < -89.585 < inf | logz: -100.989 +/- 0.321 | dlogz: 54.962 > 0.109
iter: 882 | bound: 7 | nc: 39 | ncall: 24328 | eff(%): 3.625 | loglstar: -inf < -89.474 < inf | logz: -100.853 +/- 0.321 | dlogz: 54.807 > 0.109
iter: 883 | bound: 7 | nc: 39 | ncall: 24367 | eff(%): 3.624 | loglstar: -inf < -89.459 < inf | logz: -100.727 +/- 0.321 | dlogz: 54.661 > 0.109
iter: 884 | bound: 7 | nc: 39 | ncall: 24406 | eff(%): 3.622 | loglstar: -inf < -89.279 < inf | logz: -100.605 +/- 0.321 | dlogz: 54.525 > 0.109
iter: 885 | bound: 7 | nc: 39 | ncall: 24445 | eff(%): 3.620 | loglstar: -inf < -89.248 < inf | logz: -100.486 +/- 0.321 | dlogz: 54.393 > 0.109
iter: 886 | bound: 7 | nc: 39 | ncall: 24484 | eff(%): 3.619 | loglstar: -inf < -89.213 < inf | logz: -100.378 +/- 0.320 | dlogz: 54.264 > 0.109
iter: 887 | bound: 7 | nc: 39 | ncall: 24523 | eff(%): 3.617 | loglstar: -inf < -89.182 < inf | logz: -100.278 +/- 0.320 | dlogz: 54.146 > 0.109
iter: 888 | bound: 7 | nc: 39 | ncall: 24562 | eff(%): 3.615 | loglstar: -inf < -89.033 < inf | logz: -100.180 +/- 0.320 | dlogz: 54.036 > 0.109
iter: 889 | bound: 7 | nc: 39 | ncall: 24601 | eff(%): 3.614 | loglstar: -inf < -88.946 < inf | logz: -100.081 +/- 0.320 | dlogz: 53.928 > 0.109
iter: 890 | bound: 7 | nc: 39 | ncall: 24640 | eff(%): 3.612 | loglstar: -inf < -88.380 < inf | logz: -99.954 +/- 0.320 | dlogz: 55.884 > 0.109
iter: 891 | bound: 7 | nc: 39 | ncall: 24679 | eff(%): 3.610 | loglstar: -inf < -88.070 < inf | logz: -99.791 +/- 0.321 | dlogz: 55.748 > 0.109
iter: 892 | bound: 7 | nc: 39 | ncall: 24718 | eff(%): 3.609 | loglstar: -inf < -87.999 < inf | logz: -99.628 +/- 0.322 | dlogz: 55.575 > 0.109
iter: 893 | bound: 7 | nc: 39 | ncall: 24757 | eff(%): 3.607 | loglstar: -inf < -87.830 < inf | logz: -99.471 +/- 0.322 | dlogz: 55.401 > 0.109
iter: 894 | bound: 7 | nc: 39 | ncall: 24796 | eff(%): 3.605 | loglstar: -inf < -87.699 < inf | logz: -99.317 +/- 0.323 | dlogz: 55.235 > 0.109
iter: 895 | bound: 7 | nc: 39 | ncall: 24835 | eff(%): 3.604 | loglstar: -inf < -87.658 < inf | logz: -99.175 +/- 0.323 | dlogz: 55.071 > 0.109
iter: 896 | bound: 7 | nc: 39 | ncall: 24874 | eff(%): 3.602 | loglstar: -inf < -87.514 < inf | logz: -99.039 +/- 0.323 | dlogz: 54.919 > 0.109
iter: 897 | bound: 7 | nc: 39 | ncall: 24913 | eff(%): 3.601 | loglstar: -inf < -87.396 < inf | logz: -98.906 +/- 0.323 | dlogz: 54.773 > 0.109
iter: 898 | bound: 7 | nc: 39 | ncall: 24952 | eff(%): 3.599 | loglstar: -inf < -87.321 < inf | logz: -98.778 +/- 0.323 | dlogz: 54.630 > 0.109
iter: 899 | bound: 7 | nc: 39 | ncall: 24991 | eff(%): 3.597 | loglstar: -inf < -86.953 < inf | logz: -98.638 +/- 0.323 | dlogz: 54.492 > 0.109
iter: 900 | bound: 7 | nc: 39 | ncall: 25030 | eff(%): 3.596 | loglstar: -inf < -86.911 < inf | logz: -98.493 +/- 0.323 | dlogz: 54.342 > 0.109
iter: 901 | bound: 7 | nc: 39 | ncall: 25069 | eff(%): 3.594 | loglstar: -inf < -86.490 < inf | logz: -98.334 +/- 0.324 | dlogz: 54.187 > 0.109
iter: 902 | bound: 7 | nc: 39 | ncall: 25108 | eff(%): 3.592 | loglstar: -inf < -86.426 < inf | logz: -98.167 +/- 0.324 | dlogz: 54.018 > 0.109
iter: 903 | bound: 7 | nc: 39 | ncall: 25147 | eff(%): 3.591 | loglstar: -inf < -86.356 < inf | logz: -98.017 +/- 0.325 | dlogz: 53.842 > 0.109
iter: 904 | bound: 7 | nc: 39 | ncall: 25186 | eff(%): 3.589 | loglstar: -inf < -86.325 < inf | logz: -97.881 +/- 0.325 | dlogz: 53.681 > 0.109
iter: 905 | bound: 7 | nc: 39 | ncall: 25225 | eff(%): 3.588 | loglstar: -inf < -86.300 < inf | logz: -97.759 +/- 0.324 | dlogz: 53.535 > 0.109
iter: 906 | bound: 7 | nc: 39 | ncall: 25264 | eff(%): 3.586 | loglstar: -inf < -86.142 < inf | logz: -97.641 +/- 0.324 | dlogz: 53.403 > 0.109
iter: 907 | bound: 7 | nc: 39 | ncall: 25303 | eff(%): 3.585 | loglstar: -inf < -86.130 < inf | logz: -97.529 +/- 0.324 | dlogz: 53.276 > 0.109
iter: 908 | bound: 7 | nc: 39 | ncall: 25342 | eff(%): 3.583 | loglstar: -inf < -85.912 < inf | logz: -97.416 +/- 0.324 | dlogz: 53.153 > 0.109
iter: 909 | bound: 7 | nc: 39 | ncall: 25381 | eff(%): 3.581 | loglstar: -inf < -85.686 < inf | logz: -97.293 +/- 0.324 | dlogz: 53.031 > 0.109
iter: 910 | bound: 7 | nc: 39 | ncall: 25420 | eff(%): 3.580 | loglstar: -inf < -85.309 < inf | logz: -97.147 +/- 0.324 | dlogz: 52.897 > 0.109
iter: 911 | bound: 7 | nc: 39 | ncall: 25459 | eff(%): 3.578 | loglstar: -inf < -85.010 < inf | logz: -96.975 +/- 0.325 | dlogz: 52.741 > 0.109
iter: 912 | bound: 7 | nc: 39 | ncall: 25498 | eff(%): 3.577 | loglstar: -inf < -84.871 < inf | logz: -96.799 +/- 0.326 | dlogz: 52.560 > 0.109
iter: 913 | bound: 7 | nc: 39 | ncall: 25537 | eff(%): 3.575 | loglstar: -inf < -84.836 < inf | logz: -96.638 +/- 0.326 | dlogz: 73.365 > 0.109
iter: 914 | bound: 7 | nc: 39 | ncall: 25576 | eff(%): 3.574 | loglstar: -inf < -84.801 < inf | logz: -96.496 +/- 0.326 | dlogz: 73.195 > 0.109
iter: 915 | bound: 7 | nc: 39 | ncall: 25615 | eff(%): 3.572 | loglstar: -inf < -84.696 < inf | logz: -96.365 +/- 0.326 | dlogz: 73.043 > 0.109
iter: 916 | bound: 7 | nc: 39 | ncall: 25654 | eff(%): 3.571 | loglstar: -inf < -84.636 < inf | logz: -96.241 +/- 0.326 | dlogz: 72.902 > 0.109
iter: 917 | bound: 7 | nc: 39 | ncall: 25693 | eff(%): 3.569 | loglstar: -inf < -84.625 < inf | logz: -96.127 +/- 0.326 | dlogz: 72.767 > 0.109
iter: 918 | bound: 7 | nc: 39 | ncall: 25732 | eff(%): 3.568 | loglstar: -inf < -84.608 < inf | logz: -96.025 +/- 0.326 | dlogz: 72.644 > 0.109
iter: 919 | bound: 7 | nc: 39 | ncall: 25771 | eff(%): 3.566 | loglstar: -inf < -84.604 < inf | logz: -95.933 +/- 0.325 | dlogz: 72.532 > 0.109
iter: 920 | bound: 7 | nc: 39 | ncall: 25810 | eff(%): 3.565 | loglstar: -inf < -84.596 < inf | logz: -95.848 +/- 0.325 | dlogz: 72.430 > 0.109
iter: 921 | bound: 7 | nc: 39 | ncall: 25849 | eff(%): 3.563 | loglstar: -inf < -84.486 < inf | logz: -95.766 +/- 0.324 | dlogz: 72.335 > 0.109
iter: 922 | bound: 7 | nc: 39 | ncall: 25888 | eff(%): 3.561 | loglstar: -inf < -84.451 < inf | logz: -95.686 +/- 0.324 | dlogz: 72.244 > 0.109
iter: 923 | bound: 7 | nc: 39 | ncall: 25927 | eff(%): 3.560 | loglstar: -inf < -84.424 < inf | logz: -95.611 +/- 0.324 | dlogz: 72.153 > 0.109
iter: 924 | bound: 7 | nc: 39 | ncall: 25966 | eff(%): 3.558 | loglstar: -inf < -84.387 < inf | logz: -95.539 +/- 0.323 | dlogz: 72.068 > 0.109
iter: 925 | bound: 7 | nc: 39 | ncall: 26005 | eff(%): 3.557 | loglstar: -inf < -84.269 < inf | logz: -95.467 +/- 0.323 | dlogz: 71.986 > 0.109
iter: 926 | bound: 7 | nc: 39 | ncall: 26044 | eff(%): 3.556 | loglstar: -inf < -84.071 < inf | logz: -95.390 +/- 0.323 | dlogz: 71.904 > 0.109
iter: 927 | bound: 7 | nc: 39 | ncall: 26083 | eff(%): 3.554 | loglstar: -inf < -83.718 < inf | logz: -95.296 +/- 0.323 | dlogz: 71.817 > 0.109
iter: 928 | bound: 7 | nc: 39 | ncall: 26122 | eff(%): 3.553 | loglstar: -inf < -83.546 < inf | logz: -95.188 +/- 0.323 | dlogz: 71.713 > 0.109
iter: 929 | bound: 7 | nc: 39 | ncall: 26161 | eff(%): 3.551 | loglstar: -inf < -83.533 < inf | logz: -95.083 +/- 0.323 | dlogz: 71.596 > 0.109
iter: 930 | bound: 7 | nc: 39 | ncall: 26200 | eff(%): 3.550 | loglstar: -inf < -83.075 < inf | logz: -94.963 +/- 0.323 | dlogz: 71.481 > 0.109
iter: 931 | bound: 7 | nc: 39 | ncall: 26239 | eff(%): 3.548 | loglstar: -inf < -82.998 < inf | logz: -94.829 +/- 0.324 | dlogz: 71.351 > 0.109
iter: 932 | bound: 7 | nc: 39 | ncall: 26278 | eff(%): 3.547 | loglstar: -inf < -82.871 < inf | logz: -94.700 +/- 0.325 | dlogz: 71.207 > 0.109
iter: 933 | bound: 8 | nc: 39 | ncall: 26317 | eff(%): 3.545 | loglstar: -inf < -82.535 < inf | logz: -94.558 +/- 0.325 | dlogz: 71.068 > 0.109
iter: 934 | bound: 8 | nc: 39 | ncall: 26356 | eff(%): 3.544 | loglstar: -inf < -82.480 < inf | logz: -94.412 +/- 0.326 | dlogz: 70.916 > 0.109
iter: 935 | bound: 8 | nc: 39 | ncall: 26395 | eff(%): 3.542 | loglstar: -inf < -82.365 < inf | logz: -94.276 +/- 0.326 | dlogz: 70.760 > 0.109
iter: 936 | bound: 8 | nc: 39 | ncall: 26434 | eff(%): 3.541 | loglstar: -inf < -82.127 < inf | logz: -94.134 +/- 0.327 | dlogz: 70.613 > 0.109
iter: 937 | bound: 8 | nc: 39 | ncall: 26473 | eff(%): 3.539 | loglstar: -inf < -81.992 < inf | logz: -93.989 +/- 0.327 | dlogz: 70.462 > 0.109
iter: 938 | bound: 8 | nc: 39 | ncall: 26512 | eff(%): 3.538 | loglstar: -inf < -81.851 < inf | logz: -93.846 +/- 0.328 | dlogz: 70.307 > 0.109
iter: 939 | bound: 8 | nc: 39 | ncall: 26551 | eff(%): 3.537 | loglstar: -inf < -81.833 < inf | logz: -93.712 +/- 0.328 | dlogz: 70.153 > 0.109
iter: 940 | bound: 8 | nc: 39 | ncall: 26590 | eff(%): 3.535 | loglstar: -inf < -81.677 < inf | logz: -93.585 +/- 0.328 | dlogz: 70.010 > 0.109
iter: 941 | bound: 8 | nc: 39 | ncall: 26629 | eff(%): 3.534 | loglstar: -inf < -81.295 < inf | logz: -93.440 +/- 0.329 | dlogz: 69.873 > 0.109
iter: 942 | bound: 8 | nc: 39 | ncall: 26668 | eff(%): 3.532 | loglstar: -inf < -81.246 < inf | logz: -93.288 +/- 0.329 | dlogz: 69.718 > 0.109
iter: 943 | bound: 8 | nc: 39 | ncall: 26707 | eff(%): 3.531 | loglstar: -inf < -81.245 < inf | logz: -93.155 +/- 0.329 | dlogz: 69.556 > 0.109
iter: 944 | bound: 8 | nc: 39 | ncall: 26746 | eff(%): 3.529 | loglstar: -inf < -81.201 < inf | logz: -93.036 +/- 0.329 | dlogz: 69.413 > 0.109
iter: 945 | bound: 8 | nc: 39 | ncall: 26785 | eff(%): 3.528 | loglstar: -inf < -80.839 < inf | logz: -92.906 +/- 0.329 | dlogz: 69.284 > 0.109
iter: 946 | bound: 8 | nc: 39 | ncall: 26824 | eff(%): 3.527 | loglstar: -inf < -80.669 < inf | logz: -92.762 +/- 0.330 | dlogz: 69.145 > 0.109
iter: 947 | bound: 8 | nc: 39 | ncall: 26863 | eff(%): 3.525 | loglstar: -inf < -80.523 < inf | logz: -92.618 +/- 0.330 | dlogz: 68.991 > 0.109
iter: 948 | bound: 8 | nc: 39 | ncall: 26902 | eff(%): 3.524 | loglstar: -inf < -80.449 < inf | logz: -92.480 +/- 0.330 | dlogz: 68.836 > 0.109
iter: 949 | bound: 8 | nc: 39 | ncall: 26941 | eff(%): 3.523 | loglstar: -inf < -80.306 < inf | logz: -92.346 +/- 0.330 | dlogz: 68.688 > 0.109
iter: 950 | bound: 8 | nc: 39 | ncall: 26980 | eff(%): 3.521 | loglstar: -inf < -80.145 < inf | logz: -92.211 +/- 0.331 | dlogz: 68.544 > 0.109
iter: 951 | bound: 8 | nc: 39 | ncall: 27019 | eff(%): 3.520 | loglstar: -inf < -80.086 < inf | logz: -92.081 +/- 0.331 | dlogz: 68.400 > 0.109
iter: 952 | bound: 8 | nc: 39 | ncall: 27058 | eff(%): 3.518 | loglstar: -inf < -79.872 < inf | logz: -91.951 +/- 0.331 | dlogz: 68.260 > 0.109
iter: 953 | bound: 8 | nc: 39 | ncall: 27097 | eff(%): 3.517 | loglstar: -inf < -79.773 < inf | logz: -91.819 +/- 0.331 | dlogz: 68.120 > 0.109
iter: 954 | bound: 8 | nc: 39 | ncall: 27136 | eff(%): 3.516 | loglstar: -inf < -79.751 < inf | logz: -91.697 +/- 0.331 | dlogz: 67.978 > 0.109
iter: 955 | bound: 8 | nc: 39 | ncall: 27175 | eff(%): 3.514 | loglstar: -inf < -79.508 < inf | logz: -91.575 +/- 0.331 | dlogz: 67.846 > 0.109
iter: 956 | bound: 8 | nc: 39 | ncall: 27214 | eff(%): 3.513 | loglstar: -inf < -79.381 < inf | logz: -91.446 +/- 0.331 | dlogz: 67.713 > 0.109
iter: 957 | bound: 8 | nc: 39 | ncall: 27253 | eff(%): 3.512 | loglstar: -inf < -79.371 < inf | logz: -91.326 +/- 0.331 | dlogz: 67.575 > 0.109
iter: 958 | bound: 8 | nc: 39 | ncall: 27292 | eff(%): 3.510 | loglstar: -inf < -79.154 < inf | logz: -91.207 +/- 0.331 | dlogz: 67.445 > 0.109
iter: 959 | bound: 8 | nc: 39 | ncall: 27331 | eff(%): 3.509 | loglstar: -inf < -79.138 < inf | logz: -91.091 +/- 0.331 | dlogz: 67.316 > 0.109
iter: 960 | bound: 8 | nc: 39 | ncall: 27370 | eff(%): 3.507 | loglstar: -inf < -79.033 < inf | logz: -90.981 +/- 0.331 | dlogz: 67.190 > 0.109
iter: 961 | bound: 8 | nc: 39 | ncall: 27409 | eff(%): 3.506 | loglstar: -inf < -78.693 < inf | logz: -90.858 +/- 0.331 | dlogz: 67.070 > 0.109
iter: 962 | bound: 8 | nc: 39 | ncall: 27448 | eff(%): 3.505 | loglstar: -inf < -78.121 < inf | logz: -90.689 +/- 0.332 | dlogz: 66.937 > 0.109
iter: 963 | bound: 8 | nc: 39 | ncall: 27487 | eff(%): 3.503 | loglstar: -inf < -78.034 < inf | logz: -90.501 +/- 0.333 | dlogz: 66.758 > 0.109
iter: 964 | bound: 8 | nc: 39 | ncall: 27526 | eff(%): 3.502 | loglstar: -inf < -77.765 < inf | logz: -90.315 +/- 0.334 | dlogz: 66.560 > 0.109
iter: 965 | bound: 8 | nc: 39 | ncall: 27565 | eff(%): 3.501 | loglstar: -inf < -77.681 < inf | logz: -90.134 +/- 0.335 | dlogz: 66.364 > 0.109
iter: 966 | bound: 8 | nc: 39 | ncall: 27604 | eff(%): 3.499 | loglstar: -inf < -77.659 < inf | logz: -89.975 +/- 0.335 | dlogz: 66.173 > 0.109
iter: 967 | bound: 8 | nc: 39 | ncall: 27643 | eff(%): 3.498 | loglstar: -inf < -77.446 < inf | logz: -89.822 +/- 0.335 | dlogz: 66.004 > 0.109
iter: 968 | bound: 8 | nc: 39 | ncall: 27682 | eff(%): 3.497 | loglstar: -inf < -77.323 < inf | logz: -89.669 +/- 0.335 | dlogz: 65.841 > 0.109
iter: 969 | bound: 8 | nc: 39 | ncall: 27721 | eff(%): 3.496 | loglstar: -inf < -77.099 < inf | logz: -89.514 +/- 0.335 | dlogz: 65.678 > 0.109
iter: 970 | bound: 8 | nc: 39 | ncall: 27760 | eff(%): 3.494 | loglstar: -inf < -76.908 < inf | logz: -89.353 +/- 0.336 | dlogz: 65.513 > 0.109
iter: 971 | bound: 8 | nc: 39 | ncall: 27799 | eff(%): 3.493 | loglstar: -inf < -76.881 < inf | logz: -89.201 +/- 0.336 | dlogz: 65.342 > 0.109
iter: 972 | bound: 8 | nc: 39 | ncall: 27838 | eff(%): 3.492 | loglstar: -inf < -76.849 < inf | logz: -89.068 +/- 0.336 | dlogz: 65.181 > 0.109
iter: 973 | bound: 8 | nc: 39 | ncall: 27877 | eff(%): 3.490 | loglstar: -inf < -76.767 < inf | logz: -88.944 +/- 0.335 | dlogz: 65.037 > 0.109
iter: 974 | bound: 8 | nc: 39 | ncall: 27916 | eff(%): 3.489 | loglstar: -inf < -76.729 < inf | logz: -88.829 +/- 0.335 | dlogz: 64.904 > 0.109
iter: 975 | bound: 8 | nc: 39 | ncall: 27955 | eff(%): 3.488 | loglstar: -inf < -76.680 < inf | logz: -88.722 +/- 0.335 | dlogz: 64.779 > 0.109
iter: 976 | bound: 8 | nc: 39 | ncall: 27994 | eff(%): 3.486 | loglstar: -inf < -76.678 < inf | logz: -88.624 +/- 0.334 | dlogz: 64.662 > 0.109
iter: 977 | bound: 8 | nc: 39 | ncall: 28033 | eff(%): 3.485 | loglstar: -inf < -76.480 < inf | logz: -88.527 +/- 0.334 | dlogz: 64.554 > 0.109
iter: 978 | bound: 8 | nc: 39 | ncall: 28072 | eff(%): 3.484 | loglstar: -inf < -76.436 < inf | logz: -88.429 +/- 0.334 | dlogz: 64.447 > 0.109
iter: 979 | bound: 8 | nc: 39 | ncall: 28111 | eff(%): 3.483 | loglstar: -inf < -76.417 < inf | logz: -88.337 +/- 0.333 | dlogz: 64.338 > 0.109
iter: 980 | bound: 8 | nc: 39 | ncall: 28150 | eff(%): 3.481 | loglstar: -inf < -76.376 < inf | logz: -88.252 +/- 0.333 | dlogz: 64.237 > 0.109
iter: 981 | bound: 8 | nc: 39 | ncall: 28189 | eff(%): 3.480 | loglstar: -inf < -76.374 < inf | logz: -88.172 +/- 0.333 | dlogz: 64.142 > 0.109
iter: 982 | bound: 8 | nc: 39 | ncall: 28228 | eff(%): 3.479 | loglstar: -inf < -76.373 < inf | logz: -88.099 +/- 0.332 | dlogz: 64.052 > 0.109
iter: 983 | bound: 8 | nc: 39 | ncall: 28267 | eff(%): 3.478 | loglstar: -inf < -75.904 < inf | logz: -88.013 +/- 0.332 | dlogz: 63.969 > 0.109
iter: 984 | bound: 8 | nc: 39 | ncall: 28306 | eff(%): 3.476 | loglstar: -inf < -75.785 < inf | logz: -87.910 +/- 0.332 | dlogz: 63.873 > 0.109
iter: 985 | bound: 8 | nc: 39 | ncall: 28345 | eff(%): 3.475 | loglstar: -inf < -75.537 < inf | logz: -87.800 +/- 0.332 | dlogz: 63.761 > 0.109
iter: 986 | bound: 8 | nc: 39 | ncall: 28384 | eff(%): 3.474 | loglstar: -inf < -75.465 < inf | logz: -87.687 +/- 0.333 | dlogz: 63.641 > 0.109
iter: 987 | bound: 8 | nc: 39 | ncall: 28423 | eff(%): 3.473 | loglstar: -inf < -75.457 < inf | logz: -87.582 +/- 0.333 | dlogz: 63.517 > 0.109
iter: 988 | bound: 8 | nc: 39 | ncall: 28462 | eff(%): 3.471 | loglstar: -inf < -74.907 < inf | logz: -87.455 +/- 0.333 | dlogz: 63.402 > 0.109
iter: 989 | bound: 8 | nc: 39 | ncall: 28501 | eff(%): 3.470 | loglstar: -inf < -74.852 < inf | logz: -87.312 +/- 0.334 | dlogz: 63.266 > 0.109
iter: 990 | bound: 8 | nc: 39 | ncall: 28540 | eff(%): 3.469 | loglstar: -inf < -74.070 < inf | logz: -87.117 +/- 0.336 | dlogz: 63.113 > 0.109
iter: 991 | bound: 8 | nc: 39 | ncall: 28579 | eff(%): 3.468 | loglstar: -inf < -74.040 < inf | logz: -86.897 +/- 0.337 | dlogz: 62.907 > 0.109
iter: 992 | bound: 8 | nc: 39 | ncall: 28618 | eff(%): 3.466 | loglstar: -inf < -74.037 < inf | logz: -86.717 +/- 0.338 | dlogz: 62.678 > 0.109
iter: 993 | bound: 8 | nc: 39 | ncall: 28657 | eff(%): 3.465 | loglstar: -inf < -73.845 < inf | logz: -86.550 +/- 0.339 | dlogz: 62.487 > 0.109
iter: 994 | bound: 8 | nc: 39 | ncall: 28696 | eff(%): 3.464 | loglstar: -inf < -73.785 < inf | logz: -86.392 +/- 0.339 | dlogz: 62.311 > 0.109
iter: 995 | bound: 8 | nc: 39 | ncall: 28735 | eff(%): 3.463 | loglstar: -inf < -73.608 < inf | logz: -86.240 +/- 0.339 | dlogz: 62.142 > 0.109
iter: 996 | bound: 8 | nc: 39 | ncall: 28774 | eff(%): 3.461 | loglstar: -inf < -73.423 < inf | logz: -86.086 +/- 0.339 | dlogz: 61.981 > 0.109
iter: 997 | bound: 8 | nc: 39 | ncall: 28813 | eff(%): 3.460 | loglstar: -inf < -73.378 < inf | logz: -85.939 +/- 0.339 | dlogz: 61.816 > 0.109
iter: 998 | bound: 8 | nc: 39 | ncall: 28852 | eff(%): 3.459 | loglstar: -inf < -73.246 < inf | logz: -85.800 +/- 0.339 | dlogz: 61.659 > 0.109
iter: 999 | bound: 8 | nc: 39 | ncall: 28891 | eff(%): 3.458 | loglstar: -inf < -73.174 < inf | logz: -85.668 +/- 0.339 | dlogz: 61.511 > 0.109
iter: 1000 | bound: 8 | nc: 39 | ncall: 28930 | eff(%): 3.457 | loglstar: -inf < -73.018 < inf | logz: -85.539 +/- 0.339 | dlogz: 61.369 > 0.109
iter: 1001 | bound: 8 | nc: 39 | ncall: 28969 | eff(%): 3.455 | loglstar: -inf < -72.804 < inf | logz: -85.404 +/- 0.339 | dlogz: 61.230 > 0.109
iter: 1002 | bound: 8 | nc: 39 | ncall: 29008 | eff(%): 3.454 | loglstar: -inf < -72.765 < inf | logz: -85.272 +/- 0.339 | dlogz: 61.085 > 0.109
iter: 1003 | bound: 8 | nc: 39 | ncall: 29047 | eff(%): 3.453 | loglstar: -inf < -72.660 < inf | logz: -85.148 +/- 0.339 | dlogz: 60.943 > 0.109
iter: 1004 | bound: 8 | nc: 39 | ncall: 29086 | eff(%): 3.452 | loglstar: -inf < -72.557 < inf | logz: -85.028 +/- 0.339 | dlogz: 60.809 > 0.109
iter: 1005 | bound: 8 | nc: 39 | ncall: 29125 | eff(%): 3.451 | loglstar: -inf < -72.528 < inf | logz: -84.915 +/- 0.339 | dlogz: 60.679 > 0.109
iter: 1006 | bound: 8 | nc: 39 | ncall: 29164 | eff(%): 3.449 | loglstar: -inf < -72.282 < inf | logz: -84.799 +/- 0.338 | dlogz: 60.556 > 0.109
iter: 1007 | bound: 8 | nc: 39 | ncall: 29203 | eff(%): 3.448 | loglstar: -inf < -72.209 < inf | logz: -84.681 +/- 0.338 | dlogz: 60.431 > 0.109
iter: 1008 | bound: 8 | nc: 39 | ncall: 29242 | eff(%): 3.447 | loglstar: -inf < -72.111 < inf | logz: -84.567 +/- 0.338 | dlogz: 60.302 > 0.109
iter: 1009 | bound: 8 | nc: 39 | ncall: 29281 | eff(%): 3.446 | loglstar: -inf < -72.027 < inf | logz: -84.457 +/- 0.338 | dlogz: 60.178 > 0.109
iter: 1010 | bound: 8 | nc: 39 | ncall: 29320 | eff(%): 3.445 | loglstar: -inf < -71.807 < inf | logz: -84.342 +/- 0.338 | dlogz: 60.058 > 0.109
iter: 1011 | bound: 8 | nc: 39 | ncall: 29359 | eff(%): 3.444 | loglstar: -inf < -71.515 < inf | logz: -84.212 +/- 0.338 | dlogz: 59.934 > 0.109
iter: 1012 | bound: 8 | nc: 39 | ncall: 29398 | eff(%): 3.442 | loglstar: -inf < -71.177 < inf | logz: -84.059 +/- 0.339 | dlogz: 59.794 > 0.109
iter: 1013 | bound: 8 | nc: 39 | ncall: 29437 | eff(%): 3.441 | loglstar: -inf < -71.096 < inf | logz: -83.901 +/- 0.340 | dlogz: 59.631 > 0.109
iter: 1014 | bound: 8 | nc: 39 | ncall: 29476 | eff(%): 3.440 | loglstar: -inf < -70.793 < inf | logz: -83.738 +/- 0.340 | dlogz: 59.463 > 0.109
iter: 1015 | bound: 8 | nc: 39 | ncall: 29515 | eff(%): 3.439 | loglstar: -inf < -70.777 < inf | logz: -83.578 +/- 0.341 | dlogz: 59.289 > 0.109
iter: 1016 | bound: 8 | nc: 39 | ncall: 29554 | eff(%): 3.438 | loglstar: -inf < -70.545 < inf | logz: -83.424 +/- 0.341 | dlogz: 59.120 > 0.109
iter: 1017 | bound: 8 | nc: 39 | ncall: 29593 | eff(%): 3.437 | loglstar: -inf < -69.974 < inf | logz: -83.227 +/- 0.342 | dlogz: 58.956 > 0.109
iter: 1018 | bound: 8 | nc: 39 | ncall: 29632 | eff(%): 3.435 | loglstar: -inf < -69.967 < inf | logz: -83.022 +/- 0.343 | dlogz: 58.749 > 0.109
iter: 1019 | bound: 8 | nc: 39 | ncall: 29671 | eff(%): 3.434 | loglstar: -inf < -69.967 < inf | logz: -82.853 +/- 0.343 | dlogz: 58.534 > 0.109
iter: 1020 | bound: 8 | nc: 39 | ncall: 29710 | eff(%): 3.433 | loglstar: -inf < -69.863 < inf | logz: -82.702 +/- 0.343 | dlogz: 58.355 > 0.109
iter: 1021 | bound: 8 | nc: 39 | ncall: 29749 | eff(%): 3.432 | loglstar: -inf < -69.673 < inf | logz: -82.553 +/- 0.343 | dlogz: 58.194 > 0.109
iter: 1022 | bound: 8 | nc: 39 | ncall: 29788 | eff(%): 3.431 | loglstar: -inf < -69.442 < inf | logz: -82.397 +/- 0.344 | dlogz: 58.035 > 0.109
iter: 1023 | bound: 8 | nc: 39 | ncall: 29827 | eff(%): 3.430 | loglstar: -inf < -69.440 < inf | logz: -82.248 +/- 0.344 | dlogz: 57.869 > 0.109
iter: 1024 | bound: 8 | nc: 39 | ncall: 29866 | eff(%): 3.429 | loglstar: -inf < -69.407 < inf | logz: -82.118 +/- 0.343 | dlogz: 57.710 > 0.109
iter: 1025 | bound: 8 | nc: 39 | ncall: 29905 | eff(%): 3.428 | loglstar: -inf < -69.268 < inf | logz: -81.994 +/- 0.343 | dlogz: 57.570 > 0.109
iter: 1026 | bound: 8 | nc: 39 | ncall: 29944 | eff(%): 3.426 | loglstar: -inf < -69.063 < inf | logz: -81.865 +/- 0.343 | dlogz: 57.436 > 0.109
iter: 1027 | bound: 8 | nc: 39 | ncall: 29983 | eff(%): 3.425 | loglstar: -inf < -68.929 < inf | logz: -81.732 +/- 0.343 | dlogz: 57.297 > 0.109
iter: 1028 | bound: 8 | nc: 39 | ncall: 30022 | eff(%): 3.424 | loglstar: -inf < -68.919 < inf | logz: -81.609 +/- 0.343 | dlogz: 57.155 > 0.109
iter: 1029 | bound: 8 | nc: 39 | ncall: 30061 | eff(%): 3.423 | loglstar: -inf < -68.893 < inf | logz: -81.498 +/- 0.343 | dlogz: 57.021 > 0.109
iter: 1030 | bound: 8 | nc: 39 | ncall: 30100 | eff(%): 3.422 | loglstar: -inf < -68.483 < inf | logz: -81.374 +/- 0.343 | dlogz: 56.900 > 0.109
iter: 1031 | bound: 8 | nc: 39 | ncall: 30139 | eff(%): 3.421 | loglstar: -inf < -68.459 < inf | logz: -81.243 +/- 0.343 | dlogz: 56.766 > 0.109
iter: 1032 | bound: 8 | nc: 39 | ncall: 30178 | eff(%): 3.420 | loglstar: -inf < -67.844 < inf | logz: -81.081 +/- 0.343 | dlogz: 56.625 > 0.109
iter: 1033 | bound: 9 | nc: 39 | ncall: 30217 | eff(%): 3.419 | loglstar: -inf < -67.737 < inf | logz: -80.896 +/- 0.344 | dlogz: 56.453 > 0.109
iter: 1034 | bound: 9 | nc: 39 | ncall: 30256 | eff(%): 3.418 | loglstar: -inf < -67.295 < inf | logz: -80.693 +/- 0.345 | dlogz: 56.259 > 0.109
iter: 1035 | bound: 9 | nc: 39 | ncall: 30295 | eff(%): 3.416 | loglstar: -inf < -67.264 < inf | logz: -80.490 +/- 0.346 | dlogz: 56.046 > 0.109
iter: 1036 | bound: 9 | nc: 39 | ncall: 30334 | eff(%): 3.415 | loglstar: -inf < -67.158 < inf | logz: -80.312 +/- 0.346 | dlogz: 55.833 > 0.109
iter: 1037 | bound: 9 | nc: 39 | ncall: 30373 | eff(%): 3.414 | loglstar: -inf < -67.109 < inf | logz: -80.152 +/- 0.346 | dlogz: 55.645 > 0.109
iter: 1038 | bound: 9 | nc: 39 | ncall: 30412 | eff(%): 3.413 | loglstar: -inf < -66.690 < inf | logz: -79.978 +/- 0.347 | dlogz: 55.475 > 0.109
iter: 1039 | bound: 9 | nc: 39 | ncall: 30451 | eff(%): 3.412 | loglstar: -inf < -66.689 < inf | logz: -79.803 +/- 0.347 | dlogz: 55.291 > 0.109
iter: 1040 | bound: 9 | nc: 39 | ncall: 30490 | eff(%): 3.411 | loglstar: -inf < -66.432 < inf | logz: -79.636 +/- 0.347 | dlogz: 55.106 > 0.109
iter: 1041 | bound: 9 | nc: 39 | ncall: 30529 | eff(%): 3.410 | loglstar: -inf < -66.417 < inf | logz: -79.477 +/- 0.347 | dlogz: 54.929 > 0.109
iter: 1042 | bound: 9 | nc: 39 | ncall: 30568 | eff(%): 3.409 | loglstar: -inf < -66.310 < inf | logz: -79.332 +/- 0.347 | dlogz: 54.760 > 0.109
iter: 1043 | bound: 9 | nc: 39 | ncall: 30607 | eff(%): 3.408 | loglstar: -inf < -66.107 < inf | logz: -79.187 +/- 0.347 | dlogz: 54.605 > 0.109
iter: 1044 | bound: 9 | nc: 39 | ncall: 30646 | eff(%): 3.407 | loglstar: -inf < -66.095 < inf | logz: -79.049 +/- 0.347 | dlogz: 54.450 > 0.109
iter: 1045 | bound: 9 | nc: 39 | ncall: 30685 | eff(%): 3.406 | loglstar: -inf < -65.872 < inf | logz: -78.914 +/- 0.347 | dlogz: 54.302 > 0.109
iter: 1046 | bound: 9 | nc: 39 | ncall: 30724 | eff(%): 3.405 | loglstar: -inf < -65.868 < inf | logz: -78.784 +/- 0.346 | dlogz: 54.157 > 0.109
iter: 1047 | bound: 9 | nc: 39 | ncall: 30763 | eff(%): 3.403 | loglstar: -inf < -65.714 < inf | logz: -78.660 +/- 0.346 | dlogz: 54.017 > 0.109
iter: 1048 | bound: 9 | nc: 39 | ncall: 30802 | eff(%): 3.402 | loglstar: -inf < -65.379 < inf | logz: -78.522 +/- 0.346 | dlogz: 53.884 > 0.109
iter: 1049 | bound: 9 | nc: 39 | ncall: 30841 | eff(%): 3.401 | loglstar: -inf < -65.263 < inf | logz: -78.375 +/- 0.346 | dlogz: 53.735 > 0.109
iter: 1050 | bound: 9 | nc: 39 | ncall: 30880 | eff(%): 3.400 | loglstar: -inf < -65.198 < inf | logz: -78.237 +/- 0.346 | dlogz: 53.578 > 0.109
iter: 1051 | bound: 9 | nc: 39 | ncall: 30919 | eff(%): 3.399 | loglstar: -inf < -65.188 < inf | logz: -78.112 +/- 0.346 | dlogz: 53.430 > 0.109
iter: 1052 | bound: 9 | nc: 39 | ncall: 30958 | eff(%): 3.398 | loglstar: -inf < -65.032 < inf | logz: -77.994 +/- 0.346 | dlogz: 53.296 > 0.109
iter: 1053 | bound: 9 | nc: 39 | ncall: 30997 | eff(%): 3.397 | loglstar: -inf < -64.907 < inf | logz: -77.874 +/- 0.346 | dlogz: 53.167 > 0.109
iter: 1054 | bound: 9 | nc: 39 | ncall: 31036 | eff(%): 3.396 | loglstar: -inf < -64.701 < inf | logz: -77.749 +/- 0.346 | dlogz: 53.037 > 0.109
iter: 1055 | bound: 9 | nc: 39 | ncall: 31075 | eff(%): 3.395 | loglstar: -inf < -64.682 < inf | logz: -77.628 +/- 0.346 | dlogz: 52.903 > 0.109
iter: 1056 | bound: 9 | nc: 39 | ncall: 31114 | eff(%): 3.394 | loglstar: -inf < -64.558 < inf | logz: -77.513 +/- 0.346 | dlogz: 52.771 > 0.109
iter: 1057 | bound: 9 | nc: 39 | ncall: 31153 | eff(%): 3.393 | loglstar: -inf < -64.482 < inf | logz: -77.401 +/- 0.346 | dlogz: 52.646 > 0.109
iter: 1058 | bound: 9 | nc: 39 | ncall: 31192 | eff(%): 3.392 | loglstar: -inf < -64.455 < inf | logz: -77.296 +/- 0.345 | dlogz: 52.524 > 0.109
iter: 1059 | bound: 9 | nc: 39 | ncall: 31231 | eff(%): 3.391 | loglstar: -inf < -64.360 < inf | logz: -77.196 +/- 0.345 | dlogz: 52.410 > 0.109
iter: 1060 | bound: 9 | nc: 39 | ncall: 31270 | eff(%): 3.390 | loglstar: -inf < -64.079 < inf | logz: -77.088 +/- 0.345 | dlogz: 52.300 > 0.109
iter: 1061 | bound: 9 | nc: 39 | ncall: 31309 | eff(%): 3.389 | loglstar: -inf < -63.695 < inf | logz: -76.954 +/- 0.345 | dlogz: 52.182 > 0.109
iter: 1062 | bound: 9 | nc: 39 | ncall: 31348 | eff(%): 3.388 | loglstar: -inf < -63.351 < inf | logz: -76.791 +/- 0.346 | dlogz: 52.038 > 0.109
iter: 1063 | bound: 9 | nc: 39 | ncall: 31387 | eff(%): 3.387 | loglstar: -inf < -63.319 < inf | logz: -76.628 +/- 0.347 | dlogz: 51.865 > 0.109
iter: 1064 | bound: 9 | nc: 39 | ncall: 31426 | eff(%): 3.386 | loglstar: -inf < -63.306 < inf | logz: -76.485 +/- 0.347 | dlogz: 51.692 > 0.109
iter: 1065 | bound: 9 | nc: 39 | ncall: 31465 | eff(%): 3.385 | loglstar: -inf < -63.220 < inf | logz: -76.356 +/- 0.347 | dlogz: 53.255 > 0.109
iter: 1066 | bound: 9 | nc: 39 | ncall: 31504 | eff(%): 3.384 | loglstar: -inf < -63.141 < inf | logz: -76.234 +/- 0.347 | dlogz: 53.116 > 0.109
iter: 1067 | bound: 9 | nc: 39 | ncall: 31543 | eff(%): 3.383 | loglstar: -inf < -63.080 < inf | logz: -76.118 +/- 0.347 | dlogz: 52.984 > 0.109
iter: 1068 | bound: 9 | nc: 39 | ncall: 31582 | eff(%): 3.382 | loglstar: -inf < -63.040 < inf | logz: -76.011 +/- 0.347 | dlogz: 52.858 > 0.109
iter: 1069 | bound: 9 | nc: 39 | ncall: 31621 | eff(%): 3.381 | loglstar: -inf < -62.593 < inf | logz: -75.887 +/- 0.347 | dlogz: 52.741 > 0.109
iter: 1070 | bound: 9 | nc: 39 | ncall: 31660 | eff(%): 3.380 | loglstar: -inf < -62.426 < inf | logz: -75.744 +/- 0.347 | dlogz: 52.607 > 0.109
iter: 1071 | bound: 9 | nc: 39 | ncall: 31699 | eff(%): 3.379 | loglstar: -inf < -62.415 < inf | logz: -75.610 +/- 0.348 | dlogz: 52.454 > 0.109
iter: 1072 | bound: 9 | nc: 39 | ncall: 31738 | eff(%): 3.378 | loglstar: -inf < -61.817 < inf | logz: -75.448 +/- 0.348 | dlogz: 52.310 > 0.109
iter: 1073 | bound: 9 | nc: 39 | ncall: 31777 | eff(%): 3.377 | loglstar: -inf < -61.809 < inf | logz: -75.272 +/- 0.349 | dlogz: 52.138 > 0.109
iter: 1074 | bound: 9 | nc: 39 | ncall: 31816 | eff(%): 3.376 | loglstar: -inf < -61.216 < inf | logz: -75.069 +/- 0.350 | dlogz: 51.952 > 0.109
iter: 1075 | bound: 9 | nc: 39 | ncall: 31855 | eff(%): 3.375 | loglstar: -inf < -60.627 < inf | logz: -74.785 +/- 0.353 | dlogz: 51.739 > 0.109
iter: 1076 | bound: 9 | nc: 39 | ncall: 31894 | eff(%): 3.374 | loglstar: -inf < -60.579 < inf | logz: -74.506 +/- 0.355 | dlogz: 51.445 > 0.109
iter: 1077 | bound: 9 | nc: 39 | ncall: 31933 | eff(%): 3.373 | loglstar: -inf < -60.409 < inf | logz: -74.266 +/- 0.355 | dlogz: 51.156 > 0.109
iter: 1078 | bound: 9 | nc: 39 | ncall: 31972 | eff(%): 3.372 | loglstar: -inf < -60.157 < inf | logz: -74.034 +/- 0.356 | dlogz: 50.907 > 0.109
iter: 1079 | bound: 9 | nc: 39 | ncall: 32011 | eff(%): 3.371 | loglstar: -inf < -60.039 < inf | logz: -73.815 +/- 0.356 | dlogz: 50.665 > 0.109
iter: 1080 | bound: 9 | nc: 39 | ncall: 32050 | eff(%): 3.370 | loglstar: -inf < -59.634 < inf | logz: -73.586 +/- 0.357 | dlogz: 50.436 > 0.109
iter: 1081 | bound: 9 | nc: 39 | ncall: 32089 | eff(%): 3.369 | loglstar: -inf < -59.487 < inf | logz: -73.352 +/- 0.357 | dlogz: 50.196 > 0.109
iter: 1082 | bound: 9 | nc: 39 | ncall: 32128 | eff(%): 3.368 | loglstar: -inf < -59.451 < inf | logz: -73.149 +/- 0.357 | dlogz: 49.953 > 0.109
iter: 1083 | bound: 9 | nc: 39 | ncall: 32167 | eff(%): 3.367 | loglstar: -inf < -59.448 < inf | logz: -72.979 +/- 0.356 | dlogz: 49.740 > 0.109
iter: 1084 | bound: 9 | nc: 39 | ncall: 32206 | eff(%): 3.366 | loglstar: -inf < -59.421 < inf | logz: -72.833 +/- 0.356 | dlogz: 49.559 > 0.109
iter: 1085 | bound: 9 | nc: 39 | ncall: 32245 | eff(%): 3.365 | loglstar: -inf < -59.405 < inf | logz: -72.704 +/- 0.355 | dlogz: 49.403 > 0.109
iter: 1086 | bound: 9 | nc: 39 | ncall: 32284 | eff(%): 3.364 | loglstar: -inf < -59.385 < inf | logz: -72.589 +/- 0.354 | dlogz: 49.265 > 0.109
iter: 1087 | bound: 9 | nc: 39 | ncall: 32323 | eff(%): 3.363 | loglstar: -inf < -59.334 < inf | logz: -72.483 +/- 0.354 | dlogz: 49.140 > 0.109
iter: 1088 | bound: 9 | nc: 39 | ncall: 32362 | eff(%): 3.362 | loglstar: -inf < -59.250 < inf | logz: -72.382 +/- 0.353 | dlogz: 49.024 > 0.109
iter: 1089 | bound: 9 | nc: 39 | ncall: 32401 | eff(%): 3.361 | loglstar: -inf < -59.157 < inf | logz: -72.283 +/- 0.353 | dlogz: 48.913 > 0.109
iter: 1090 | bound: 9 | nc: 39 | ncall: 32440 | eff(%): 3.360 | loglstar: -inf < -58.819 < inf | logz: -72.172 +/- 0.352 | dlogz: 48.804 > 0.109
iter: 1091 | bound: 9 | nc: 39 | ncall: 32479 | eff(%): 3.359 | loglstar: -inf < -58.787 < inf | logz: -72.056 +/- 0.352 | dlogz: 48.683 > 0.109
iter: 1092 | bound: 9 | nc: 39 | ncall: 32518 | eff(%): 3.358 | loglstar: -inf < -58.672 < inf | logz: -71.946 +/- 0.352 | dlogz: 48.557 > 0.109
iter: 1093 | bound: 9 | nc: 39 | ncall: 32557 | eff(%): 3.357 | loglstar: -inf < -58.245 < inf | logz: -71.815 +/- 0.352 | dlogz: 48.437 > 0.109
iter: 1094 | bound: 9 | nc: 39 | ncall: 32596 | eff(%): 3.356 | loglstar: -inf < -57.909 < inf | logz: -71.654 +/- 0.352 | dlogz: 48.297 > 0.109
iter: 1095 | bound: 9 | nc: 39 | ncall: 32635 | eff(%): 3.355 | loglstar: -inf < -57.904 < inf | logz: -71.494 +/- 0.353 | dlogz: 48.125 > 0.109
iter: 1096 | bound: 9 | nc: 39 | ncall: 32674 | eff(%): 3.354 | loglstar: -inf < -57.774 < inf | logz: -71.349 +/- 0.353 | dlogz: 47.956 > 0.109
iter: 1097 | bound: 9 | nc: 39 | ncall: 32713 | eff(%): 3.353 | loglstar: -inf < -57.764 < inf | logz: -71.215 +/- 0.353 | dlogz: 47.800 > 0.109
iter: 1098 | bound: 9 | nc: 39 | ncall: 32752 | eff(%): 3.352 | loglstar: -inf < -57.446 < inf | logz: -71.077 +/- 0.353 | dlogz: 47.657 > 0.109
iter: 1099 | bound: 9 | nc: 39 | ncall: 32791 | eff(%): 3.352 | loglstar: -inf < -57.290 < inf | logz: -70.928 +/- 0.353 | dlogz: 47.509 > 0.109
iter: 1100 | bound: 9 | nc: 39 | ncall: 32830 | eff(%): 3.351 | loglstar: -inf < -57.211 < inf | logz: -70.786 +/- 0.353 | dlogz: 47.350 > 0.109
iter: 1101 | bound: 9 | nc: 39 | ncall: 32869 | eff(%): 3.350 | loglstar: -inf < -56.707 < inf | logz: -70.619 +/- 0.354 | dlogz: 47.197 > 0.109
iter: 1102 | bound: 9 | nc: 39 | ncall: 32908 | eff(%): 3.349 | loglstar: -inf < -56.523 < inf | logz: -70.429 +/- 0.355 | dlogz: 47.020 > 0.109
iter: 1103 | bound: 9 | nc: 39 | ncall: 32947 | eff(%): 3.348 | loglstar: -inf < -56.494 < inf | logz: -70.255 +/- 0.355 | dlogz: 46.820 > 0.109
iter: 1104 | bound: 9 | nc: 39 | ncall: 32986 | eff(%): 3.347 | loglstar: -inf < -56.492 < inf | logz: -70.106 +/- 0.355 | dlogz: 46.637 > 0.109
iter: 1105 | bound: 9 | nc: 39 | ncall: 33025 | eff(%): 3.346 | loglstar: -inf < -56.476 < inf | logz: -69.977 +/- 0.355 | dlogz: 46.478 > 0.109
iter: 1106 | bound: 9 | nc: 39 | ncall: 33064 | eff(%): 3.345 | loglstar: -inf < -56.392 < inf | logz: -69.858 +/- 0.354 | dlogz: 46.339 > 0.109
iter: 1107 | bound: 9 | nc: 39 | ncall: 33103 | eff(%): 3.344 | loglstar: -inf < -56.359 < inf | logz: -69.747 +/- 0.354 | dlogz: 46.210 > 0.109
iter: 1108 | bound: 9 | nc: 39 | ncall: 33142 | eff(%): 3.343 | loglstar: -inf < -56.317 < inf | logz: -69.644 +/- 0.354 | dlogz: 46.089 > 0.109
iter: 1109 | bound: 9 | nc: 39 | ncall: 33181 | eff(%): 3.342 | loglstar: -inf < -56.281 < inf | logz: -69.548 +/- 0.353 | dlogz: 45.976 > 0.109
iter: 1110 | bound: 9 | nc: 39 | ncall: 33220 | eff(%): 3.341 | loglstar: -inf < -55.933 < inf | logz: -69.443 +/- 0.353 | dlogz: 45.870 > 0.109
iter: 1111 | bound: 9 | nc: 39 | ncall: 33259 | eff(%): 3.340 | loglstar: -inf < -55.814 < inf | logz: -69.326 +/- 0.353 | dlogz: 45.755 > 0.109
iter: 1112 | bound: 9 | nc: 39 | ncall: 33298 | eff(%): 3.340 | loglstar: -inf < -55.624 < inf | logz: -69.206 +/- 0.353 | dlogz: 45.628 > 0.109
iter: 1113 | bound: 9 | nc: 39 | ncall: 33337 | eff(%): 3.339 | loglstar: -inf < -55.508 < inf | logz: -69.084 +/- 0.353 | dlogz: 45.499 > 0.109
iter: 1114 | bound: 9 | nc: 39 | ncall: 33376 | eff(%): 3.338 | loglstar: -inf < -55.152 < inf | logz: -68.948 +/- 0.354 | dlogz: 45.366 > 0.109
iter: 1115 | bound: 9 | nc: 39 | ncall: 33415 | eff(%): 3.337 | loglstar: -inf < -55.061 < inf | logz: -68.803 +/- 0.354 | dlogz: 45.220 > 0.109
iter: 1116 | bound: 9 | nc: 39 | ncall: 33454 | eff(%): 3.336 | loglstar: -inf < -54.997 < inf | logz: -68.669 +/- 0.354 | dlogz: 45.065 > 0.109
iter: 1117 | bound: 9 | nc: 39 | ncall: 33493 | eff(%): 3.335 | loglstar: -inf < -54.854 < inf | logz: -68.539 +/- 0.354 | dlogz: 44.921 > 0.109
iter: 1118 | bound: 9 | nc: 39 | ncall: 33532 | eff(%): 3.334 | loglstar: -inf < -54.749 < inf | logz: -68.411 +/- 0.354 | dlogz: 44.781 > 0.109
iter: 1119 | bound: 9 | nc: 39 | ncall: 33571 | eff(%): 3.333 | loglstar: -inf < -54.497 < inf | logz: -68.278 +/- 0.354 | dlogz: 44.644 > 0.109
iter: 1120 | bound: 9 | nc: 39 | ncall: 33610 | eff(%): 3.332 | loglstar: -inf < -54.246 < inf | logz: -68.130 +/- 0.355 | dlogz: 44.500 > 0.109
iter: 1121 | bound: 9 | nc: 39 | ncall: 33649 | eff(%): 3.331 | loglstar: -inf < -54.223 < inf | logz: -67.986 +/- 0.355 | dlogz: 44.342 > 0.109
iter: 1122 | bound: 9 | nc: 39 | ncall: 33688 | eff(%): 3.331 | loglstar: -inf < -53.778 < inf | logz: -67.828 +/- 0.356 | dlogz: 44.189 > 0.109
iter: 1123 | bound: 9 | nc: 39 | ncall: 33727 | eff(%): 3.330 | loglstar: -inf < -53.746 < inf | logz: -67.662 +/- 0.356 | dlogz: 44.020 > 0.109
iter: 1124 | bound: 9 | nc: 39 | ncall: 33766 | eff(%): 3.329 | loglstar: -inf < -53.658 < inf | logz: -67.514 +/- 0.356 | dlogz: 43.845 > 0.109
iter: 1125 | bound: 9 | nc: 39 | ncall: 33805 | eff(%): 3.328 | loglstar: -inf < -53.527 < inf | logz: -67.371 +/- 0.357 | dlogz: 43.686 > 0.109
iter: 1126 | bound: 9 | nc: 39 | ncall: 33844 | eff(%): 3.327 | loglstar: -inf < -53.381 < inf | logz: -67.231 +/- 0.357 | dlogz: 43.534 > 0.109
iter: 1127 | bound: 9 | nc: 39 | ncall: 33883 | eff(%): 3.326 | loglstar: -inf < -52.572 < inf | logz: -67.027 +/- 0.358 | dlogz: 43.384 > 0.109
iter: 1128 | bound: 9 | nc: 39 | ncall: 33922 | eff(%): 3.325 | loglstar: -inf < -52.491 < inf | logz: -66.794 +/- 0.359 | dlogz: 43.170 > 0.109
iter: 1129 | bound: 9 | nc: 39 | ncall: 33961 | eff(%): 3.324 | loglstar: -inf < -52.487 < inf | logz: -66.599 +/- 0.360 | dlogz: 42.927 > 0.109
iter: 1130 | bound: 9 | nc: 39 | ncall: 34000 | eff(%): 3.324 | loglstar: -inf < -52.304 < inf | logz: -66.422 +/- 0.360 | dlogz: 42.722 > 0.109
iter: 1131 | bound: 9 | nc: 39 | ncall: 34039 | eff(%): 3.323 | loglstar: -inf < -52.196 < inf | logz: -66.253 +/- 0.360 | dlogz: 42.535 > 0.109
iter: 1132 | bound: 9 | nc: 39 | ncall: 34078 | eff(%): 3.322 | loglstar: -inf < -52.175 < inf | logz: -66.100 +/- 0.360 | dlogz: 42.356 > 0.109
iter: 1133 | bound: 10 | nc: 39 | ncall: 34117 | eff(%): 3.321 | loglstar: -inf < -52.070 < inf | logz: -65.961 +/- 0.360 | dlogz: 42.193 > 0.109
iter: 1134 | bound: 10 | nc: 39 | ncall: 34156 | eff(%): 3.320 | loglstar: -inf < -52.059 < inf | logz: -65.834 +/- 0.360 | dlogz: 42.044 > 0.109
iter: 1135 | bound: 10 | nc: 39 | ncall: 34195 | eff(%): 3.319 | loglstar: -inf < -51.255 < inf | logz: -65.657 +/- 0.360 | dlogz: 41.907 > 0.109
iter: 1136 | bound: 10 | nc: 39 | ncall: 34234 | eff(%): 3.318 | loglstar: -inf < -50.900 < inf | logz: -65.419 +/- 0.361 | dlogz: 41.720 > 0.109
iter: 1137 | bound: 10 | nc: 39 | ncall: 34273 | eff(%): 3.317 | loglstar: -inf < -50.782 < inf | logz: -65.187 +/- 0.362 | dlogz: 41.473 > 0.109
iter: 1138 | bound: 10 | nc: 39 | ncall: 34312 | eff(%): 3.317 | loglstar: -inf < -50.731 < inf | logz: -64.986 +/- 0.363 | dlogz: 41.231 > 0.109
iter: 1139 | bound: 10 | nc: 39 | ncall: 34351 | eff(%): 3.316 | loglstar: -inf < -50.593 < inf | logz: -64.804 +/- 0.363 | dlogz: 41.019 > 0.109
iter: 1140 | bound: 10 | nc: 39 | ncall: 34390 | eff(%): 3.315 | loglstar: -inf < -50.526 < inf | logz: -64.637 +/- 0.362 | dlogz: 40.828 > 0.109
iter: 1141 | bound: 10 | nc: 39 | ncall: 34429 | eff(%): 3.314 | loglstar: -inf < -50.468 < inf | logz: -64.487 +/- 0.362 | dlogz: 40.651 > 0.109
iter: 1142 | bound: 10 | nc: 39 | ncall: 34468 | eff(%): 3.313 | loglstar: -inf < -50.440 < inf | logz: -64.353 +/- 0.362 | dlogz: 40.491 > 0.109
iter: 1143 | bound: 10 | nc: 39 | ncall: 34507 | eff(%): 3.312 | loglstar: -inf < -50.327 < inf | logz: -64.227 +/- 0.361 | dlogz: 40.346 > 0.109
iter: 1144 | bound: 10 | nc: 39 | ncall: 34546 | eff(%): 3.312 | loglstar: -inf < -50.226 < inf | logz: -64.105 +/- 0.361 | dlogz: 40.211 > 0.109
iter: 1145 | bound: 10 | nc: 39 | ncall: 34585 | eff(%): 3.311 | loglstar: -inf < -49.971 < inf | logz: -63.976 +/- 0.361 | dlogz: 40.078 > 0.109
iter: 1146 | bound: 10 | nc: 39 | ncall: 34624 | eff(%): 3.310 | loglstar: -inf < -49.902 < inf | logz: -63.846 +/- 0.361 | dlogz: 39.940 > 0.109
iter: 1147 | bound: 10 | nc: 39 | ncall: 34663 | eff(%): 3.309 | loglstar: -inf < -49.844 < inf | logz: -63.724 +/- 0.360 | dlogz: 39.799 > 0.109
iter: 1148 | bound: 10 | nc: 39 | ncall: 34702 | eff(%): 3.308 | loglstar: -inf < -49.801 < inf | logz: -63.612 +/- 0.360 | dlogz: 39.668 > 0.109
iter: 1149 | bound: 10 | nc: 39 | ncall: 34741 | eff(%): 3.307 | loglstar: -inf < -49.733 < inf | logz: -63.506 +/- 0.360 | dlogz: 39.546 > 0.109
iter: 1150 | bound: 10 | nc: 39 | ncall: 34780 | eff(%): 3.306 | loglstar: -inf < -49.679 < inf | logz: -63.406 +/- 0.359 | dlogz: 39.430 > 0.109
iter: 1151 | bound: 10 | nc: 39 | ncall: 34819 | eff(%): 3.306 | loglstar: -inf < -49.664 < inf | logz: -63.313 +/- 0.359 | dlogz: 39.320 > 0.109
iter: 1152 | bound: 10 | nc: 39 | ncall: 34858 | eff(%): 3.305 | loglstar: -inf < -49.611 < inf | logz: -63.226 +/- 0.359 | dlogz: 39.217 > 0.109
iter: 1153 | bound: 10 | nc: 39 | ncall: 34897 | eff(%): 3.304 | loglstar: -inf < -49.585 < inf | logz: -63.143 +/- 0.358 | dlogz: 39.120 > 0.109
iter: 1154 | bound: 10 | nc: 39 | ncall: 34936 | eff(%): 3.303 | loglstar: -inf < -49.435 < inf | logz: -63.061 +/- 0.358 | dlogz: 39.027 > 0.109
iter: 1155 | bound: 10 | nc: 39 | ncall: 34975 | eff(%): 3.302 | loglstar: -inf < -49.026 < inf | logz: -62.960 +/- 0.358 | dlogz: 38.935 > 0.109
iter: 1156 | bound: 10 | nc: 39 | ncall: 35014 | eff(%): 3.302 | loglstar: -inf < -48.920 < inf | logz: -62.847 +/- 0.358 | dlogz: 38.825 > 0.109
iter: 1157 | bound: 10 | nc: 39 | ncall: 35053 | eff(%): 3.301 | loglstar: -inf < -48.879 < inf | logz: -62.739 +/- 0.358 | dlogz: 38.701 > 0.109
iter: 1158 | bound: 10 | nc: 39 | ncall: 35092 | eff(%): 3.300 | loglstar: -inf < -48.784 < inf | logz: -62.636 +/- 0.358 | dlogz: 38.584 > 0.109
iter: 1159 | bound: 10 | nc: 39 | ncall: 35131 | eff(%): 3.299 | loglstar: -inf < -48.684 < inf | logz: -62.535 +/- 0.358 | dlogz: 38.471 > 0.109
iter: 1160 | bound: 10 | nc: 39 | ncall: 35170 | eff(%): 3.298 | loglstar: -inf < -48.607 < inf | logz: -62.436 +/- 0.358 | dlogz: 38.359 > 0.109
iter: 1161 | bound: 10 | nc: 39 | ncall: 35209 | eff(%): 3.297 | loglstar: -inf < -48.596 < inf | logz: -62.342 +/- 0.358 | dlogz: 38.250 > 0.109
iter: 1162 | bound: 10 | nc: 39 | ncall: 35248 | eff(%): 3.297 | loglstar: -inf < -48.449 < inf | logz: -62.251 +/- 0.358 | dlogz: 38.147 > 0.109
iter: 1163 | bound: 10 | nc: 39 | ncall: 35287 | eff(%): 3.296 | loglstar: -inf < -48.439 < inf | logz: -62.162 +/- 0.357 | dlogz: 38.046 > 0.109
iter: 1164 | bound: 10 | nc: 39 | ncall: 35326 | eff(%): 3.295 | loglstar: -inf < -48.437 < inf | logz: -62.080 +/- 0.357 | dlogz: 37.946 > 0.109
iter: 1165 | bound: 10 | nc: 39 | ncall: 35365 | eff(%): 3.294 | loglstar: -inf < -48.364 < inf | logz: -62.003 +/- 0.357 | dlogz: 37.855 > 0.109
iter: 1166 | bound: 10 | nc: 39 | ncall: 35404 | eff(%): 3.293 | loglstar: -inf < -48.322 < inf | logz: -61.928 +/- 0.357 | dlogz: 37.768 > 0.109
iter: 1167 | bound: 10 | nc: 39 | ncall: 35443 | eff(%): 3.293 | loglstar: -inf < -48.241 < inf | logz: -61.854 +/- 0.357 | dlogz: 37.682 > 0.109
iter: 1168 | bound: 10 | nc: 39 | ncall: 35482 | eff(%): 3.292 | loglstar: -inf < -48.075 < inf | logz: -61.777 +/- 0.356 | dlogz: 37.599 > 0.109
iter: 1169 | bound: 10 | nc: 39 | ncall: 35521 | eff(%): 3.291 | loglstar: -inf < -47.823 < inf | logz: -61.691 +/- 0.356 | dlogz: 37.512 > 0.109
iter: 1170 | bound: 10 | nc: 39 | ncall: 35560 | eff(%): 3.290 | loglstar: -inf < -47.820 < inf | logz: -61.602 +/- 0.357 | dlogz: 37.416 > 0.109
iter: 1171 | bound: 10 | nc: 39 | ncall: 35599 | eff(%): 3.289 | loglstar: -inf < -47.704 < inf | logz: -61.517 +/- 0.357 | dlogz: 37.317 > 0.109
iter: 1172 | bound: 10 | nc: 39 | ncall: 35638 | eff(%): 3.289 | loglstar: -inf < -47.665 < inf | logz: -61.433 +/- 0.357 | dlogz: 37.222 > 0.109
iter: 1173 | bound: 10 | nc: 39 | ncall: 35677 | eff(%): 3.288 | loglstar: -inf < -47.453 < inf | logz: -61.346 +/- 0.357 | dlogz: 37.128 > 0.109
iter: 1174 | bound: 10 | nc: 39 | ncall: 35716 | eff(%): 3.287 | loglstar: -inf < -47.211 < inf | logz: -61.248 +/- 0.357 | dlogz: 37.031 > 0.109
iter: 1175 | bound: 10 | nc: 39 | ncall: 35755 | eff(%): 3.286 | loglstar: -inf < -47.086 < inf | logz: -61.142 +/- 0.357 | dlogz: 36.923 > 0.109
iter: 1176 | bound: 10 | nc: 39 | ncall: 35794 | eff(%): 3.285 | loglstar: -inf < -46.982 < inf | logz: -61.037 +/- 0.357 | dlogz: 36.808 > 0.109
iter: 1177 | bound: 10 | nc: 39 | ncall: 35833 | eff(%): 3.285 | loglstar: -inf < -46.949 < inf | logz: -60.937 +/- 0.358 | dlogz: 36.693 > 0.109
iter: 1178 | bound: 10 | nc: 39 | ncall: 35872 | eff(%): 3.284 | loglstar: -inf < -46.947 < inf | logz: -60.845 +/- 0.358 | dlogz: 36.582 > 0.109
iter: 1179 | bound: 10 | nc: 39 | ncall: 35911 | eff(%): 3.283 | loglstar: -inf < -46.839 < inf | logz: -60.757 +/- 0.358 | dlogz: 36.480 > 0.109
iter: 1180 | bound: 10 | nc: 39 | ncall: 35950 | eff(%): 3.282 | loglstar: -inf < -46.836 < inf | logz: -60.672 +/- 0.358 | dlogz: 36.382 > 0.109
iter: 1181 | bound: 10 | nc: 39 | ncall: 35989 | eff(%): 3.282 | loglstar: -inf < -46.813 < inf | logz: -60.594 +/- 0.358 | dlogz: 36.288 > 0.109
iter: 1182 | bound: 10 | nc: 39 | ncall: 36028 | eff(%): 3.281 | loglstar: -inf < -46.700 < inf | logz: -60.518 +/- 0.358 | dlogz: 36.200 > 0.109
iter: 1183 | bound: 10 | nc: 39 | ncall: 36067 | eff(%): 3.280 | loglstar: -inf < -46.684 < inf | logz: -60.443 +/- 0.358 | dlogz: 36.113 > 0.109
iter: 1184 | bound: 10 | nc: 39 | ncall: 36106 | eff(%): 3.279 | loglstar: -inf < -46.216 < inf | logz: -60.353 +/- 0.358 | dlogz: 36.028 > 0.109
iter: 1185 | bound: 10 | nc: 39 | ncall: 36145 | eff(%): 3.278 | loglstar: -inf < -46.064 < inf | logz: -60.246 +/- 0.358 | dlogz: 35.929 > 0.109
iter: 1186 | bound: 10 | nc: 39 | ncall: 36184 | eff(%): 3.278 | loglstar: -inf < -45.990 < inf | logz: -60.140 +/- 0.359 | dlogz: 35.812 > 0.109
iter: 1187 | bound: 10 | nc: 39 | ncall: 36223 | eff(%): 3.277 | loglstar: -inf < -45.903 < inf | logz: -60.038 +/- 0.359 | dlogz: 35.696 > 0.109
iter: 1188 | bound: 10 | nc: 39 | ncall: 36262 | eff(%): 3.276 | loglstar: -inf < -45.896 < inf | logz: -59.941 +/- 0.359 | dlogz: 35.583 > 0.109
iter: 1189 | bound: 10 | nc: 39 | ncall: 36301 | eff(%): 3.275 | loglstar: -inf < -45.859 < inf | logz: -59.852 +/- 0.359 | dlogz: 35.477 > 0.109
iter: 1190 | bound: 10 | nc: 39 | ncall: 36340 | eff(%): 3.275 | loglstar: -inf < -45.804 < inf | logz: -59.768 +/- 0.359 | dlogz: 35.378 > 0.109
iter: 1191 | bound: 10 | nc: 39 | ncall: 36379 | eff(%): 3.274 | loglstar: -inf < -45.757 < inf | logz: -59.686 +/- 0.359 | dlogz: 35.284 > 0.109
iter: 1192 | bound: 10 | nc: 39 | ncall: 36418 | eff(%): 3.273 | loglstar: -inf < -45.655 < inf | logz: -59.607 +/- 0.359 | dlogz: 35.193 > 0.109
iter: 1193 | bound: 10 | nc: 39 | ncall: 36457 | eff(%): 3.272 | loglstar: -inf < -45.496 < inf | logz: -59.523 +/- 0.359 | dlogz: 35.103 > 0.109
iter: 1194 | bound: 10 | nc: 39 | ncall: 36496 | eff(%): 3.272 | loglstar: -inf < -45.457 < inf | logz: -59.440 +/- 0.359 | dlogz: 35.009 > 0.109
iter: 1195 | bound: 10 | nc: 39 | ncall: 36535 | eff(%): 3.271 | loglstar: -inf < -45.403 < inf | logz: -59.360 +/- 0.359 | dlogz: 34.916 > 0.109
iter: 1196 | bound: 10 | nc: 39 | ncall: 36574 | eff(%): 3.270 | loglstar: -inf < -44.957 < inf | logz: -59.265 +/- 0.359 | dlogz: 34.826 > 0.109
iter: 1197 | bound: 10 | nc: 39 | ncall: 36613 | eff(%): 3.269 | loglstar: -inf < -44.878 < inf | logz: -59.157 +/- 0.360 | dlogz: 34.721 > 0.109
iter: 1198 | bound: 10 | nc: 39 | ncall: 36652 | eff(%): 3.269 | loglstar: -inf < -44.868 < inf | logz: -59.056 +/- 0.360 | dlogz: 34.603 > 0.109
iter: 1199 | bound: 10 | nc: 39 | ncall: 36691 | eff(%): 3.268 | loglstar: -inf < -44.804 < inf | logz: -58.962 +/- 0.360 | dlogz: 34.492 > 0.109
iter: 1200 | bound: 10 | nc: 39 | ncall: 36730 | eff(%): 3.267 | loglstar: -inf < -44.782 < inf | logz: -58.874 +/- 0.360 | dlogz: 34.389 > 0.109
iter: 1201 | bound: 10 | nc: 39 | ncall: 36769 | eff(%): 3.266 | loglstar: -inf < -44.496 < inf | logz: -58.779 +/- 0.360 | dlogz: 34.290 > 0.109
iter: 1202 | bound: 10 | nc: 39 | ncall: 36808 | eff(%): 3.266 | loglstar: -inf < -44.496 < inf | logz: -58.682 +/- 0.361 | dlogz: 34.186 > 0.109
iter: 1203 | bound: 10 | nc: 39 | ncall: 36847 | eff(%): 3.265 | loglstar: -inf < -44.467 < inf | logz: -58.593 +/- 0.361 | dlogz: 34.079 > 0.109
iter: 1204 | bound: 10 | nc: 39 | ncall: 36886 | eff(%): 3.264 | loglstar: -inf < -44.426 < inf | logz: -58.510 +/- 0.361 | dlogz: 33.980 > 0.109
iter: 1205 | bound: 10 | nc: 39 | ncall: 36925 | eff(%): 3.263 | loglstar: -inf < -44.355 < inf | logz: -58.429 +/- 0.361 | dlogz: 33.887 > 0.109
iter: 1206 | bound: 10 | nc: 39 | ncall: 36964 | eff(%): 3.263 | loglstar: -inf < -44.231 < inf | logz: -58.348 +/- 0.361 | dlogz: 33.796 > 0.109
iter: 1207 | bound: 10 | nc: 39 | ncall: 37003 | eff(%): 3.262 | loglstar: -inf < -43.893 < inf | logz: -58.254 +/- 0.361 | dlogz: 33.705 > 0.109
iter: 1208 | bound: 10 | nc: 39 | ncall: 37042 | eff(%): 3.261 | loglstar: -inf < -43.849 < inf | logz: -58.153 +/- 0.361 | dlogz: 33.601 > 0.109
iter: 1209 | bound: 10 | nc: 39 | ncall: 37081 | eff(%): 3.260 | loglstar: -inf < -43.685 < inf | logz: -58.053 +/- 0.362 | dlogz: 33.490 > 0.109
iter: 1210 | bound: 10 | nc: 39 | ncall: 37120 | eff(%): 3.260 | loglstar: -inf < -43.664 < inf | logz: -57.955 +/- 0.362 | dlogz: 33.380 > 0.109
iter: 1211 | bound: 10 | nc: 39 | ncall: 37159 | eff(%): 3.259 | loglstar: -inf < -43.652 < inf | logz: -57.864 +/- 0.362 | dlogz: 33.272 > 0.109
iter: 1212 | bound: 10 | nc: 39 | ncall: 37198 | eff(%): 3.258 | loglstar: -inf < -43.528 < inf | logz: -57.777 +/- 0.362 | dlogz: 36.628 > 0.109
iter: 1213 | bound: 10 | nc: 39 | ncall: 37237 | eff(%): 3.258 | loglstar: -inf < -43.447 < inf | logz: -57.689 +/- 0.362 | dlogz: 36.531 > 0.109
iter: 1214 | bound: 10 | nc: 39 | ncall: 37276 | eff(%): 3.257 | loglstar: -inf < -43.298 < inf | logz: -57.599 +/- 0.362 | dlogz: 36.433 > 0.109
iter: 1215 | bound: 10 | nc: 39 | ncall: 37315 | eff(%): 3.256 | loglstar: -inf < -43.177 < inf | logz: -57.507 +/- 0.362 | dlogz: 36.334 > 0.109
iter: 1216 | bound: 10 | nc: 39 | ncall: 37354 | eff(%): 3.255 | loglstar: -inf < -43.169 < inf | logz: -57.418 +/- 0.362 | dlogz: 36.231 > 0.109
iter: 1217 | bound: 10 | nc: 39 | ncall: 37393 | eff(%): 3.255 | loglstar: -inf < -43.163 < inf | logz: -57.336 +/- 0.362 | dlogz: 36.132 > 0.109
iter: 1218 | bound: 10 | nc: 39 | ncall: 37432 | eff(%): 3.254 | loglstar: -inf < -43.029 < inf | logz: -57.256 +/- 0.362 | dlogz: 36.041 > 0.109
iter: 1219 | bound: 10 | nc: 39 | ncall: 37471 | eff(%): 3.253 | loglstar: -inf < -43.028 < inf | logz: -57.178 +/- 0.362 | dlogz: 35.951 > 0.109
iter: 1220 | bound: 10 | nc: 39 | ncall: 37510 | eff(%): 3.252 | loglstar: -inf < -42.928 < inf | logz: -57.103 +/- 0.362 | dlogz: 35.862 > 0.109
iter: 1221 | bound: 10 | nc: 39 | ncall: 37549 | eff(%): 3.252 | loglstar: -inf < -42.845 < inf | logz: -57.027 +/- 0.362 | dlogz: 35.777 > 0.109
iter: 1222 | bound: 10 | nc: 39 | ncall: 37588 | eff(%): 3.251 | loglstar: -inf < -42.845 < inf | logz: -56.954 +/- 0.362 | dlogz: 35.691 > 0.109
iter: 1223 | bound: 10 | nc: 39 | ncall: 37627 | eff(%): 3.250 | loglstar: -inf < -42.840 < inf | logz: -56.887 +/- 0.362 | dlogz: 35.609 > 0.109
iter: 1224 | bound: 10 | nc: 39 | ncall: 37666 | eff(%): 3.250 | loglstar: -inf < -42.803 < inf | logz: -56.823 +/- 0.362 | dlogz: 35.531 > 0.109
iter: 1225 | bound: 10 | nc: 39 | ncall: 37705 | eff(%): 3.249 | loglstar: -inf < -42.739 < inf | logz: -56.761 +/- 0.362 | dlogz: 35.458 > 0.109
iter: 1226 | bound: 10 | nc: 39 | ncall: 37744 | eff(%): 3.248 | loglstar: -inf < -42.678 < inf | logz: -56.699 +/- 0.362 | dlogz: 35.385 > 0.109
iter: 1227 | bound: 10 | nc: 39 | ncall: 37783 | eff(%): 3.247 | loglstar: -inf < -42.646 < inf | logz: -56.639 +/- 0.362 | dlogz: 35.314 > 0.109
iter: 1228 | bound: 10 | nc: 39 | ncall: 37822 | eff(%): 3.247 | loglstar: -inf < -42.145 < inf | logz: -56.564 +/- 0.362 | dlogz: 35.244 > 0.109
iter: 1229 | bound: 10 | nc: 39 | ncall: 37861 | eff(%): 3.246 | loglstar: -inf < -41.941 < inf | logz: -56.469 +/- 0.362 | dlogz: 35.159 > 0.109
iter: 1230 | bound: 10 | nc: 39 | ncall: 37900 | eff(%): 3.245 | loglstar: -inf < -41.747 < inf | logz: -56.366 +/- 0.363 | dlogz: 35.054 > 0.109
iter: 1231 | bound: 10 | nc: 39 | ncall: 37939 | eff(%): 3.245 | loglstar: -inf < -41.562 < inf | logz: -56.255 +/- 0.363 | dlogz: 34.941 > 0.109
iter: 1232 | bound: 10 | nc: 39 | ncall: 37978 | eff(%): 3.244 | loglstar: -inf < -41.537 < inf | logz: -56.146 +/- 0.364 | dlogz: 34.820 > 0.109
iter: 1233 | bound: 11 | nc: 39 | ncall: 38017 | eff(%): 3.243 | loglstar: -inf < -41.511 < inf | logz: -56.046 +/- 0.364 | dlogz: 34.701 > 0.109
iter: 1234 | bound: 11 | nc: 39 | ncall: 38056 | eff(%): 3.243 | loglstar: -inf < -41.402 < inf | logz: -55.950 +/- 0.364 | dlogz: 34.591 > 0.109
iter: 1235 | bound: 11 | nc: 39 | ncall: 38095 | eff(%): 3.242 | loglstar: -inf < -41.260 < inf | logz: -55.852 +/- 0.365 | dlogz: 34.485 > 0.109
iter: 1236 | bound: 11 | nc: 39 | ncall: 38134 | eff(%): 3.241 | loglstar: -inf < -41.154 < inf | logz: -55.753 +/- 0.365 | dlogz: 34.377 > 0.109
iter: 1237 | bound: 11 | nc: 39 | ncall: 38173 | eff(%): 3.241 | loglstar: -inf < -40.967 < inf | logz: -55.650 +/- 0.365 | dlogz: 34.268 > 0.109
iter: 1238 | bound: 11 | nc: 39 | ncall: 38212 | eff(%): 3.240 | loglstar: -inf < -40.961 < inf | logz: -55.548 +/- 0.366 | dlogz: 34.155 > 0.109
iter: 1239 | bound: 11 | nc: 39 | ncall: 38251 | eff(%): 3.239 | loglstar: -inf < -40.625 < inf | logz: -55.440 +/- 0.366 | dlogz: 34.044 > 0.109
iter: 1240 | bound: 11 | nc: 39 | ncall: 38290 | eff(%): 3.238 | loglstar: -inf < -40.614 < inf | logz: -55.327 +/- 0.366 | dlogz: 33.925 > 0.109
iter: 1241 | bound: 11 | nc: 39 | ncall: 38329 | eff(%): 3.238 | loglstar: -inf < -40.587 < inf | logz: -55.225 +/- 0.367 | dlogz: 33.803 > 0.109
iter: 1242 | bound: 11 | nc: 39 | ncall: 38368 | eff(%): 3.237 | loglstar: -inf < -40.570 < inf | logz: -55.131 +/- 0.367 | dlogz: 33.691 > 0.109
iter: 1243 | bound: 11 | nc: 39 | ncall: 38407 | eff(%): 3.236 | loglstar: -inf < -40.550 < inf | logz: -55.045 +/- 0.367 | dlogz: 33.587 > 0.109
iter: 1244 | bound: 11 | nc: 39 | ncall: 38446 | eff(%): 3.236 | loglstar: -inf < -40.506 < inf | logz: -54.963 +/- 0.367 | dlogz: 33.490 > 0.109
iter: 1245 | bound: 11 | nc: 39 | ncall: 38485 | eff(%): 3.235 | loglstar: -inf < -40.451 < inf | logz: -54.885 +/- 0.367 | dlogz: 33.399 > 0.109
iter: 1246 | bound: 11 | nc: 39 | ncall: 38524 | eff(%): 3.234 | loglstar: -inf < -40.236 < inf | logz: -54.803 +/- 0.367 | dlogz: 33.311 > 0.109
iter: 1247 | bound: 11 | nc: 39 | ncall: 38563 | eff(%): 3.234 | loglstar: -inf < -40.023 < inf | logz: -54.711 +/- 0.367 | dlogz: 33.219 > 0.109
iter: 1248 | bound: 11 | nc: 39 | ncall: 38602 | eff(%): 3.233 | loglstar: -inf < -39.962 < inf | logz: -54.616 +/- 0.367 | dlogz: 33.117 > 0.109
iter: 1249 | bound: 11 | nc: 39 | ncall: 38641 | eff(%): 3.232 | loglstar: -inf < -39.685 < inf | logz: -54.514 +/- 0.367 | dlogz: 33.012 > 0.109
iter: 1250 | bound: 11 | nc: 39 | ncall: 38680 | eff(%): 3.232 | loglstar: -inf < -39.644 < inf | logz: -54.409 +/- 0.367 | dlogz: 32.900 > 0.109
iter: 1251 | bound: 11 | nc: 39 | ncall: 38719 | eff(%): 3.231 | loglstar: -inf < -39.316 < inf | logz: -54.295 +/- 0.368 | dlogz: 32.785 > 0.109
iter: 1252 | bound: 11 | nc: 39 | ncall: 38758 | eff(%): 3.230 | loglstar: -inf < -39.093 < inf | logz: -54.164 +/- 0.369 | dlogz: 32.661 > 0.109
iter: 1253 | bound: 11 | nc: 39 | ncall: 38797 | eff(%): 3.230 | loglstar: -inf < -39.085 < inf | logz: -54.037 +/- 0.369 | dlogz: 32.520 > 0.109
iter: 1254 | bound: 11 | nc: 39 | ncall: 38836 | eff(%): 3.229 | loglstar: -inf < -38.958 < inf | logz: -53.918 +/- 0.370 | dlogz: 32.383 > 0.109
iter: 1255 | bound: 11 | nc: 39 | ncall: 38875 | eff(%): 3.228 | loglstar: -inf < -38.581 < inf | logz: -53.782 +/- 0.370 | dlogz: 32.254 > 0.109
iter: 1256 | bound: 11 | nc: 39 | ncall: 38914 | eff(%): 3.228 | loglstar: -inf < -38.255 < inf | logz: -53.619 +/- 0.371 | dlogz: 32.108 > 0.109
iter: 1257 | bound: 11 | nc: 39 | ncall: 38953 | eff(%): 3.227 | loglstar: -inf < -38.017 < inf | logz: -53.439 +/- 0.372 | dlogz: 31.935 > 0.109
iter: 1258 | bound: 11 | nc: 39 | ncall: 38992 | eff(%): 3.226 | loglstar: -inf < -37.875 < inf | logz: -53.260 +/- 0.373 | dlogz: 31.745 > 0.109
iter: 1259 | bound: 11 | nc: 39 | ncall: 39031 | eff(%): 3.226 | loglstar: -inf < -37.834 < inf | logz: -53.097 +/- 0.374 | dlogz: 31.556 > 0.109
iter: 1260 | bound: 11 | nc: 39 | ncall: 39070 | eff(%): 3.225 | loglstar: -inf < -37.649 < inf | logz: -52.942 +/- 0.374 | dlogz: 31.383 > 0.109
iter: 1261 | bound: 11 | nc: 39 | ncall: 39109 | eff(%): 3.224 | loglstar: -inf < -37.635 < inf | logz: -52.796 +/- 0.375 | dlogz: 31.218 > 0.109
iter: 1262 | bound: 11 | nc: 39 | ncall: 39148 | eff(%): 3.224 | loglstar: -inf < -37.600 < inf | logz: -52.668 +/- 0.375 | dlogz: 31.063 > 0.109
iter: 1263 | bound: 11 | nc: 39 | ncall: 39187 | eff(%): 3.223 | loglstar: -inf < -37.432 < inf | logz: -52.543 +/- 0.375 | dlogz: 30.924 > 0.109
iter: 1264 | bound: 11 | nc: 39 | ncall: 39226 | eff(%): 3.222 | loglstar: -inf < -37.414 < inf | logz: -52.424 +/- 0.375 | dlogz: 30.790 > 0.109
iter: 1265 | bound: 11 | nc: 39 | ncall: 39265 | eff(%): 3.222 | loglstar: -inf < -37.265 < inf | logz: -52.309 +/- 0.374 | dlogz: 30.660 > 0.109
iter: 1266 | bound: 11 | nc: 39 | ncall: 39304 | eff(%): 3.221 | loglstar: -inf < -37.186 < inf | logz: -52.196 +/- 0.374 | dlogz: 30.536 > 0.109
iter: 1267 | bound: 11 | nc: 39 | ncall: 39343 | eff(%): 3.220 | loglstar: -inf < -37.155 < inf | logz: -52.089 +/- 0.374 | dlogz: 30.412 > 0.109
iter: 1268 | bound: 11 | nc: 39 | ncall: 39382 | eff(%): 3.220 | loglstar: -inf < -37.104 < inf | logz: -51.991 +/- 0.374 | dlogz: 30.296 > 0.109
iter: 1269 | bound: 11 | nc: 39 | ncall: 39421 | eff(%): 3.219 | loglstar: -inf < -37.065 < inf | logz: -51.898 +/- 0.374 | dlogz: 30.187 > 0.109
iter: 1270 | bound: 11 | nc: 39 | ncall: 39460 | eff(%): 3.218 | loglstar: -inf < -36.870 < inf | logz: -51.803 +/- 0.373 | dlogz: 30.085 > 0.109
iter: 1271 | bound: 11 | nc: 39 | ncall: 39499 | eff(%): 3.218 | loglstar: -inf < -36.858 < inf | logz: -51.709 +/- 0.373 | dlogz: 29.980 > 0.109
iter: 1272 | bound: 11 | nc: 39 | ncall: 39538 | eff(%): 3.217 | loglstar: -inf < -36.731 < inf | logz: -51.618 +/- 0.373 | dlogz: 29.876 > 0.109
iter: 1273 | bound: 11 | nc: 39 | ncall: 39577 | eff(%): 3.217 | loglstar: -inf < -36.640 < inf | logz: -51.526 +/- 0.373 | dlogz: 29.775 > 0.109
iter: 1274 | bound: 11 | nc: 39 | ncall: 39616 | eff(%): 3.216 | loglstar: -inf < -36.627 < inf | logz: -51.438 +/- 0.373 | dlogz: 29.673 > 0.109
iter: 1275 | bound: 11 | nc: 39 | ncall: 39655 | eff(%): 3.215 | loglstar: -inf < -36.592 < inf | logz: -51.357 +/- 0.373 | dlogz: 29.575 > 0.109
iter: 1276 | bound: 11 | nc: 39 | ncall: 39694 | eff(%): 3.215 | loglstar: -inf < -36.457 < inf | logz: -51.276 +/- 0.372 | dlogz: 29.484 > 0.109
iter: 1277 | bound: 11 | nc: 39 | ncall: 39733 | eff(%): 3.214 | loglstar: -inf < -36.316 < inf | logz: -51.191 +/- 0.372 | dlogz: 29.393 > 0.109
iter: 1278 | bound: 11 | nc: 39 | ncall: 39772 | eff(%): 3.213 | loglstar: -inf < -36.266 < inf | logz: -51.106 +/- 0.372 | dlogz: 29.298 > 0.109
iter: 1279 | bound: 11 | nc: 39 | ncall: 39811 | eff(%): 3.213 | loglstar: -inf < -36.166 < inf | logz: -51.022 +/- 0.372 | dlogz: 29.203 > 0.109
iter: 1280 | bound: 11 | nc: 39 | ncall: 39850 | eff(%): 3.212 | loglstar: -inf < -36.157 < inf | logz: -50.942 +/- 0.372 | dlogz: 29.110 > 0.109
iter: 1281 | bound: 11 | nc: 39 | ncall: 39889 | eff(%): 3.211 | loglstar: -inf < -36.150 < inf | logz: -50.868 +/- 0.372 | dlogz: 29.020 > 0.109
iter: 1282 | bound: 11 | nc: 39 | ncall: 39928 | eff(%): 3.211 | loglstar: -inf < -35.986 < inf | logz: -50.794 +/- 0.372 | dlogz: 28.936 > 0.109
iter: 1283 | bound: 11 | nc: 39 | ncall: 39967 | eff(%): 3.210 | loglstar: -inf < -35.956 < inf | logz: -50.719 +/- 0.372 | dlogz: 28.851 > 0.109
iter: 1284 | bound: 11 | nc: 39 | ncall: 40006 | eff(%): 3.210 | loglstar: -inf < -35.747 < inf | logz: -50.641 +/- 0.372 | dlogz: 28.766 > 0.109
iter: 1285 | bound: 11 | nc: 39 | ncall: 40045 | eff(%): 3.209 | loglstar: -inf < -35.644 < inf | logz: -50.558 +/- 0.372 | dlogz: 28.678 > 0.109
iter: 1286 | bound: 11 | nc: 39 | ncall: 40084 | eff(%): 3.208 | loglstar: -inf < -35.598 < inf | logz: -50.476 +/- 0.372 | dlogz: 28.585 > 0.109
iter: 1287 | bound: 11 | nc: 39 | ncall: 40123 | eff(%): 3.208 | loglstar: -inf < -35.584 < inf | logz: -50.399 +/- 0.372 | dlogz: 28.494 > 0.109
iter: 1288 | bound: 11 | nc: 39 | ncall: 40162 | eff(%): 3.207 | loglstar: -inf < -35.534 < inf | logz: -50.326 +/- 0.371 | dlogz: 28.407 > 0.109
iter: 1289 | bound: 11 | nc: 39 | ncall: 40201 | eff(%): 3.206 | loglstar: -inf < -35.461 < inf | logz: -50.255 +/- 0.371 | dlogz: 28.324 > 0.109
iter: 1290 | bound: 11 | nc: 39 | ncall: 40240 | eff(%): 3.206 | loglstar: -inf < -35.362 < inf | logz: -50.183 +/- 0.371 | dlogz: 28.243 > 0.109
iter: 1291 | bound: 11 | nc: 39 | ncall: 40279 | eff(%): 3.205 | loglstar: -inf < -35.348 < inf | logz: -50.113 +/- 0.371 | dlogz: 28.161 > 0.109
iter: 1292 | bound: 11 | nc: 39 | ncall: 40318 | eff(%): 3.205 | loglstar: -inf < -35.335 < inf | logz: -50.048 +/- 0.371 | dlogz: 28.081 > 0.109
iter: 1293 | bound: 11 | nc: 39 | ncall: 40357 | eff(%): 3.204 | loglstar: -inf < -35.085 < inf | logz: -49.978 +/- 0.371 | dlogz: 28.006 > 0.109
iter: 1294 | bound: 11 | nc: 39 | ncall: 40396 | eff(%): 3.203 | loglstar: -inf < -34.789 < inf | logz: -49.894 +/- 0.371 | dlogz: 27.926 > 0.109
iter: 1295 | bound: 11 | nc: 39 | ncall: 40435 | eff(%): 3.203 | loglstar: -inf < -34.673 < inf | logz: -49.801 +/- 0.372 | dlogz: 27.832 > 0.109
iter: 1296 | bound: 11 | nc: 39 | ncall: 40474 | eff(%): 3.202 | loglstar: -inf < -34.523 < inf | logz: -49.705 +/- 0.372 | dlogz: 27.729 > 0.109
iter: 1297 | bound: 11 | nc: 39 | ncall: 40513 | eff(%): 3.201 | loglstar: -inf < -34.451 < inf | logz: -49.609 +/- 0.372 | dlogz: 27.623 > 0.109
iter: 1298 | bound: 11 | nc: 39 | ncall: 40552 | eff(%): 3.201 | loglstar: -inf < -34.420 < inf | logz: -49.518 +/- 0.372 | dlogz: 27.517 > 0.109
iter: 1299 | bound: 11 | nc: 39 | ncall: 40591 | eff(%): 3.200 | loglstar: -inf < -34.316 < inf | logz: -49.429 +/- 0.373 | dlogz: 27.416 > 0.109
iter: 1300 | bound: 11 | nc: 39 | ncall: 40630 | eff(%): 3.200 | loglstar: -inf < -34.312 < inf | logz: -49.345 +/- 0.373 | dlogz: 27.318 > 0.109
iter: 1301 | bound: 11 | nc: 39 | ncall: 40669 | eff(%): 3.199 | loglstar: -inf < -34.221 < inf | logz: -49.264 +/- 0.373 | dlogz: 27.223 > 0.109
iter: 1302 | bound: 11 | nc: 39 | ncall: 40708 | eff(%): 3.198 | loglstar: -inf < -34.167 < inf | logz: -49.185 +/- 0.373 | dlogz: 27.132 > 0.109
iter: 1303 | bound: 11 | nc: 39 | ncall: 40747 | eff(%): 3.198 | loglstar: -inf < -34.084 < inf | logz: -49.107 +/- 0.373 | dlogz: 27.043 > 0.109
iter: 1304 | bound: 11 | nc: 39 | ncall: 40786 | eff(%): 3.197 | loglstar: -inf < -33.897 < inf | logz: -49.025 +/- 0.373 | dlogz: 26.955 > 0.109
iter: 1305 | bound: 11 | nc: 39 | ncall: 40825 | eff(%): 3.197 | loglstar: -inf < -33.799 < inf | logz: -48.939 +/- 0.373 | dlogz: 26.863 > 0.109
iter: 1306 | bound: 11 | nc: 39 | ncall: 40864 | eff(%): 3.196 | loglstar: -inf < -33.672 < inf | logz: -48.852 +/- 0.373 | dlogz: 26.768 > 0.109
iter: 1307 | bound: 11 | nc: 39 | ncall: 40903 | eff(%): 3.195 | loglstar: -inf < -33.663 < inf | logz: -48.768 +/- 0.373 | dlogz: 26.671 > 0.109
iter: 1308 | bound: 11 | nc: 39 | ncall: 40942 | eff(%): 3.195 | loglstar: -inf < -33.648 < inf | logz: -48.689 +/- 0.373 | dlogz: 26.576 > 0.109
iter: 1309 | bound: 11 | nc: 39 | ncall: 40981 | eff(%): 3.194 | loglstar: -inf < -33.647 < inf | logz: -48.617 +/- 0.373 | dlogz: 26.488 > 0.109
iter: 1310 | bound: 11 | nc: 39 | ncall: 41020 | eff(%): 3.194 | loglstar: -inf < -33.620 < inf | logz: -48.550 +/- 0.373 | dlogz: 26.406 > 0.109
iter: 1311 | bound: 11 | nc: 39 | ncall: 41059 | eff(%): 3.193 | loglstar: -inf < -33.619 < inf | logz: -48.486 +/- 0.373 | dlogz: 26.328 > 0.109
iter: 1312 | bound: 11 | nc: 39 | ncall: 41098 | eff(%): 3.192 | loglstar: -inf < -33.426 < inf | logz: -48.420 +/- 0.373 | dlogz: 26.255 > 0.109
iter: 1313 | bound: 11 | nc: 39 | ncall: 41137 | eff(%): 3.192 | loglstar: -inf < -33.382 < inf | logz: -48.353 +/- 0.373 | dlogz: 26.180 > 0.109
iter: 1314 | bound: 11 | nc: 39 | ncall: 41176 | eff(%): 3.191 | loglstar: -inf < -33.277 < inf | logz: -48.285 +/- 0.373 | dlogz: 26.102 > 0.109
iter: 1315 | bound: 11 | nc: 39 | ncall: 41215 | eff(%): 3.191 | loglstar: -inf < -33.265 < inf | logz: -48.218 +/- 0.373 | dlogz: 26.024 > 0.109
iter: 1316 | bound: 11 | nc: 39 | ncall: 41254 | eff(%): 3.190 | loglstar: -inf < -33.226 < inf | logz: -48.155 +/- 0.373 | dlogz: 25.948 > 0.109
iter: 1317 | bound: 11 | nc: 39 | ncall: 41293 | eff(%): 3.189 | loglstar: -inf < -33.114 < inf | logz: -48.092 +/- 0.373 | dlogz: 25.874 > 0.109
iter: 1318 | bound: 11 | nc: 39 | ncall: 41332 | eff(%): 3.189 | loglstar: -inf < -32.992 < inf | logz: -48.026 +/- 0.373 | dlogz: 25.801 > 0.109
iter: 1319 | bound: 11 | nc: 39 | ncall: 41371 | eff(%): 3.188 | loglstar: -inf < -32.848 < inf | logz: -47.956 +/- 0.373 | dlogz: 25.725 > 0.109
iter: 1320 | bound: 11 | nc: 39 | ncall: 41410 | eff(%): 3.188 | loglstar: -inf < -32.848 < inf | logz: -47.886 +/- 0.373 | dlogz: 25.645 > 0.109
iter: 1321 | bound: 11 | nc: 39 | ncall: 41449 | eff(%): 3.187 | loglstar: -inf < -32.784 < inf | logz: -47.820 +/- 0.373 | dlogz: 25.566 > 0.109
iter: 1322 | bound: 11 | nc: 39 | ncall: 41488 | eff(%): 3.186 | loglstar: -inf < -32.759 < inf | logz: -47.756 +/- 0.373 | dlogz: 25.489 > 0.109
iter: 1323 | bound: 11 | nc: 39 | ncall: 41527 | eff(%): 3.186 | loglstar: -inf < -32.727 < inf | logz: -47.694 +/- 0.373 | dlogz: 25.415 > 0.109
iter: 1324 | bound: 11 | nc: 39 | ncall: 41566 | eff(%): 3.185 | loglstar: -inf < -32.721 < inf | logz: -47.636 +/- 0.373 | dlogz: 25.344 > 0.109
iter: 1325 | bound: 11 | nc: 39 | ncall: 41605 | eff(%): 3.185 | loglstar: -inf < -32.717 < inf | logz: -47.581 +/- 0.373 | dlogz: 25.276 > 0.109
iter: 1326 | bound: 11 | nc: 39 | ncall: 41644 | eff(%): 3.184 | loglstar: -inf < -32.701 < inf | logz: -47.529 +/- 0.373 | dlogz: 25.211 > 0.109
iter: 1327 | bound: 11 | nc: 39 | ncall: 41683 | eff(%): 3.184 | loglstar: -inf < -32.697 < inf | logz: -47.480 +/- 0.373 | dlogz: 25.149 > 0.109
iter: 1328 | bound: 11 | nc: 39 | ncall: 41722 | eff(%): 3.183 | loglstar: -inf < -32.556 < inf | logz: -47.429 +/- 0.373 | dlogz: 25.089 > 0.109
iter: 1329 | bound: 11 | nc: 39 | ncall: 41761 | eff(%): 3.182 | loglstar: -inf < -32.543 < inf | logz: -47.378 +/- 0.373 | dlogz: 25.029 > 0.109
iter: 1330 | bound: 11 | nc: 39 | ncall: 41800 | eff(%): 3.182 | loglstar: -inf < -32.354 < inf | logz: -47.325 +/- 0.373 | dlogz: 24.968 > 0.109
iter: 1331 | bound: 11 | nc: 39 | ncall: 41839 | eff(%): 3.181 | loglstar: -inf < -32.325 < inf | logz: -47.270 +/- 0.373 | dlogz: 24.905 > 0.109
iter: 1332 | bound: 11 | nc: 39 | ncall: 41878 | eff(%): 3.181 | loglstar: -inf < -32.306 < inf | logz: -47.217 +/- 0.373 | dlogz: 24.840 > 0.109
iter: 1333 | bound: 12 | nc: 39 | ncall: 41917 | eff(%): 3.180 | loglstar: -inf < -32.291 < inf | logz: -47.166 +/- 0.373 | dlogz: 24.777 > 0.109
iter: 1334 | bound: 12 | nc: 39 | ncall: 41956 | eff(%): 3.180 | loglstar: -inf < -32.178 < inf | logz: -47.115 +/- 0.373 | dlogz: 24.716 > 0.109
iter: 1335 | bound: 12 | nc: 39 | ncall: 41995 | eff(%): 3.179 | loglstar: -inf < -32.154 < inf | logz: -47.063 +/- 0.372 | dlogz: 24.655 > 0.109
iter: 1336 | bound: 12 | nc: 39 | ncall: 42034 | eff(%): 3.178 | loglstar: -inf < -32.144 < inf | logz: -47.014 +/- 0.372 | dlogz: 24.593 > 0.109
iter: 1337 | bound: 12 | nc: 39 | ncall: 42073 | eff(%): 3.178 | loglstar: -inf < -32.109 < inf | logz: -46.967 +/- 0.372 | dlogz: 24.534 > 0.109
iter: 1338 | bound: 12 | nc: 39 | ncall: 42112 | eff(%): 3.177 | loglstar: -inf < -32.107 < inf | logz: -46.921 +/- 0.372 | dlogz: 24.477 > 0.109
iter: 1339 | bound: 12 | nc: 39 | ncall: 42151 | eff(%): 3.177 | loglstar: -inf < -32.082 < inf | logz: -46.877 +/- 0.372 | dlogz: 24.421 > 0.109
iter: 1340 | bound: 12 | nc: 39 | ncall: 42190 | eff(%): 3.176 | loglstar: -inf < -32.030 < inf | logz: -46.834 +/- 0.372 | dlogz: 24.367 > 0.109
iter: 1341 | bound: 12 | nc: 39 | ncall: 42229 | eff(%): 3.176 | loglstar: -inf < -31.994 < inf | logz: -46.791 +/- 0.372 | dlogz: 24.314 > 0.109
iter: 1342 | bound: 12 | nc: 39 | ncall: 42268 | eff(%): 3.175 | loglstar: -inf < -31.965 < inf | logz: -46.749 +/- 0.372 | dlogz: 24.261 > 0.109
iter: 1343 | bound: 12 | nc: 39 | ncall: 42307 | eff(%): 3.174 | loglstar: -inf < -31.965 < inf | logz: -46.709 +/- 0.372 | dlogz: 24.210 > 0.109
iter: 1344 | bound: 12 | nc: 39 | ncall: 42346 | eff(%): 3.174 | loglstar: -inf < -31.712 < inf | logz: -46.665 +/- 0.372 | dlogz: 24.159 > 0.109
iter: 1345 | bound: 12 | nc: 39 | ncall: 42385 | eff(%): 3.173 | loglstar: -inf < -31.705 < inf | logz: -46.618 +/- 0.372 | dlogz: 24.105 > 0.109
iter: 1346 | bound: 12 | nc: 39 | ncall: 42424 | eff(%): 3.173 | loglstar: -inf < -31.612 < inf | logz: -46.571 +/- 0.372 | dlogz: 24.048 > 0.109
iter: 1347 | bound: 12 | nc: 39 | ncall: 42463 | eff(%): 3.172 | loglstar: -inf < -31.387 < inf | logz: -46.519 +/- 0.372 | dlogz: 23.992 > 0.109
iter: 1348 | bound: 12 | nc: 39 | ncall: 42502 | eff(%): 3.172 | loglstar: -inf < -31.262 < inf | logz: -46.461 +/- 0.372 | dlogz: 23.930 > 0.109
iter: 1349 | bound: 12 | nc: 39 | ncall: 42541 | eff(%): 3.171 | loglstar: -inf < -31.225 < inf | logz: -46.403 +/- 0.372 | dlogz: 23.862 > 0.109
iter: 1350 | bound: 12 | nc: 39 | ncall: 42580 | eff(%): 3.171 | loglstar: -inf < -31.108 < inf | logz: -46.344 +/- 0.373 | dlogz: 23.794 > 0.109
iter: 1351 | bound: 12 | nc: 39 | ncall: 42619 | eff(%): 3.170 | loglstar: -inf < -31.068 < inf | logz: -46.285 +/- 0.373 | dlogz: 23.725 > 0.109
iter: 1352 | bound: 12 | nc: 39 | ncall: 42658 | eff(%): 3.169 | loglstar: -inf < -31.051 < inf | logz: -46.228 +/- 0.373 | dlogz: 23.656 > 0.109
iter: 1353 | bound: 12 | nc: 39 | ncall: 42697 | eff(%): 3.169 | loglstar: -inf < -31.025 < inf | logz: -46.173 +/- 0.373 | dlogz: 23.589 > 0.109
iter: 1354 | bound: 12 | nc: 39 | ncall: 42736 | eff(%): 3.168 | loglstar: -inf < -31.005 < inf | logz: -46.121 +/- 0.373 | dlogz: 23.524 > 0.109
iter: 1355 | bound: 12 | nc: 39 | ncall: 42775 | eff(%): 3.168 | loglstar: -inf < -30.713 < inf | logz: -46.063 +/- 0.373 | dlogz: 23.462 > 0.109
iter: 1356 | bound: 12 | nc: 39 | ncall: 42814 | eff(%): 3.167 | loglstar: -inf < -30.646 < inf | logz: -45.999 +/- 0.374 | dlogz: 23.394 > 0.109
iter: 1357 | bound: 12 | nc: 39 | ncall: 42853 | eff(%): 3.167 | loglstar: -inf < -30.301 < inf | logz: -45.925 +/- 0.374 | dlogz: 23.320 > 0.109
iter: 1358 | bound: 12 | nc: 39 | ncall: 42892 | eff(%): 3.166 | loglstar: -inf < -30.281 < inf | logz: -45.845 +/- 0.375 | dlogz: 23.236 > 0.109
iter: 1359 | bound: 12 | nc: 39 | ncall: 42931 | eff(%): 3.166 | loglstar: -inf < -30.125 < inf | logz: -45.765 +/- 0.375 | dlogz: 23.146 > 0.109
iter: 1360 | bound: 12 | nc: 39 | ncall: 42970 | eff(%): 3.165 | loglstar: -inf < -30.054 < inf | logz: -45.683 +/- 0.376 | dlogz: 23.056 > 0.109
iter: 1361 | bound: 12 | nc: 39 | ncall: 43009 | eff(%): 3.164 | loglstar: -inf < -29.935 < inf | logz: -45.601 +/- 0.376 | dlogz: 22.965 > 0.109
iter: 1362 | bound: 12 | nc: 39 | ncall: 43048 | eff(%): 3.164 | loglstar: -inf < -29.841 < inf | logz: -45.518 +/- 0.377 | dlogz: 22.873 > 0.109
iter: 1363 | bound: 12 | nc: 39 | ncall: 43087 | eff(%): 3.163 | loglstar: -inf < -29.800 < inf | logz: -45.437 +/- 0.377 | dlogz: 22.780 > 0.109
iter: 1364 | bound: 12 | nc: 39 | ncall: 43126 | eff(%): 3.163 | loglstar: -inf < -29.800 < inf | logz: -45.361 +/- 0.377 | dlogz: 22.689 > 0.109
iter: 1365 | bound: 12 | nc: 39 | ncall: 43165 | eff(%): 3.162 | loglstar: -inf < -29.755 < inf | logz: -45.290 +/- 0.377 | dlogz: 22.603 > 0.109
iter: 1366 | bound: 12 | nc: 39 | ncall: 43204 | eff(%): 3.162 | loglstar: -inf < -29.691 < inf | logz: -45.221 +/- 0.378 | dlogz: 22.522 > 0.109
iter: 1367 | bound: 12 | nc: 39 | ncall: 43243 | eff(%): 3.161 | loglstar: -inf < -29.689 < inf | logz: -45.154 +/- 0.378 | dlogz: 22.442 > 0.109
iter: 1368 | bound: 12 | nc: 39 | ncall: 43282 | eff(%): 3.161 | loglstar: -inf < -29.441 < inf | logz: -45.084 +/- 0.378 | dlogz: 22.366 > 0.109
iter: 1369 | bound: 12 | nc: 39 | ncall: 43321 | eff(%): 3.160 | loglstar: -inf < -29.159 < inf | logz: -45.000 +/- 0.378 | dlogz: 22.286 > 0.109
iter: 1370 | bound: 12 | nc: 39 | ncall: 43360 | eff(%): 3.160 | loglstar: -inf < -29.155 < inf | logz: -44.913 +/- 0.379 | dlogz: 22.192 > 0.109
iter: 1371 | bound: 12 | nc: 39 | ncall: 43399 | eff(%): 3.159 | loglstar: -inf < -28.960 < inf | logz: -44.825 +/- 0.379 | dlogz: 22.095 > 0.109
iter: 1372 | bound: 12 | nc: 39 | ncall: 43438 | eff(%): 3.159 | loglstar: -inf < -28.917 < inf | logz: -44.736 +/- 0.380 | dlogz: 21.997 > 0.109
iter: 1373 | bound: 12 | nc: 39 | ncall: 43477 | eff(%): 3.158 | loglstar: -inf < -28.829 < inf | logz: -44.650 +/- 0.380 | dlogz: 21.898 > 0.109
iter: 1374 | bound: 12 | nc: 39 | ncall: 43516 | eff(%): 3.157 | loglstar: -inf < -28.809 < inf | logz: -44.567 +/- 0.380 | dlogz: 21.802 > 0.109
iter: 1375 | bound: 12 | nc: 39 | ncall: 43555 | eff(%): 3.157 | loglstar: -inf < -28.746 < inf | logz: -44.488 +/- 0.380 | dlogz: 21.709 > 0.109
iter: 1376 | bound: 12 | nc: 39 | ncall: 43594 | eff(%): 3.156 | loglstar: -inf < -28.745 < inf | logz: -44.413 +/- 0.381 | dlogz: 21.620 > 0.109
iter: 1377 | bound: 12 | nc: 39 | ncall: 43633 | eff(%): 3.156 | loglstar: -inf < -28.709 < inf | logz: -44.343 +/- 0.381 | dlogz: 21.536 > 0.109
iter: 1378 | bound: 12 | nc: 39 | ncall: 43672 | eff(%): 3.155 | loglstar: -inf < -28.647 < inf | logz: -44.275 +/- 0.381 | dlogz: 21.456 > 0.109
iter: 1379 | bound: 12 | nc: 39 | ncall: 43711 | eff(%): 3.155 | loglstar: -inf < -28.636 < inf | logz: -44.210 +/- 0.381 | dlogz: 21.378 > 0.109
iter: 1380 | bound: 12 | nc: 39 | ncall: 43750 | eff(%): 3.154 | loglstar: -inf < -28.500 < inf | logz: -44.145 +/- 0.381 | dlogz: 21.302 > 0.109
iter: 1381 | bound: 12 | nc: 39 | ncall: 43789 | eff(%): 3.154 | loglstar: -inf < -28.422 < inf | logz: -44.077 +/- 0.381 | dlogz: 21.227 > 0.109
iter: 1382 | bound: 12 | nc: 39 | ncall: 43828 | eff(%): 3.153 | loglstar: -inf < -28.353 < inf | logz: -44.010 +/- 0.381 | dlogz: 21.150 > 0.109
iter: 1383 | bound: 12 | nc: 39 | ncall: 43867 | eff(%): 3.153 | loglstar: -inf < -28.317 < inf | logz: -43.945 +/- 0.381 | dlogz: 21.073 > 0.109
iter: 1384 | bound: 12 | nc: 39 | ncall: 43906 | eff(%): 3.152 | loglstar: -inf < -27.988 < inf | logz: -43.871 +/- 0.381 | dlogz: 20.997 > 0.109
iter: 1385 | bound: 12 | nc: 39 | ncall: 43945 | eff(%): 3.152 | loglstar: -inf < -27.836 < inf | logz: -43.787 +/- 0.381 | dlogz: 20.914 > 0.109
iter: 1386 | bound: 12 | nc: 39 | ncall: 43984 | eff(%): 3.151 | loglstar: -inf < -27.802 < inf | logz: -43.702 +/- 0.382 | dlogz: 20.819 > 0.109
iter: 1387 | bound: 12 | nc: 39 | ncall: 44023 | eff(%): 3.151 | loglstar: -inf < -27.782 < inf | logz: -43.623 +/- 0.382 | dlogz: 20.725 > 0.109
iter: 1388 | bound: 12 | nc: 39 | ncall: 44062 | eff(%): 3.150 | loglstar: -inf < -27.775 < inf | logz: -43.550 +/- 0.382 | dlogz: 20.636 > 0.109
iter: 1389 | bound: 12 | nc: 39 | ncall: 44101 | eff(%): 3.150 | loglstar: -inf < -27.767 < inf | logz: -43.482 +/- 0.382 | dlogz: 20.553 > 0.109
iter: 1390 | bound: 12 | nc: 39 | ncall: 44140 | eff(%): 3.149 | loglstar: -inf < -27.682 < inf | logz: -43.415 +/- 0.382 | dlogz: 20.474 > 0.109
iter: 1391 | bound: 12 | nc: 39 | ncall: 44179 | eff(%): 3.149 | loglstar: -inf < -27.678 < inf | logz: -43.351 +/- 0.382 | dlogz: 20.398 > 0.109
iter: 1392 | bound: 12 | nc: 39 | ncall: 44218 | eff(%): 3.148 | loglstar: -inf < -27.672 < inf | logz: -43.291 +/- 0.382 | dlogz: 20.324 > 0.109
iter: 1393 | bound: 12 | nc: 39 | ncall: 44257 | eff(%): 3.148 | loglstar: -inf < -27.622 < inf | logz: -43.233 +/- 0.382 | dlogz: 20.254 > 0.109
iter: 1394 | bound: 12 | nc: 39 | ncall: 44296 | eff(%): 3.147 | loglstar: -inf < -27.515 < inf | logz: -43.175 +/- 0.382 | dlogz: 20.186 > 0.109
iter: 1395 | bound: 12 | nc: 39 | ncall: 44335 | eff(%): 3.146 | loglstar: -inf < -27.412 < inf | logz: -43.114 +/- 0.382 | dlogz: 20.118 > 0.109
iter: 1396 | bound: 12 | nc: 39 | ncall: 44374 | eff(%): 3.146 | loglstar: -inf < -27.339 < inf | logz: -43.053 +/- 0.382 | dlogz: 20.048 > 0.109
iter: 1397 | bound: 12 | nc: 39 | ncall: 44413 | eff(%): 3.145 | loglstar: -inf < -27.266 < inf | logz: -42.991 +/- 0.382 | dlogz: 19.976 > 0.109
iter: 1398 | bound: 12 | nc: 39 | ncall: 44452 | eff(%): 3.145 | loglstar: -inf < -27.189 < inf | logz: -42.930 +/- 0.382 | dlogz: 19.905 > 0.109
iter: 1399 | bound: 12 | nc: 39 | ncall: 44491 | eff(%): 3.144 | loglstar: -inf < -26.697 < inf | logz: -42.852 +/- 0.382 | dlogz: 19.833 > 0.109
iter: 1400 | bound: 12 | nc: 39 | ncall: 44530 | eff(%): 3.144 | loglstar: -inf < -26.666 < inf | logz: -42.762 +/- 0.383 | dlogz: 19.745 > 0.109
iter: 1401 | bound: 12 | nc: 39 | ncall: 44569 | eff(%): 3.143 | loglstar: -inf < -26.526 < inf | logz: -42.674 +/- 0.383 | dlogz: 19.646 > 0.109
iter: 1402 | bound: 12 | nc: 39 | ncall: 44608 | eff(%): 3.143 | loglstar: -inf < -26.485 < inf | logz: -42.586 +/- 0.384 | dlogz: 19.547 > 0.109
iter: 1403 | bound: 12 | nc: 39 | ncall: 44647 | eff(%): 3.142 | loglstar: -inf < -26.458 < inf | logz: -42.503 +/- 0.384 | dlogz: 19.449 > 0.109
iter: 1404 | bound: 12 | nc: 39 | ncall: 44686 | eff(%): 3.142 | loglstar: -inf < -26.402 < inf | logz: -42.425 +/- 0.384 | dlogz: 19.357 > 0.109
iter: 1405 | bound: 12 | nc: 39 | ncall: 44725 | eff(%): 3.141 | loglstar: -inf < -26.275 < inf | logz: -42.346 +/- 0.384 | dlogz: 19.268 > 0.109
iter: 1406 | bound: 12 | nc: 39 | ncall: 44764 | eff(%): 3.141 | loglstar: -inf < -26.275 < inf | logz: -42.269 +/- 0.385 | dlogz: 19.179 > 0.109
iter: 1407 | bound: 12 | nc: 39 | ncall: 44803 | eff(%): 3.140 | loglstar: -inf < -26.196 < inf | logz: -42.195 +/- 0.385 | dlogz: 19.093 > 0.109
iter: 1408 | bound: 12 | nc: 39 | ncall: 44842 | eff(%): 3.140 | loglstar: -inf < -26.192 < inf | logz: -42.125 +/- 0.385 | dlogz: 19.009 > 0.109
iter: 1409 | bound: 12 | nc: 39 | ncall: 44881 | eff(%): 3.139 | loglstar: -inf < -26.163 < inf | logz: -42.059 +/- 0.385 | dlogz: 18.929 > 0.109
iter: 1410 | bound: 12 | nc: 39 | ncall: 44920 | eff(%): 3.139 | loglstar: -inf < -26.112 < inf | logz: -41.995 +/- 0.385 | dlogz: 18.852 > 0.109
iter: 1411 | bound: 12 | nc: 39 | ncall: 44959 | eff(%): 3.138 | loglstar: -inf < -26.051 < inf | logz: -41.932 +/- 0.385 | dlogz: 18.778 > 0.109
iter: 1412 | bound: 12 | nc: 39 | ncall: 44998 | eff(%): 3.138 | loglstar: -inf < -26.026 < inf | logz: -41.870 +/- 0.385 | dlogz: 18.706 > 0.109
iter: 1413 | bound: 12 | nc: 39 | ncall: 45037 | eff(%): 3.137 | loglstar: -inf < -25.976 < inf | logz: -41.811 +/- 0.385 | dlogz: 18.634 > 0.109
iter: 1414 | bound: 12 | nc: 39 | ncall: 45076 | eff(%): 3.137 | loglstar: -inf < -25.920 < inf | logz: -41.753 +/- 0.385 | dlogz: 18.565 > 0.109
iter: 1415 | bound: 12 | nc: 39 | ncall: 45115 | eff(%): 3.136 | loglstar: -inf < -25.587 < inf | logz: -41.686 +/- 0.385 | dlogz: 18.497 > 0.109
iter: 1416 | bound: 12 | nc: 39 | ncall: 45154 | eff(%): 3.136 | loglstar: -inf < -25.526 < inf | logz: -41.612 +/- 0.385 | dlogz: 18.421 > 0.109
iter: 1417 | bound: 12 | nc: 39 | ncall: 45193 | eff(%): 3.135 | loglstar: -inf < -25.381 < inf | logz: -41.537 +/- 0.385 | dlogz: 18.337 > 0.109
iter: 1418 | bound: 12 | nc: 39 | ncall: 45232 | eff(%): 3.135 | loglstar: -inf < -25.303 < inf | logz: -41.460 +/- 0.385 | dlogz: 18.251 > 0.109
iter: 1419 | bound: 12 | nc: 39 | ncall: 45271 | eff(%): 3.134 | loglstar: -inf < -25.235 < inf | logz: -41.383 +/- 0.386 | dlogz: 18.749 > 0.109
iter: 1420 | bound: 12 | nc: 39 | ncall: 45310 | eff(%): 3.134 | loglstar: -inf < -25.175 < inf | logz: -41.309 +/- 0.386 | dlogz: 18.662 > 0.109
iter: 1421 | bound: 12 | nc: 39 | ncall: 45349 | eff(%): 3.133 | loglstar: -inf < -25.173 < inf | logz: -41.238 +/- 0.386 | dlogz: 18.578 > 0.109
iter: 1422 | bound: 12 | nc: 39 | ncall: 45388 | eff(%): 3.133 | loglstar: -inf < -25.124 < inf | logz: -41.171 +/- 0.386 | dlogz: 18.497 > 0.109
iter: 1423 | bound: 12 | nc: 39 | ncall: 45427 | eff(%): 3.132 | loglstar: -inf < -25.092 < inf | logz: -41.106 +/- 0.386 | dlogz: 18.420 > 0.109
iter: 1424 | bound: 12 | nc: 39 | ncall: 45466 | eff(%): 3.132 | loglstar: -inf < -24.942 < inf | logz: -41.040 +/- 0.386 | dlogz: 18.345 > 0.109
iter: 1425 | bound: 12 | nc: 39 | ncall: 45505 | eff(%): 3.132 | loglstar: -inf < -24.878 < inf | logz: -40.972 +/- 0.386 | dlogz: 18.269 > 0.109
iter: 1426 | bound: 12 | nc: 39 | ncall: 45544 | eff(%): 3.131 | loglstar: -inf < -24.829 < inf | logz: -40.906 +/- 0.386 | dlogz: 18.192 > 0.109
iter: 1427 | bound: 12 | nc: 39 | ncall: 45583 | eff(%): 3.131 | loglstar: -inf < -24.781 < inf | logz: -40.841 +/- 0.386 | dlogz: 18.115 > 0.109
iter: 1428 | bound: 12 | nc: 39 | ncall: 45622 | eff(%): 3.130 | loglstar: -inf < -24.759 < inf | logz: -40.779 +/- 0.386 | dlogz: 18.040 > 0.109
iter: 1429 | bound: 12 | nc: 39 | ncall: 45661 | eff(%): 3.130 | loglstar: -inf < -24.720 < inf | logz: -40.719 +/- 0.386 | dlogz: 17.968 > 0.109
iter: 1430 | bound: 12 | nc: 39 | ncall: 45700 | eff(%): 3.129 | loglstar: -inf < -24.648 < inf | logz: -40.660 +/- 0.386 | dlogz: 17.899 > 0.109
iter: 1431 | bound: 12 | nc: 39 | ncall: 45739 | eff(%): 3.129 | loglstar: -inf < -24.618 < inf | logz: -40.602 +/- 0.386 | dlogz: 17.830 > 0.109
iter: 1432 | bound: 12 | nc: 39 | ncall: 45778 | eff(%): 3.128 | loglstar: -inf < -24.592 < inf | logz: -40.546 +/- 0.386 | dlogz: 17.762 > 0.109
iter: 1433 | bound: 13 | nc: 39 | ncall: 45817 | eff(%): 3.128 | loglstar: -inf < -24.577 < inf | logz: -40.493 +/- 0.386 | dlogz: 17.696 > 0.109
iter: 1434 | bound: 13 | nc: 39 | ncall: 45856 | eff(%): 3.127 | loglstar: -inf < -24.446 < inf | logz: -40.439 +/- 0.386 | dlogz: 17.633 > 0.109
iter: 1435 | bound: 13 | nc: 39 | ncall: 45895 | eff(%): 3.127 | loglstar: -inf < -24.442 < inf | logz: -40.385 +/- 0.386 | dlogz: 17.569 > 0.109
iter: 1436 | bound: 13 | nc: 39 | ncall: 45934 | eff(%): 3.126 | loglstar: -inf < -24.432 < inf | logz: -40.334 +/- 0.386 | dlogz: 17.505 > 0.109
iter: 1437 | bound: 13 | nc: 39 | ncall: 45973 | eff(%): 3.126 | loglstar: -inf < -24.430 < inf | logz: -40.286 +/- 0.386 | dlogz: 17.444 > 0.109
iter: 1438 | bound: 13 | nc: 39 | ncall: 46012 | eff(%): 3.125 | loglstar: -inf < -24.382 < inf | logz: -40.239 +/- 0.386 | dlogz: 17.385 > 0.109
iter: 1439 | bound: 13 | nc: 39 | ncall: 46051 | eff(%): 3.125 | loglstar: -inf < -24.368 < inf | logz: -40.193 +/- 0.386 | dlogz: 17.329 > 0.109
iter: 1440 | bound: 13 | nc: 39 | ncall: 46090 | eff(%): 3.124 | loglstar: -inf < -24.358 < inf | logz: -40.149 +/- 0.386 | dlogz: 17.273 > 0.109
iter: 1441 | bound: 13 | nc: 39 | ncall: 46129 | eff(%): 3.124 | loglstar: -inf < -24.268 < inf | logz: -40.105 +/- 0.386 | dlogz: 17.219 > 0.109
iter: 1442 | bound: 13 | nc: 39 | ncall: 46168 | eff(%): 3.123 | loglstar: -inf < -24.236 < inf | logz: -40.062 +/- 0.386 | dlogz: 17.166 > 0.109
iter: 1443 | bound: 13 | nc: 39 | ncall: 46207 | eff(%): 3.123 | loglstar: -inf < -24.227 < inf | logz: -40.019 +/- 0.386 | dlogz: 17.112 > 0.109
iter: 1444 | bound: 13 | nc: 39 | ncall: 46246 | eff(%): 3.122 | loglstar: -inf < -24.109 < inf | logz: -39.976 +/- 0.385 | dlogz: 17.059 > 0.109
iter: 1445 | bound: 13 | nc: 39 | ncall: 46285 | eff(%): 3.122 | loglstar: -inf < -23.723 < inf | logz: -39.923 +/- 0.386 | dlogz: 17.006 > 0.109
iter: 1446 | bound: 13 | nc: 39 | ncall: 46324 | eff(%): 3.121 | loglstar: -inf < -23.675 < inf | logz: -39.862 +/- 0.386 | dlogz: 16.943 > 0.109
iter: 1447 | bound: 13 | nc: 39 | ncall: 46363 | eff(%): 3.121 | loglstar: -inf < -23.502 < inf | logz: -39.799 +/- 0.386 | dlogz: 16.872 > 0.109
iter: 1448 | bound: 13 | nc: 39 | ncall: 46402 | eff(%): 3.121 | loglstar: -inf < -23.488 < inf | logz: -39.734 +/- 0.386 | dlogz: 16.799 > 0.109
iter: 1449 | bound: 13 | nc: 39 | ncall: 46441 | eff(%): 3.120 | loglstar: -inf < -23.372 < inf | logz: -39.671 +/- 0.386 | dlogz: 16.725 > 0.109
iter: 1450 | bound: 13 | nc: 39 | ncall: 46480 | eff(%): 3.120 | loglstar: -inf < -23.261 < inf | logz: -39.604 +/- 0.387 | dlogz: 16.651 > 0.109
iter: 1451 | bound: 13 | nc: 39 | ncall: 46519 | eff(%): 3.119 | loglstar: -inf < -23.236 < inf | logz: -39.539 +/- 0.387 | dlogz: 16.575 > 0.109
iter: 1452 | bound: 13 | nc: 39 | ncall: 46558 | eff(%): 3.119 | loglstar: -inf < -23.228 < inf | logz: -39.477 +/- 0.387 | dlogz: 16.499 > 0.109
iter: 1453 | bound: 13 | nc: 39 | ncall: 46597 | eff(%): 3.118 | loglstar: -inf < -23.205 < inf | logz: -39.418 +/- 0.387 | dlogz: 16.427 > 0.109
iter: 1454 | bound: 13 | nc: 39 | ncall: 46636 | eff(%): 3.118 | loglstar: -inf < -23.113 < inf | logz: -39.360 +/- 0.387 | dlogz: 16.359 > 0.109
iter: 1455 | bound: 13 | nc: 39 | ncall: 46675 | eff(%): 3.117 | loglstar: -inf < -22.963 < inf | logz: -39.298 +/- 0.387 | dlogz: 16.290 > 0.109
iter: 1456 | bound: 13 | nc: 39 | ncall: 46714 | eff(%): 3.117 | loglstar: -inf < -22.908 < inf | logz: -39.235 +/- 0.388 | dlogz: 16.219 > 0.109
iter: 1457 | bound: 13 | nc: 39 | ncall: 46753 | eff(%): 3.116 | loglstar: -inf < -22.882 < inf | logz: -39.174 +/- 0.388 | dlogz: 16.146 > 0.109
iter: 1458 | bound: 13 | nc: 39 | ncall: 46792 | eff(%): 3.116 | loglstar: -inf < -22.690 < inf | logz: -39.111 +/- 0.388 | dlogz: 16.075 > 0.109
iter: 1459 | bound: 13 | nc: 39 | ncall: 46831 | eff(%): 3.115 | loglstar: -inf < -22.684 < inf | logz: -39.046 +/- 0.388 | dlogz: 16.002 > 0.109
iter: 1460 | bound: 13 | nc: 39 | ncall: 46870 | eff(%): 3.115 | loglstar: -inf < -22.596 < inf | logz: -38.982 +/- 0.388 | dlogz: 15.927 > 0.109
iter: 1461 | bound: 13 | nc: 39 | ncall: 46909 | eff(%): 3.115 | loglstar: -inf < -22.549 < inf | logz: -38.919 +/- 0.389 | dlogz: 15.853 > 0.109
iter: 1462 | bound: 13 | nc: 39 | ncall: 46948 | eff(%): 3.114 | loglstar: -inf < -22.431 < inf | logz: -38.856 +/- 0.389 | dlogz: 15.781 > 0.109
iter: 1463 | bound: 13 | nc: 39 | ncall: 46987 | eff(%): 3.114 | loglstar: -inf < -22.386 < inf | logz: -38.792 +/- 0.389 | dlogz: 15.707 > 0.109
iter: 1464 | bound: 13 | nc: 39 | ncall: 47026 | eff(%): 3.113 | loglstar: -inf < -22.378 < inf | logz: -38.731 +/- 0.389 | dlogz: 15.633 > 0.109
iter: 1465 | bound: 13 | nc: 39 | ncall: 47065 | eff(%): 3.113 | loglstar: -inf < -22.255 < inf | logz: -38.670 +/- 0.389 | dlogz: 15.562 > 0.109
iter: 1466 | bound: 13 | nc: 39 | ncall: 47104 | eff(%): 3.112 | loglstar: -inf < -22.189 < inf | logz: -38.608 +/- 0.389 | dlogz: 20.189 > 0.109
iter: 1467 | bound: 13 | nc: 39 | ncall: 47143 | eff(%): 3.112 | loglstar: -inf < -22.188 < inf | logz: -38.548 +/- 0.389 | dlogz: 20.116 > 0.109
iter: 1468 | bound: 13 | nc: 39 | ncall: 47182 | eff(%): 3.111 | loglstar: -inf < -22.151 < inf | logz: -38.491 +/- 0.389 | dlogz: 20.047 > 0.109
iter: 1469 | bound: 13 | nc: 39 | ncall: 47221 | eff(%): 3.111 | loglstar: -inf < -22.106 < inf | logz: -38.435 +/- 0.389 | dlogz: 19.980 > 0.109
iter: 1470 | bound: 13 | nc: 39 | ncall: 47260 | eff(%): 3.110 | loglstar: -inf < -22.067 < inf | logz: -38.381 +/- 0.390 | dlogz: 19.914 > 0.109
iter: 1471 | bound: 13 | nc: 39 | ncall: 47299 | eff(%): 3.110 | loglstar: -inf < -21.958 < inf | logz: -38.326 +/- 0.390 | dlogz: 19.850 > 0.109
iter: 1472 | bound: 13 | nc: 39 | ncall: 47338 | eff(%): 3.110 | loglstar: -inf < -21.864 < inf | logz: -38.269 +/- 0.390 | dlogz: 19.785 > 0.109
iter: 1473 | bound: 13 | nc: 39 | ncall: 47377 | eff(%): 3.109 | loglstar: -inf < -21.799 < inf | logz: -38.212 +/- 0.390 | dlogz: 19.718 > 0.109
iter: 1474 | bound: 13 | nc: 39 | ncall: 47416 | eff(%): 3.109 | loglstar: -inf < -21.688 < inf | logz: -38.153 +/- 0.390 | dlogz: 19.651 > 0.109
iter: 1475 | bound: 13 | nc: 39 | ncall: 47455 | eff(%): 3.108 | loglstar: -inf < -21.619 < inf | logz: -38.093 +/- 0.390 | dlogz: 19.582 > 0.109
iter: 1476 | bound: 13 | nc: 39 | ncall: 47494 | eff(%): 3.108 | loglstar: -inf < -21.549 < inf | logz: -38.033 +/- 0.390 | dlogz: 19.512 > 0.109
iter: 1477 | bound: 13 | nc: 39 | ncall: 47533 | eff(%): 3.107 | loglstar: -inf < -21.338 < inf | logz: -37.969 +/- 0.390 | dlogz: 19.442 > 0.109
iter: 1478 | bound: 13 | nc: 39 | ncall: 47572 | eff(%): 3.107 | loglstar: -inf < -21.322 < inf | logz: -37.902 +/- 0.391 | dlogz: 19.368 > 0.109
iter: 1479 | bound: 13 | nc: 39 | ncall: 47611 | eff(%): 3.106 | loglstar: -inf < -21.321 < inf | logz: -37.840 +/- 0.391 | dlogz: 19.291 > 0.109
iter: 1480 | bound: 13 | nc: 39 | ncall: 47650 | eff(%): 3.106 | loglstar: -inf < -21.307 < inf | logz: -37.781 +/- 0.391 | dlogz: 19.219 > 0.109
iter: 1481 | bound: 13 | nc: 39 | ncall: 47689 | eff(%): 3.106 | loglstar: -inf < -21.303 < inf | logz: -37.726 +/- 0.391 | dlogz: 19.150 > 0.109
iter: 1482 | bound: 13 | nc: 39 | ncall: 47728 | eff(%): 3.105 | loglstar: -inf < -21.207 < inf | logz: -37.671 +/- 0.391 | dlogz: 19.085 > 0.109
iter: 1483 | bound: 13 | nc: 39 | ncall: 47767 | eff(%): 3.105 | loglstar: -inf < -21.144 < inf | logz: -37.616 +/- 0.391 | dlogz: 19.021 > 0.109
iter: 1484 | bound: 13 | nc: 39 | ncall: 47806 | eff(%): 3.104 | loglstar: -inf < -21.082 < inf | logz: -37.561 +/- 0.391 | dlogz: 18.955 > 0.109
iter: 1485 | bound: 13 | nc: 39 | ncall: 47845 | eff(%): 3.104 | loglstar: -inf < -20.960 < inf | logz: -37.504 +/- 0.391 | dlogz: 18.890 > 0.109
iter: 1486 | bound: 13 | nc: 39 | ncall: 47884 | eff(%): 3.103 | loglstar: -inf < -20.958 < inf | logz: -37.448 +/- 0.391 | dlogz: 18.824 > 0.109
iter: 1487 | bound: 13 | nc: 39 | ncall: 47923 | eff(%): 3.103 | loglstar: -inf < -20.886 < inf | logz: -37.393 +/- 0.391 | dlogz: 18.757 > 0.109
iter: 1488 | bound: 13 | nc: 39 | ncall: 47962 | eff(%): 3.102 | loglstar: -inf < -20.605 < inf | logz: -37.331 +/- 0.392 | dlogz: 18.693 > 0.109
iter: 1489 | bound: 13 | nc: 39 | ncall: 48001 | eff(%): 3.102 | loglstar: -inf < -20.583 < inf | logz: -37.266 +/- 0.392 | dlogz: 18.621 > 0.109
iter: 1490 | bound: 13 | nc: 39 | ncall: 48040 | eff(%): 3.102 | loglstar: -inf < -20.496 < inf | logz: -37.201 +/- 0.392 | dlogz: 18.545 > 0.109
iter: 1491 | bound: 13 | nc: 39 | ncall: 48079 | eff(%): 3.101 | loglstar: -inf < -20.440 < inf | logz: -37.137 +/- 0.392 | dlogz: 18.471 > 0.109
iter: 1492 | bound: 13 | nc: 39 | ncall: 48118 | eff(%): 3.101 | loglstar: -inf < -20.426 < inf | logz: -37.075 +/- 0.392 | dlogz: 18.396 > 0.109
iter: 1493 | bound: 13 | nc: 39 | ncall: 48157 | eff(%): 3.100 | loglstar: -inf < -20.421 < inf | logz: -37.016 +/- 0.392 | dlogz: 18.324 > 0.109
iter: 1494 | bound: 13 | nc: 39 | ncall: 48196 | eff(%): 3.100 | loglstar: -inf < -20.410 < inf | logz: -36.961 +/- 0.392 | dlogz: 18.256 > 0.109
iter: 1495 | bound: 13 | nc: 39 | ncall: 48235 | eff(%): 3.099 | loglstar: -inf < -20.235 < inf | logz: -36.905 +/- 0.393 | dlogz: 18.191 > 0.109
iter: 1496 | bound: 13 | nc: 39 | ncall: 48274 | eff(%): 3.099 | loglstar: -inf < -20.234 < inf | logz: -36.847 +/- 0.393 | dlogz: 18.125 > 0.109
iter: 1497 | bound: 13 | nc: 39 | ncall: 48313 | eff(%): 3.099 | loglstar: -inf < -20.233 < inf | logz: -36.793 +/- 0.393 | dlogz: 18.057 > 0.109
iter: 1498 | bound: 13 | nc: 39 | ncall: 48352 | eff(%): 3.098 | loglstar: -inf < -20.203 < inf | logz: -36.741 +/- 0.393 | dlogz: 17.993 > 0.109
iter: 1499 | bound: 13 | nc: 39 | ncall: 48391 | eff(%): 3.098 | loglstar: -inf < -20.180 < inf | logz: -36.691 +/- 0.393 | dlogz: 17.931 > 0.109
iter: 1500 | bound: 13 | nc: 39 | ncall: 48430 | eff(%): 3.097 | loglstar: -inf < -20.095 < inf | logz: -36.642 +/- 0.393 | dlogz: 17.872 > 0.109
iter: 1501 | bound: 13 | nc: 39 | ncall: 48469 | eff(%): 3.097 | loglstar: -inf < -20.049 < inf | logz: -36.592 +/- 0.393 | dlogz: 17.812 > 0.109
iter: 1502 | bound: 13 | nc: 39 | ncall: 48508 | eff(%): 3.096 | loglstar: -inf < -19.996 < inf | logz: -36.542 +/- 0.393 | dlogz: 17.752 > 0.109
iter: 1503 | bound: 13 | nc: 39 | ncall: 48547 | eff(%): 3.096 | loglstar: -inf < -19.979 < inf | logz: -36.494 +/- 0.393 | dlogz: 17.693 > 0.109
iter: 1504 | bound: 13 | nc: 39 | ncall: 48586 | eff(%): 3.096 | loglstar: -inf < -19.930 < inf | logz: -36.447 +/- 0.393 | dlogz: 17.635 > 0.109
iter: 1505 | bound: 13 | nc: 39 | ncall: 48625 | eff(%): 3.095 | loglstar: -inf < -19.868 < inf | logz: -36.400 +/- 0.393 | dlogz: 17.578 > 0.109
iter: 1506 | bound: 13 | nc: 39 | ncall: 48664 | eff(%): 3.095 | loglstar: -inf < -19.842 < inf | logz: -36.354 +/- 0.393 | dlogz: 17.521 > 0.109
iter: 1507 | bound: 13 | nc: 39 | ncall: 48703 | eff(%): 3.094 | loglstar: -inf < -19.760 < inf | logz: -36.307 +/- 0.393 | dlogz: 17.464 > 0.109
iter: 1508 | bound: 13 | nc: 39 | ncall: 48742 | eff(%): 3.094 | loglstar: -inf < -19.667 < inf | logz: -36.260 +/- 0.393 | dlogz: 17.408 > 0.109
iter: 1509 | bound: 13 | nc: 39 | ncall: 48781 | eff(%): 3.093 | loglstar: -inf < -19.596 < inf | logz: -36.211 +/- 0.393 | dlogz: 17.350 > 0.109
iter: 1510 | bound: 13 | nc: 39 | ncall: 48820 | eff(%): 3.093 | loglstar: -inf < -19.564 < inf | logz: -36.162 +/- 0.393 | dlogz: 17.292 > 0.109
iter: 1511 | bound: 13 | nc: 39 | ncall: 48859 | eff(%): 3.093 | loglstar: -inf < -19.468 < inf | logz: -36.114 +/- 0.393 | dlogz: 17.233 > 0.109
iter: 1512 | bound: 13 | nc: 39 | ncall: 48898 | eff(%): 3.092 | loglstar: -inf < -19.390 < inf | logz: -36.063 +/- 0.393 | dlogz: 17.174 > 0.109
iter: 1513 | bound: 13 | nc: 39 | ncall: 48937 | eff(%): 3.092 | loglstar: -inf < -19.242 < inf | logz: -36.010 +/- 0.393 | dlogz: 17.114 > 0.109
iter: 1514 | bound: 13 | nc: 39 | ncall: 48976 | eff(%): 3.091 | loglstar: -inf < -19.203 < inf | logz: -35.956 +/- 0.393 | dlogz: 17.051 > 0.109
iter: 1515 | bound: 13 | nc: 39 | ncall: 49015 | eff(%): 3.091 | loglstar: -inf < -19.145 < inf | logz: -35.903 +/- 0.393 | dlogz: 16.987 > 0.109
iter: 1516 | bound: 13 | nc: 39 | ncall: 49054 | eff(%): 3.090 | loglstar: -inf < -19.102 < inf | logz: -35.850 +/- 0.394 | dlogz: 16.924 > 0.109
iter: 1517 | bound: 13 | nc: 39 | ncall: 49093 | eff(%): 3.090 | loglstar: -inf < -18.997 < inf | logz: -35.796 +/- 0.394 | dlogz: 16.861 > 0.109
iter: 1518 | bound: 14 | nc: 39 | ncall: 49132 | eff(%): 3.090 | loglstar: -inf < -18.967 < inf | logz: -35.742 +/- 0.394 | dlogz: 16.797 > 0.109
iter: 1519 | bound: 14 | nc: 39 | ncall: 49171 | eff(%): 3.089 | loglstar: -inf < -18.966 < inf | logz: -35.691 +/- 0.394 | dlogz: 16.734 > 0.109
iter: 1520 | bound: 14 | nc: 39 | ncall: 49210 | eff(%): 3.089 | loglstar: -inf < -18.937 < inf | logz: -35.642 +/- 0.394 | dlogz: 16.673 > 0.109
iter: 1521 | bound: 14 | nc: 39 | ncall: 49249 | eff(%): 3.088 | loglstar: -inf < -18.896 < inf | logz: -35.595 +/- 0.394 | dlogz: 16.614 > 0.109
iter: 1522 | bound: 14 | nc: 39 | ncall: 49288 | eff(%): 3.088 | loglstar: -inf < -18.853 < inf | logz: -35.547 +/- 0.394 | dlogz: 16.556 > 0.109
iter: 1523 | bound: 14 | nc: 39 | ncall: 49327 | eff(%): 3.088 | loglstar: -inf < -18.826 < inf | logz: -35.501 +/- 0.394 | dlogz: 16.499 > 0.109
iter: 1524 | bound: 14 | nc: 39 | ncall: 49366 | eff(%): 3.087 | loglstar: -inf < -18.719 < inf | logz: -35.455 +/- 0.394 | dlogz: 16.443 > 0.109
iter: 1525 | bound: 14 | nc: 39 | ncall: 49405 | eff(%): 3.087 | loglstar: -inf < -18.710 < inf | logz: -35.408 +/- 0.394 | dlogz: 16.386 > 0.109
iter: 1526 | bound: 14 | nc: 39 | ncall: 49444 | eff(%): 3.086 | loglstar: -inf < -18.704 < inf | logz: -35.364 +/- 0.394 | dlogz: 16.330 > 0.109
iter: 1527 | bound: 14 | nc: 39 | ncall: 49483 | eff(%): 3.086 | loglstar: -inf < -18.701 < inf | logz: -35.321 +/- 0.394 | dlogz: 16.275 > 0.109
iter: 1528 | bound: 14 | nc: 39 | ncall: 49522 | eff(%): 3.085 | loglstar: -inf < -18.636 < inf | logz: -35.280 +/- 0.394 | dlogz: 16.223 > 0.109
iter: 1529 | bound: 14 | nc: 39 | ncall: 49561 | eff(%): 3.085 | loglstar: -inf < -18.623 < inf | logz: -35.239 +/- 0.394 | dlogz: 16.171 > 0.109
iter: 1530 | bound: 14 | nc: 39 | ncall: 49600 | eff(%): 3.085 | loglstar: -inf < -18.591 < inf | logz: -35.199 +/- 0.394 | dlogz: 16.120 > 0.109
iter: 1531 | bound: 14 | nc: 39 | ncall: 49639 | eff(%): 3.084 | loglstar: -inf < -18.545 < inf | logz: -35.159 +/- 0.394 | dlogz: 16.070 > 0.109
iter: 1532 | bound: 14 | nc: 39 | ncall: 49678 | eff(%): 3.084 | loglstar: -inf < -18.544 < inf | logz: -35.121 +/- 0.394 | dlogz: 16.021 > 0.109
iter: 1533 | bound: 14 | nc: 39 | ncall: 49717 | eff(%): 3.083 | loglstar: -inf < -18.524 < inf | logz: -35.083 +/- 0.394 | dlogz: 15.972 > 0.109
iter: 1534 | bound: 14 | nc: 39 | ncall: 49756 | eff(%): 3.083 | loglstar: -inf < -18.490 < inf | logz: -35.047 +/- 0.394 | dlogz: 15.925 > 0.109
iter: 1535 | bound: 14 | nc: 39 | ncall: 49795 | eff(%): 3.083 | loglstar: -inf < -18.475 < inf | logz: -35.011 +/- 0.394 | dlogz: 15.879 > 0.109
iter: 1536 | bound: 14 | nc: 39 | ncall: 49834 | eff(%): 3.082 | loglstar: -inf < -18.408 < inf | logz: -34.976 +/- 0.394 | dlogz: 15.833 > 0.109
iter: 1537 | bound: 14 | nc: 39 | ncall: 49873 | eff(%): 3.082 | loglstar: -inf < -18.335 < inf | logz: -34.940 +/- 0.394 | dlogz: 15.788 > 0.109
iter: 1538 | bound: 14 | nc: 39 | ncall: 49912 | eff(%): 3.081 | loglstar: -inf < -18.331 < inf | logz: -34.903 +/- 0.394 | dlogz: 15.742 > 0.109
iter: 1539 | bound: 14 | nc: 39 | ncall: 49951 | eff(%): 3.081 | loglstar: -inf < -18.255 < inf | logz: -34.868 +/- 0.394 | dlogz: 15.696 > 0.109
iter: 1540 | bound: 14 | nc: 39 | ncall: 49990 | eff(%): 3.081 | loglstar: -inf < -18.225 < inf | logz: -34.832 +/- 0.394 | dlogz: 15.650 > 0.109
iter: 1541 | bound: 14 | nc: 39 | ncall: 50029 | eff(%): 3.080 | loglstar: -inf < -18.192 < inf | logz: -34.796 +/- 0.394 | dlogz: 15.604 > 0.109
iter: 1542 | bound: 14 | nc: 39 | ncall: 50068 | eff(%): 3.080 | loglstar: -inf < -18.152 < inf | logz: -34.761 +/- 0.394 | dlogz: 15.558 > 0.109
iter: 1543 | bound: 14 | nc: 39 | ncall: 50107 | eff(%): 3.079 | loglstar: -inf < -18.141 < inf | logz: -34.726 +/- 0.394 | dlogz: 15.513 > 0.109
iter: 1544 | bound: 14 | nc: 39 | ncall: 50146 | eff(%): 3.079 | loglstar: -inf < -18.119 < inf | logz: -34.692 +/- 0.394 | dlogz: 15.469 > 0.109
iter: 1545 | bound: 14 | nc: 39 | ncall: 50185 | eff(%): 3.079 | loglstar: -inf < -18.097 < inf | logz: -34.660 +/- 0.394 | dlogz: 15.425 > 0.109
iter: 1546 | bound: 14 | nc: 39 | ncall: 50224 | eff(%): 3.078 | loglstar: -inf < -18.075 < inf | logz: -34.627 +/- 0.394 | dlogz: 15.382 > 0.109
iter: 1547 | bound: 14 | nc: 39 | ncall: 50263 | eff(%): 3.078 | loglstar: -inf < -18.007 < inf | logz: -34.595 +/- 0.394 | dlogz: 15.340 > 0.109
iter: 1548 | bound: 14 | nc: 39 | ncall: 50302 | eff(%): 3.077 | loglstar: -inf < -17.983 < inf | logz: -34.562 +/- 0.394 | dlogz: 15.298 > 0.109
iter: 1549 | bound: 14 | nc: 39 | ncall: 50341 | eff(%): 3.077 | loglstar: -inf < -17.967 < inf | logz: -34.531 +/- 0.394 | dlogz: 15.255 > 0.109
iter: 1550 | bound: 14 | nc: 39 | ncall: 50380 | eff(%): 3.077 | loglstar: -inf < -17.955 < inf | logz: -34.500 +/- 0.394 | dlogz: 15.213 > 0.109
iter: 1551 | bound: 14 | nc: 39 | ncall: 50419 | eff(%): 3.076 | loglstar: -inf < -17.951 < inf | logz: -34.470 +/- 0.394 | dlogz: 15.172 > 0.109
iter: 1552 | bound: 14 | nc: 39 | ncall: 50458 | eff(%): 3.076 | loglstar: -inf < -17.822 < inf | logz: -34.439 +/- 0.394 | dlogz: 15.133 > 0.109
iter: 1553 | bound: 14 | nc: 39 | ncall: 50497 | eff(%): 3.075 | loglstar: -inf < -17.738 < inf | logz: -34.406 +/- 0.394 | dlogz: 15.092 > 0.109
iter: 1554 | bound: 14 | nc: 39 | ncall: 50536 | eff(%): 3.075 | loglstar: -inf < -17.726 < inf | logz: -34.373 +/- 0.394 | dlogz: 15.049 > 0.109
iter: 1555 | bound: 15 | nc: 39 | ncall: 50575 | eff(%): 3.075 | loglstar: -inf < -17.649 < inf | logz: -34.340 +/- 0.394 | dlogz: 15.006 > 0.109
iter: 1556 | bound: 15 | nc: 39 | ncall: 50614 | eff(%): 3.074 | loglstar: -inf < -17.578 < inf | logz: -34.306 +/- 0.394 | dlogz: 14.963 > 0.109
iter: 1557 | bound: 15 | nc: 39 | ncall: 50653 | eff(%): 3.074 | loglstar: -inf < -17.481 < inf | logz: -34.271 +/- 0.394 | dlogz: 14.919 > 0.109
iter: 1558 | bound: 15 | nc: 39 | ncall: 50692 | eff(%): 3.073 | loglstar: -inf < -17.387 < inf | logz: -34.233 +/- 0.394 | dlogz: 14.874 > 0.109
iter: 1559 | bound: 15 | nc: 39 | ncall: 50731 | eff(%): 3.073 | loglstar: -inf < -17.350 < inf | logz: -34.196 +/- 0.394 | dlogz: 14.827 > 0.109
iter: 1560 | bound: 15 | nc: 39 | ncall: 50770 | eff(%): 3.073 | loglstar: -inf < -17.321 < inf | logz: -34.158 +/- 0.394 | dlogz: 14.779 > 0.109
iter: 1561 | bound: 15 | nc: 39 | ncall: 50809 | eff(%): 3.072 | loglstar: -inf < -17.289 < inf | logz: -34.122 +/- 0.394 | dlogz: 14.732 > 0.109
iter: 1562 | bound: 15 | nc: 39 | ncall: 50848 | eff(%): 3.072 | loglstar: -inf < -17.273 < inf | logz: -34.086 +/- 0.394 | dlogz: 14.685 > 0.109
iter: 1563 | bound: 15 | nc: 39 | ncall: 50887 | eff(%): 3.072 | loglstar: -inf < -17.248 < inf | logz: -34.051 +/- 0.395 | dlogz: 14.639 > 0.109
iter: 1564 | bound: 15 | nc: 39 | ncall: 50926 | eff(%): 3.071 | loglstar: -inf < -17.220 < inf | logz: -34.016 +/- 0.395 | dlogz: 14.594 > 0.109
iter: 1565 | bound: 15 | nc: 39 | ncall: 50965 | eff(%): 3.071 | loglstar: -inf < -17.117 < inf | logz: -33.981 +/- 0.395 | dlogz: 14.550 > 0.109
iter: 1566 | bound: 15 | nc: 39 | ncall: 51004 | eff(%): 3.070 | loglstar: -inf < -17.028 < inf | logz: -33.944 +/- 0.395 | dlogz: 14.505 > 0.109
iter: 1567 | bound: 15 | nc: 39 | ncall: 51043 | eff(%): 3.070 | loglstar: -inf < -17.008 < inf | logz: -33.907 +/- 0.395 | dlogz: 14.458 > 0.109
iter: 1568 | bound: 15 | nc: 39 | ncall: 51082 | eff(%): 3.070 | loglstar: -inf < -17.008 < inf | logz: -33.871 +/- 0.395 | dlogz: 14.411 > 0.109
iter: 1569 | bound: 15 | nc: 39 | ncall: 51121 | eff(%): 3.069 | loglstar: -inf < -16.988 < inf | logz: -33.837 +/- 0.395 | dlogz: 14.365 > 0.109
iter: 1570 | bound: 15 | nc: 39 | ncall: 51160 | eff(%): 3.069 | loglstar: -inf < -16.912 < inf | logz: -33.802 +/- 0.395 | dlogz: 14.320 > 0.109
iter: 1571 | bound: 15 | nc: 39 | ncall: 51199 | eff(%): 3.068 | loglstar: -inf < -16.875 < inf | logz: -33.767 +/- 0.395 | dlogz: 14.276 > 0.109
iter: 1572 | bound: 15 | nc: 39 | ncall: 51238 | eff(%): 3.068 | loglstar: -inf < -16.788 < inf | logz: -33.731 +/- 0.395 | dlogz: 14.231 > 0.109
iter: 1573 | bound: 15 | nc: 39 | ncall: 51277 | eff(%): 3.068 | loglstar: -inf < -16.777 < inf | logz: -33.695 +/- 0.395 | dlogz: 14.185 > 0.109
iter: 1574 | bound: 15 | nc: 39 | ncall: 51316 | eff(%): 3.067 | loglstar: -inf < -16.736 < inf | logz: -33.660 +/- 0.395 | dlogz: 14.139 > 0.109
iter: 1575 | bound: 15 | nc: 39 | ncall: 51355 | eff(%): 3.067 | loglstar: -inf < -16.734 < inf | logz: -33.626 +/- 0.396 | dlogz: 14.094 > 0.109
iter: 1576 | bound: 15 | nc: 39 | ncall: 51394 | eff(%): 3.067 | loglstar: -inf < -16.725 < inf | logz: -33.593 +/- 0.396 | dlogz: 14.050 > 0.109
iter: 1577 | bound: 15 | nc: 39 | ncall: 51433 | eff(%): 3.066 | loglstar: -inf < -16.665 < inf | logz: -33.560 +/- 0.396 | dlogz: 14.007 > 0.109
iter: 1578 | bound: 15 | nc: 39 | ncall: 51472 | eff(%): 3.066 | loglstar: -inf < -16.624 < inf | logz: -33.527 +/- 0.396 | dlogz: 13.964 > 0.109
iter: 1579 | bound: 15 | nc: 39 | ncall: 51511 | eff(%): 3.065 | loglstar: -inf < -16.623 < inf | logz: -33.495 +/- 0.396 | dlogz: 13.921 > 0.109
iter: 1580 | bound: 15 | nc: 39 | ncall: 51550 | eff(%): 3.065 | loglstar: -inf < -16.604 < inf | logz: -33.463 +/- 0.396 | dlogz: 13.879 > 0.109
iter: 1581 | bound: 15 | nc: 39 | ncall: 51589 | eff(%): 3.065 | loglstar: -inf < -16.559 < inf | logz: -33.432 +/- 0.396 | dlogz: 13.838 > 0.109
iter: 1582 | bound: 15 | nc: 39 | ncall: 51628 | eff(%): 3.064 | loglstar: -inf < -16.557 < inf | logz: -33.402 +/- 0.396 | dlogz: 13.797 > 0.109
iter: 1583 | bound: 15 | nc: 39 | ncall: 51667 | eff(%): 3.064 | loglstar: -inf < -16.520 < inf | logz: -33.372 +/- 0.396 | dlogz: 13.756 > 0.109
iter: 1584 | bound: 15 | nc: 39 | ncall: 51706 | eff(%): 3.063 | loglstar: -inf < -16.370 < inf | logz: -33.340 +/- 0.396 | dlogz: 13.716 > 0.109
iter: 1585 | bound: 15 | nc: 39 | ncall: 51745 | eff(%): 3.063 | loglstar: -inf < -16.270 < inf | logz: -33.306 +/- 0.396 | dlogz: 13.675 > 0.109
iter: 1586 | bound: 15 | nc: 39 | ncall: 51784 | eff(%): 3.063 | loglstar: -inf < -16.264 < inf | logz: -33.271 +/- 0.396 | dlogz: 13.631 > 0.109
iter: 1587 | bound: 15 | nc: 39 | ncall: 51823 | eff(%): 3.062 | loglstar: -inf < -16.264 < inf | logz: -33.238 +/- 0.396 | dlogz: 13.586 > 0.109
iter: 1588 | bound: 15 | nc: 39 | ncall: 51862 | eff(%): 3.062 | loglstar: -inf < -16.167 < inf | logz: -33.205 +/- 0.396 | dlogz: 13.543 > 0.109
iter: 1589 | bound: 15 | nc: 39 | ncall: 51901 | eff(%): 3.062 | loglstar: -inf < -16.161 < inf | logz: -33.171 +/- 0.396 | dlogz: 13.500 > 0.109
iter: 1590 | bound: 15 | nc: 39 | ncall: 51940 | eff(%): 3.061 | loglstar: -inf < -16.140 < inf | logz: -33.139 +/- 0.397 | dlogz: 13.456 > 0.109
iter: 1591 | bound: 15 | nc: 39 | ncall: 51979 | eff(%): 3.061 | loglstar: -inf < -16.128 < inf | logz: -33.107 +/- 0.397 | dlogz: 13.414 > 0.109
iter: 1592 | bound: 15 | nc: 39 | ncall: 52018 | eff(%): 3.060 | loglstar: -inf < -16.098 < inf | logz: -33.076 +/- 0.397 | dlogz: 13.372 > 0.109
iter: 1593 | bound: 15 | nc: 39 | ncall: 52057 | eff(%): 3.060 | loglstar: -inf < -16.015 < inf | logz: -33.044 +/- 0.397 | dlogz: 13.331 > 0.109
iter: 1594 | bound: 15 | nc: 39 | ncall: 52096 | eff(%): 3.060 | loglstar: -inf < -15.906 < inf | logz: -33.011 +/- 0.397 | dlogz: 13.289 > 0.109
iter: 1595 | bound: 15 | nc: 39 | ncall: 52135 | eff(%): 3.059 | loglstar: -inf < -15.905 < inf | logz: -32.977 +/- 0.397 | dlogz: 13.246 > 0.109
iter: 1596 | bound: 15 | nc: 39 | ncall: 52174 | eff(%): 3.059 | loglstar: -inf < -15.859 < inf | logz: -32.944 +/- 0.397 | dlogz: 13.202 > 0.109
iter: 1597 | bound: 15 | nc: 39 | ncall: 52213 | eff(%): 3.059 | loglstar: -inf < -15.776 < inf | logz: -32.910 +/- 0.397 | dlogz: 13.159 > 0.109
iter: 1598 | bound: 15 | nc: 39 | ncall: 52252 | eff(%): 3.058 | loglstar: -inf < -15.765 < inf | logz: -32.877 +/- 0.397 | dlogz: 13.116 > 0.109
iter: 1599 | bound: 15 | nc: 39 | ncall: 52291 | eff(%): 3.058 | loglstar: -inf < -15.752 < inf | logz: -32.844 +/- 0.397 | dlogz: 13.072 > 0.109
iter: 1600 | bound: 15 | nc: 39 | ncall: 52330 | eff(%): 3.058 | loglstar: -inf < -15.722 < inf | logz: -32.812 +/- 0.397 | dlogz: 13.029 > 0.109
iter: 1601 | bound: 15 | nc: 39 | ncall: 52369 | eff(%): 3.057 | loglstar: -inf < -15.712 < inf | logz: -32.780 +/- 0.397 | dlogz: 12.987 > 0.109
iter: 1602 | bound: 15 | nc: 39 | ncall: 52408 | eff(%): 3.057 | loglstar: -inf < -15.679 < inf | logz: -32.749 +/- 0.398 | dlogz: 12.946 > 0.109
iter: 1603 | bound: 15 | nc: 39 | ncall: 52447 | eff(%): 3.056 | loglstar: -inf < -15.672 < inf | logz: -32.719 +/- 0.398 | dlogz: 12.905 > 0.109
iter: 1604 | bound: 15 | nc: 39 | ncall: 52486 | eff(%): 3.056 | loglstar: -inf < -15.639 < inf | logz: -32.689 +/- 0.398 | dlogz: 12.865 > 0.109
iter: 1605 | bound: 15 | nc: 39 | ncall: 52525 | eff(%): 3.056 | loglstar: -inf < -15.604 < inf | logz: -32.660 +/- 0.398 | dlogz: 12.825 > 0.109
iter: 1606 | bound: 15 | nc: 39 | ncall: 52564 | eff(%): 3.055 | loglstar: -inf < -15.586 < inf | logz: -32.631 +/- 0.398 | dlogz: 12.786 > 0.109
iter: 1607 | bound: 15 | nc: 39 | ncall: 52603 | eff(%): 3.055 | loglstar: -inf < -15.582 < inf | logz: -32.603 +/- 0.398 | dlogz: 12.747 > 0.109
iter: 1608 | bound: 15 | nc: 39 | ncall: 52642 | eff(%): 3.055 | loglstar: -inf < -15.577 < inf | logz: -32.575 +/- 0.398 | dlogz: 12.708 > 0.109
iter: 1609 | bound: 15 | nc: 39 | ncall: 52681 | eff(%): 3.054 | loglstar: -inf < -15.505 < inf | logz: -32.548 +/- 0.398 | dlogz: 12.671 > 0.109
iter: 1610 | bound: 15 | nc: 39 | ncall: 52720 | eff(%): 3.054 | loglstar: -inf < -15.469 < inf | logz: -32.520 +/- 0.398 | dlogz: 12.634 > 0.109
iter: 1611 | bound: 15 | nc: 39 | ncall: 52759 | eff(%): 3.054 | loglstar: -inf < -15.429 < inf | logz: -32.492 +/- 0.398 | dlogz: 12.596 > 0.109
iter: 1612 | bound: 15 | nc: 39 | ncall: 52798 | eff(%): 3.053 | loglstar: -inf < -15.424 < inf | logz: -32.465 +/- 0.398 | dlogz: 12.558 > 0.109
iter: 1613 | bound: 15 | nc: 39 | ncall: 52837 | eff(%): 3.053 | loglstar: -inf < -15.415 < inf | logz: -32.438 +/- 0.398 | dlogz: 12.521 > 0.109
iter: 1614 | bound: 15 | nc: 39 | ncall: 52876 | eff(%): 3.052 | loglstar: -inf < -15.404 < inf | logz: -32.412 +/- 0.398 | dlogz: 12.484 > 0.109
iter: 1615 | bound: 15 | nc: 39 | ncall: 52915 | eff(%): 3.052 | loglstar: -inf < -15.398 < inf | logz: -32.387 +/- 0.398 | dlogz: 12.448 > 0.109
iter: 1616 | bound: 15 | nc: 39 | ncall: 52954 | eff(%): 3.052 | loglstar: -inf < -15.373 < inf | logz: -32.362 +/- 0.398 | dlogz: 12.413 > 0.109
iter: 1617 | bound: 15 | nc: 39 | ncall: 52993 | eff(%): 3.051 | loglstar: -inf < -15.320 < inf | logz: -32.337 +/- 0.398 | dlogz: 12.378 > 0.109
iter: 1618 | bound: 15 | nc: 39 | ncall: 53032 | eff(%): 3.051 | loglstar: -inf < -15.159 < inf | logz: -32.310 +/- 0.398 | dlogz: 12.343 > 0.109
iter: 1619 | bound: 15 | nc: 39 | ncall: 53071 | eff(%): 3.051 | loglstar: -inf < -15.143 < inf | logz: -32.282 +/- 0.398 | dlogz: 12.307 > 0.109
iter: 1620 | bound: 15 | nc: 39 | ncall: 53110 | eff(%): 3.050 | loglstar: -inf < -15.119 < inf | logz: -32.255 +/- 0.398 | dlogz: 12.269 > 0.109
iter: 1621 | bound: 15 | nc: 39 | ncall: 53149 | eff(%): 3.050 | loglstar: -inf < -15.107 < inf | logz: -32.228 +/- 0.398 | dlogz: 12.231 > 0.109
iter: 1622 | bound: 15 | nc: 39 | ncall: 53188 | eff(%): 3.050 | loglstar: -inf < -15.048 < inf | logz: -32.201 +/- 0.398 | dlogz: 12.194 > 0.109
iter: 1623 | bound: 15 | nc: 39 | ncall: 53227 | eff(%): 3.049 | loglstar: -inf < -15.011 < inf | logz: -32.173 +/- 0.398 | dlogz: 12.157 > 0.109
iter: 1624 | bound: 15 | nc: 39 | ncall: 53266 | eff(%): 3.049 | loglstar: -inf < -14.873 < inf | logz: -32.144 +/- 0.399 | dlogz: 12.120 > 0.109
iter: 1625 | bound: 15 | nc: 39 | ncall: 53305 | eff(%): 3.048 | loglstar: -inf < -14.808 < inf | logz: -32.114 +/- 0.399 | dlogz: 12.081 > 0.109
iter: 1626 | bound: 15 | nc: 39 | ncall: 53344 | eff(%): 3.048 | loglstar: -inf < -14.789 < inf | logz: -32.083 +/- 0.399 | dlogz: 12.040 > 0.109
iter: 1627 | bound: 15 | nc: 39 | ncall: 53383 | eff(%): 3.048 | loglstar: -inf < -14.767 < inf | logz: -32.053 +/- 0.399 | dlogz: 12.000 > 0.109
iter: 1628 | bound: 15 | nc: 39 | ncall: 53422 | eff(%): 3.047 | loglstar: -inf < -14.751 < inf | logz: -32.024 +/- 0.399 | dlogz: 11.960 > 0.109
iter: 1629 | bound: 15 | nc: 39 | ncall: 53461 | eff(%): 3.047 | loglstar: -inf < -14.681 < inf | logz: -31.994 +/- 0.399 | dlogz: 11.921 > 0.109
iter: 1630 | bound: 15 | nc: 39 | ncall: 53500 | eff(%): 3.047 | loglstar: -inf < -14.679 < inf | logz: -31.965 +/- 0.399 | dlogz: 11.881 > 0.109
iter: 1631 | bound: 15 | nc: 39 | ncall: 53539 | eff(%): 3.046 | loglstar: -inf < -14.641 < inf | logz: -31.936 +/- 0.399 | dlogz: 11.842 > 0.109
iter: 1632 | bound: 15 | nc: 39 | ncall: 53578 | eff(%): 3.046 | loglstar: -inf < -14.618 < inf | logz: -31.908 +/- 0.399 | dlogz: 11.803 > 0.109
iter: 1633 | bound: 15 | nc: 39 | ncall: 53617 | eff(%): 3.046 | loglstar: -inf < -14.531 < inf | logz: -31.878 +/- 0.399 | dlogz: 11.764 > 0.109
iter: 1634 | bound: 15 | nc: 39 | ncall: 53656 | eff(%): 3.045 | loglstar: -inf < -14.442 < inf | logz: -31.848 +/- 0.400 | dlogz: 11.725 > 0.109
iter: 1635 | bound: 15 | nc: 39 | ncall: 53695 | eff(%): 3.045 | loglstar: -inf < -14.419 < inf | logz: -31.817 +/- 0.400 | dlogz: 11.685 > 0.109
iter: 1636 | bound: 15 | nc: 39 | ncall: 53734 | eff(%): 3.045 | loglstar: -inf < -14.415 < inf | logz: -31.787 +/- 0.400 | dlogz: 11.644 > 0.109
iter: 1637 | bound: 15 | nc: 39 | ncall: 53773 | eff(%): 3.044 | loglstar: -inf < -14.402 < inf | logz: -31.758 +/- 0.400 | dlogz: 11.604 > 0.109
iter: 1638 | bound: 15 | nc: 39 | ncall: 53812 | eff(%): 3.044 | loglstar: -inf < -14.385 < inf | logz: -31.729 +/- 0.400 | dlogz: 11.565 > 0.109
iter: 1639 | bound: 15 | nc: 39 | ncall: 53851 | eff(%): 3.044 | loglstar: -inf < -14.356 < inf | logz: -31.701 +/- 0.400 | dlogz: 11.526 > 0.109
iter: 1640 | bound: 15 | nc: 39 | ncall: 53890 | eff(%): 3.043 | loglstar: -inf < -14.317 < inf | logz: -31.673 +/- 0.400 | dlogz: 11.488 > 0.109
iter: 1641 | bound: 15 | nc: 39 | ncall: 53929 | eff(%): 3.043 | loglstar: -inf < -14.313 < inf | logz: -31.645 +/- 0.400 | dlogz: 11.450 > 0.109
iter: 1642 | bound: 15 | nc: 39 | ncall: 53968 | eff(%): 3.043 | loglstar: -inf < -14.309 < inf | logz: -31.619 +/- 0.400 | dlogz: 11.413 > 0.109
iter: 1643 | bound: 15 | nc: 39 | ncall: 54007 | eff(%): 3.042 | loglstar: -inf < -14.257 < inf | logz: -31.592 +/- 0.400 | dlogz: 11.376 > 0.109
iter: 1644 | bound: 15 | nc: 39 | ncall: 54046 | eff(%): 3.042 | loglstar: -inf < -14.147 < inf | logz: -31.565 +/- 0.401 | dlogz: 11.340 > 0.109
iter: 1645 | bound: 15 | nc: 39 | ncall: 54085 | eff(%): 3.042 | loglstar: -inf < -14.141 < inf | logz: -31.536 +/- 0.401 | dlogz: 11.302 > 0.109
iter: 1646 | bound: 15 | nc: 39 | ncall: 54124 | eff(%): 3.041 | loglstar: -inf < -14.069 < inf | logz: -31.508 +/- 0.401 | dlogz: 11.264 > 0.109
iter: 1647 | bound: 15 | nc: 39 | ncall: 54163 | eff(%): 3.041 | loglstar: -inf < -14.065 < inf | logz: -31.480 +/- 0.401 | dlogz: 11.226 > 0.109
iter: 1648 | bound: 15 | nc: 39 | ncall: 54202 | eff(%): 3.040 | loglstar: -inf < -14.045 < inf | logz: -31.453 +/- 0.401 | dlogz: 11.188 > 0.109
iter: 1649 | bound: 15 | nc: 39 | ncall: 54241 | eff(%): 3.040 | loglstar: -inf < -14.027 < inf | logz: -31.426 +/- 0.401 | dlogz: 11.150 > 0.109
iter: 1650 | bound: 15 | nc: 39 | ncall: 54280 | eff(%): 3.040 | loglstar: -inf < -13.987 < inf | logz: -31.399 +/- 0.401 | dlogz: 11.113 > 0.109
iter: 1651 | bound: 15 | nc: 39 | ncall: 54319 | eff(%): 3.039 | loglstar: -inf < -13.957 < inf | logz: -31.372 +/- 0.401 | dlogz: 11.077 > 0.109
iter: 1652 | bound: 15 | nc: 39 | ncall: 54358 | eff(%): 3.039 | loglstar: -inf < -13.936 < inf | logz: -31.346 +/- 0.401 | dlogz: 11.040 > 0.109
iter: 1653 | bound: 15 | nc: 39 | ncall: 54397 | eff(%): 3.039 | loglstar: -inf < -13.921 < inf | logz: -31.320 +/- 0.401 | dlogz: 11.004 > 0.109
iter: 1654 | bound: 16 | nc: 39 | ncall: 54436 | eff(%): 3.038 | loglstar: -inf < -13.910 < inf | logz: -31.294 +/- 0.401 | dlogz: 10.968 > 0.109
iter: 1655 | bound: 16 | nc: 39 | ncall: 54475 | eff(%): 3.038 | loglstar: -inf < -13.872 < inf | logz: -31.269 +/- 0.401 | dlogz: 10.932 > 0.109
iter: 1656 | bound: 16 | nc: 39 | ncall: 54514 | eff(%): 3.038 | loglstar: -inf < -13.851 < inf | logz: -31.244 +/- 0.401 | dlogz: 10.897 > 0.109
iter: 1657 | bound: 16 | nc: 39 | ncall: 54553 | eff(%): 3.037 | loglstar: -inf < -13.850 < inf | logz: -31.220 +/- 0.401 | dlogz: 10.862 > 0.109
iter: 1658 | bound: 16 | nc: 39 | ncall: 54592 | eff(%): 3.037 | loglstar: -inf < -13.825 < inf | logz: -31.196 +/- 0.402 | dlogz: 10.828 > 0.109
iter: 1659 | bound: 16 | nc: 39 | ncall: 54631 | eff(%): 3.037 | loglstar: -inf < -13.815 < inf | logz: -31.172 +/- 0.402 | dlogz: 10.794 > 0.109
iter: 1660 | bound: 16 | nc: 39 | ncall: 54670 | eff(%): 3.036 | loglstar: -inf < -13.780 < inf | logz: -31.149 +/- 0.402 | dlogz: 10.761 > 0.109
iter: 1661 | bound: 16 | nc: 39 | ncall: 54709 | eff(%): 3.036 | loglstar: -inf < -13.734 < inf | logz: -31.126 +/- 0.402 | dlogz: 10.728 > 0.109
iter: 1662 | bound: 16 | nc: 39 | ncall: 54748 | eff(%): 3.036 | loglstar: -inf < -13.712 < inf | logz: -31.102 +/- 0.402 | dlogz: 10.694 > 0.109
iter: 1663 | bound: 16 | nc: 39 | ncall: 54787 | eff(%): 3.035 | loglstar: -inf < -13.633 < inf | logz: -31.079 +/- 0.402 | dlogz: 10.661 > 0.109
iter: 1664 | bound: 16 | nc: 39 | ncall: 54826 | eff(%): 3.035 | loglstar: -inf < -13.602 < inf | logz: -31.054 +/- 0.402 | dlogz: 10.627 > 0.109
iter: 1665 | bound: 16 | nc: 39 | ncall: 54865 | eff(%): 3.035 | loglstar: -inf < -13.576 < inf | logz: -31.030 +/- 0.402 | dlogz: 10.593 > 0.109
iter: 1666 | bound: 16 | nc: 39 | ncall: 54904 | eff(%): 3.034 | loglstar: -inf < -13.494 < inf | logz: -31.005 +/- 0.402 | dlogz: 10.559 > 0.109
iter: 1667 | bound: 16 | nc: 39 | ncall: 54943 | eff(%): 3.034 | loglstar: -inf < -13.459 < inf | logz: -30.980 +/- 0.402 | dlogz: 10.524 > 0.109
iter: 1668 | bound: 16 | nc: 39 | ncall: 54982 | eff(%): 3.034 | loglstar: -inf < -13.420 < inf | logz: -30.955 +/- 0.402 | dlogz: 10.489 > 0.109
iter: 1669 | bound: 16 | nc: 39 | ncall: 55021 | eff(%): 3.033 | loglstar: -inf < -13.418 < inf | logz: -30.930 +/- 0.402 | dlogz: 10.453 > 0.109
iter: 1670 | bound: 16 | nc: 39 | ncall: 55060 | eff(%): 3.033 | loglstar: -inf < -13.323 < inf | logz: -30.905 +/- 0.402 | dlogz: 10.419 > 0.109
iter: 1671 | bound: 16 | nc: 39 | ncall: 55099 | eff(%): 3.033 | loglstar: -inf < -13.284 < inf | logz: -30.878 +/- 0.402 | dlogz: 10.383 > 0.109
iter: 1672 | bound: 16 | nc: 39 | ncall: 55138 | eff(%): 3.032 | loglstar: -inf < -13.258 < inf | logz: -30.852 +/- 0.402 | dlogz: 10.347 > 0.109
iter: 1673 | bound: 16 | nc: 39 | ncall: 55177 | eff(%): 3.032 | loglstar: -inf < -13.162 < inf | logz: -30.826 +/- 0.403 | dlogz: 10.311 > 0.109
iter: 1674 | bound: 16 | nc: 39 | ncall: 55216 | eff(%): 3.032 | loglstar: -inf < -13.147 < inf | logz: -30.799 +/- 0.403 | dlogz: 10.275 > 0.109
iter: 1675 | bound: 16 | nc: 39 | ncall: 55255 | eff(%): 3.031 | loglstar: -inf < -13.141 < inf | logz: -30.772 +/- 0.403 | dlogz: 10.238 > 0.109
iter: 1676 | bound: 16 | nc: 39 | ncall: 55294 | eff(%): 3.031 | loglstar: -inf < -13.129 < inf | logz: -30.747 +/- 0.403 | dlogz: 10.201 > 0.109
iter: 1677 | bound: 16 | nc: 39 | ncall: 55333 | eff(%): 3.031 | loglstar: -inf < -13.129 < inf | logz: -30.722 +/- 0.403 | dlogz: 10.166 > 0.109
iter: 1678 | bound: 16 | nc: 39 | ncall: 55372 | eff(%): 3.030 | loglstar: -inf < -13.043 < inf | logz: -30.696 +/- 0.403 | dlogz: 10.131 > 0.109
iter: 1679 | bound: 16 | nc: 39 | ncall: 55411 | eff(%): 3.030 | loglstar: -inf < -13.036 < inf | logz: -30.671 +/- 0.403 | dlogz: 10.096 > 0.109
iter: 1680 | bound: 16 | nc: 39 | ncall: 55450 | eff(%): 3.030 | loglstar: -inf < -13.011 < inf | logz: -30.646 +/- 0.403 | dlogz: 10.060 > 0.109
iter: 1681 | bound: 16 | nc: 39 | ncall: 55489 | eff(%): 3.029 | loglstar: -inf < -12.997 < inf | logz: -30.621 +/- 0.403 | dlogz: 10.025 > 0.109
iter: 1682 | bound: 16 | nc: 39 | ncall: 55528 | eff(%): 3.029 | loglstar: -inf < -12.866 < inf | logz: -30.596 +/- 0.403 | dlogz: 9.991 > 0.109
iter: 1683 | bound: 16 | nc: 39 | ncall: 55567 | eff(%): 3.029 | loglstar: -inf < -12.833 < inf | logz: -30.569 +/- 0.404 | dlogz: 9.955 > 0.109
iter: 1684 | bound: 16 | nc: 39 | ncall: 55606 | eff(%): 3.028 | loglstar: -inf < -12.819 < inf | logz: -30.542 +/- 0.404 | dlogz: 9.918 > 0.109
iter: 1685 | bound: 16 | nc: 39 | ncall: 55645 | eff(%): 3.028 | loglstar: -inf < -12.807 < inf | logz: -30.517 +/- 0.404 | dlogz: 9.882 > 0.109
iter: 1686 | bound: 16 | nc: 39 | ncall: 55684 | eff(%): 3.028 | loglstar: -inf < -12.801 < inf | logz: -30.492 +/- 0.404 | dlogz: 9.846 > 0.109
iter: 1687 | bound: 16 | nc: 39 | ncall: 55723 | eff(%): 3.027 | loglstar: -inf < -12.788 < inf | logz: -30.467 +/- 0.404 | dlogz: 9.811 > 0.109
iter: 1688 | bound: 16 | nc: 39 | ncall: 55762 | eff(%): 3.027 | loglstar: -inf < -12.695 < inf | logz: -30.442 +/- 0.404 | dlogz: 9.777 > 0.109
iter: 1689 | bound: 16 | nc: 39 | ncall: 55801 | eff(%): 3.027 | loglstar: -inf < -12.641 < inf | logz: -30.416 +/- 0.404 | dlogz: 9.742 > 0.109
iter: 1690 | bound: 16 | nc: 39 | ncall: 55840 | eff(%): 3.027 | loglstar: -inf < -12.629 < inf | logz: -30.390 +/- 0.404 | dlogz: 9.706 > 0.109
iter: 1691 | bound: 16 | nc: 39 | ncall: 55879 | eff(%): 3.026 | loglstar: -inf < -12.598 < inf | logz: -30.365 +/- 0.404 | dlogz: 9.670 > 0.109
iter: 1692 | bound: 16 | nc: 39 | ncall: 55918 | eff(%): 3.026 | loglstar: -inf < -12.573 < inf | logz: -30.339 +/- 0.404 | dlogz: 9.635 > 0.109
iter: 1693 | bound: 16 | nc: 39 | ncall: 55957 | eff(%): 3.026 | loglstar: -inf < -12.571 < inf | logz: -30.315 +/- 0.405 | dlogz: 9.599 > 0.109
iter: 1694 | bound: 16 | nc: 39 | ncall: 55996 | eff(%): 3.025 | loglstar: -inf < -12.536 < inf | logz: -30.290 +/- 0.405 | dlogz: 10.237 > 0.109
iter: 1695 | bound: 16 | nc: 39 | ncall: 56035 | eff(%): 3.025 | loglstar: -inf < -12.528 < inf | logz: -30.266 +/- 0.405 | dlogz: 10.203 > 0.109
iter: 1696 | bound: 16 | nc: 39 | ncall: 56074 | eff(%): 3.025 | loglstar: -inf < -12.527 < inf | logz: -30.243 +/- 0.405 | dlogz: 10.169 > 0.109
iter: 1697 | bound: 16 | nc: 39 | ncall: 56113 | eff(%): 3.024 | loglstar: -inf < -12.527 < inf | logz: -30.220 +/- 0.405 | dlogz: 10.136 > 0.109
iter: 1698 | bound: 16 | nc: 39 | ncall: 56152 | eff(%): 3.024 | loglstar: -inf < -12.446 < inf | logz: -30.197 +/- 0.405 | dlogz: 10.103 > 0.109
iter: 1699 | bound: 16 | nc: 39 | ncall: 56191 | eff(%): 3.024 | loglstar: -inf < -12.434 < inf | logz: -30.174 +/- 0.405 | dlogz: 10.070 > 0.109
iter: 1700 | bound: 16 | nc: 39 | ncall: 56230 | eff(%): 3.023 | loglstar: -inf < -12.333 < inf | logz: -30.151 +/- 0.405 | dlogz: 10.037 > 0.109
iter: 1701 | bound: 16 | nc: 39 | ncall: 56269 | eff(%): 3.023 | loglstar: -inf < -12.321 < inf | logz: -30.126 +/- 0.405 | dlogz: 10.004 > 0.109
iter: 1702 | bound: 16 | nc: 39 | ncall: 56308 | eff(%): 3.023 | loglstar: -inf < -12.313 < inf | logz: -30.103 +/- 0.405 | dlogz: 9.970 > 0.109
iter: 1703 | bound: 16 | nc: 39 | ncall: 56347 | eff(%): 3.022 | loglstar: -inf < -12.283 < inf | logz: -30.080 +/- 0.405 | dlogz: 9.936 > 0.109
iter: 1704 | bound: 16 | nc: 39 | ncall: 56386 | eff(%): 3.022 | loglstar: -inf < -12.245 < inf | logz: -30.056 +/- 0.405 | dlogz: 9.903 > 0.109
iter: 1705 | bound: 16 | nc: 39 | ncall: 56425 | eff(%): 3.022 | loglstar: -inf < -12.204 < inf | logz: -30.033 +/- 0.405 | dlogz: 9.870 > 0.109
iter: 1706 | bound: 16 | nc: 39 | ncall: 56464 | eff(%): 3.021 | loglstar: -inf < -12.204 < inf | logz: -30.010 +/- 0.406 | dlogz: 9.836 > 0.109
iter: 1707 | bound: 16 | nc: 39 | ncall: 56503 | eff(%): 3.021 | loglstar: -inf < -12.168 < inf | logz: -29.987 +/- 0.406 | dlogz: 9.803 > 0.109
iter: 1708 | bound: 16 | nc: 39 | ncall: 56542 | eff(%): 3.021 | loglstar: -inf < -12.132 < inf | logz: -29.964 +/- 0.406 | dlogz: 9.896 > 0.109
iter: 1709 | bound: 16 | nc: 39 | ncall: 56581 | eff(%): 3.020 | loglstar: -inf < -12.103 < inf | logz: -29.941 +/- 0.406 | dlogz: 9.863 > 0.109
iter: 1710 | bound: 16 | nc: 39 | ncall: 56620 | eff(%): 3.020 | loglstar: -inf < -12.096 < inf | logz: -29.919 +/- 0.406 | dlogz: 9.830 > 0.109
iter: 1711 | bound: 16 | nc: 39 | ncall: 56659 | eff(%): 3.020 | loglstar: -inf < -12.046 < inf | logz: -29.896 +/- 0.406 | dlogz: 9.798 > 0.109
iter: 1712 | bound: 16 | nc: 39 | ncall: 56698 | eff(%): 3.020 | loglstar: -inf < -12.041 < inf | logz: -29.874 +/- 0.406 | dlogz: 9.765 > 0.109
iter: 1713 | bound: 16 | nc: 39 | ncall: 56737 | eff(%): 3.019 | loglstar: -inf < -12.021 < inf | logz: -29.852 +/- 0.406 | dlogz: 9.733 > 0.109
iter: 1714 | bound: 16 | nc: 39 | ncall: 56776 | eff(%): 3.019 | loglstar: -inf < -12.008 < inf | logz: -29.830 +/- 0.406 | dlogz: 9.701 > 0.109
iter: 1715 | bound: 16 | nc: 39 | ncall: 56815 | eff(%): 3.019 | loglstar: -inf < -11.983 < inf | logz: -29.809 +/- 0.406 | dlogz: 9.670 > 0.109
iter: 1716 | bound: 16 | nc: 39 | ncall: 56854 | eff(%): 3.018 | loglstar: -inf < -11.978 < inf | logz: -29.788 +/- 0.406 | dlogz: 9.638 > 0.109
iter: 1717 | bound: 16 | nc: 39 | ncall: 56893 | eff(%): 3.018 | loglstar: -inf < -11.969 < inf | logz: -29.767 +/- 0.406 | dlogz: 9.607 > 0.109
iter: 1718 | bound: 16 | nc: 39 | ncall: 56932 | eff(%): 3.018 | loglstar: -inf < -11.923 < inf | logz: -29.747 +/- 0.406 | dlogz: 9.577 > 0.109
iter: 1719 | bound: 16 | nc: 39 | ncall: 56971 | eff(%): 3.017 | loglstar: -inf < -11.774 < inf | logz: -29.725 +/- 0.406 | dlogz: 9.547 > 0.109
iter: 1720 | bound: 16 | nc: 39 | ncall: 57010 | eff(%): 3.017 | loglstar: -inf < -11.769 < inf | logz: -29.702 +/- 0.407 | dlogz: 9.515 > 0.109
iter: 1721 | bound: 16 | nc: 39 | ncall: 57049 | eff(%): 3.017 | loglstar: -inf < -11.769 < inf | logz: -29.680 +/- 0.407 | dlogz: 9.482 > 0.109
iter: 1722 | bound: 16 | nc: 39 | ncall: 57088 | eff(%): 3.016 | loglstar: -inf < -11.757 < inf | logz: -29.659 +/- 0.407 | dlogz: 9.450 > 0.109
iter: 1723 | bound: 16 | nc: 39 | ncall: 57127 | eff(%): 3.016 | loglstar: -inf < -11.710 < inf | logz: -29.637 +/- 0.407 | dlogz: 9.418 > 0.109
iter: 1724 | bound: 16 | nc: 39 | ncall: 57166 | eff(%): 3.016 | loglstar: -inf < -11.705 < inf | logz: -29.616 +/- 0.407 | dlogz: 9.387 > 0.109
iter: 1725 | bound: 16 | nc: 39 | ncall: 57205 | eff(%): 3.015 | loglstar: -inf < -11.703 < inf | logz: -29.595 +/- 0.407 | dlogz: 9.356 > 0.109
iter: 1726 | bound: 16 | nc: 39 | ncall: 57244 | eff(%): 3.015 | loglstar: -inf < -11.673 < inf | logz: -29.574 +/- 0.407 | dlogz: 9.325 > 0.109
iter: 1727 | bound: 16 | nc: 39 | ncall: 57283 | eff(%): 3.015 | loglstar: -inf < -11.631 < inf | logz: -29.554 +/- 0.407 | dlogz: 9.294 > 0.109
iter: 1728 | bound: 16 | nc: 39 | ncall: 57322 | eff(%): 3.015 | loglstar: -inf < -11.578 < inf | logz: -29.533 +/- 0.407 | dlogz: 9.264 > 0.109
iter: 1729 | bound: 16 | nc: 39 | ncall: 57361 | eff(%): 3.014 | loglstar: -inf < -11.534 < inf | logz: -29.511 +/- 0.407 | dlogz: 9.233 > 0.109
iter: 1730 | bound: 16 | nc: 39 | ncall: 57400 | eff(%): 3.014 | loglstar: -inf < -11.509 < inf | logz: -29.490 +/- 0.407 | dlogz: 9.201 > 0.109
iter: 1731 | bound: 16 | nc: 39 | ncall: 57439 | eff(%): 3.014 | loglstar: -inf < -11.490 < inf | logz: -29.469 +/- 0.407 | dlogz: 9.170 > 0.109
iter: 1732 | bound: 16 | nc: 39 | ncall: 57478 | eff(%): 3.013 | loglstar: -inf < -11.417 < inf | logz: -29.447 +/- 0.407 | dlogz: 9.139 > 0.109
iter: 1733 | bound: 16 | nc: 39 | ncall: 57517 | eff(%): 3.013 | loglstar: -inf < -11.405 < inf | logz: -29.425 +/- 0.407 | dlogz: 9.107 > 0.109
iter: 1734 | bound: 16 | nc: 39 | ncall: 57556 | eff(%): 3.013 | loglstar: -inf < -11.305 < inf | logz: -29.403 +/- 0.408 | dlogz: 9.076 > 0.109
iter: 1735 | bound: 16 | nc: 39 | ncall: 57595 | eff(%): 3.012 | loglstar: -inf < -11.290 < inf | logz: -29.380 +/- 0.408 | dlogz: 9.043 > 0.109
iter: 1736 | bound: 16 | nc: 39 | ncall: 57634 | eff(%): 3.012 | loglstar: -inf < -11.241 < inf | logz: -29.357 +/- 0.408 | dlogz: 9.011 > 0.109
iter: 1737 | bound: 16 | nc: 39 | ncall: 57673 | eff(%): 3.012 | loglstar: -inf < -11.224 < inf | logz: -29.334 +/- 0.408 | dlogz: 8.978 > 0.109
iter: 1738 | bound: 16 | nc: 39 | ncall: 57712 | eff(%): 3.012 | loglstar: -inf < -11.215 < inf | logz: -29.312 +/- 0.408 | dlogz: 8.945 > 0.109
iter: 1739 | bound: 16 | nc: 39 | ncall: 57751 | eff(%): 3.011 | loglstar: -inf < -11.210 < inf | logz: -29.290 +/- 0.408 | dlogz: 8.913 > 0.109
iter: 1740 | bound: 16 | nc: 39 | ncall: 57790 | eff(%): 3.011 | loglstar: -inf < -11.174 < inf | logz: -29.268 +/- 0.408 | dlogz: 8.881 > 0.109
iter: 1741 | bound: 16 | nc: 39 | ncall: 57829 | eff(%): 3.011 | loglstar: -inf < -11.173 < inf | logz: -29.247 +/- 0.408 | dlogz: 8.849 > 0.109
iter: 1742 | bound: 16 | nc: 39 | ncall: 57868 | eff(%): 3.010 | loglstar: -inf < -11.152 < inf | logz: -29.226 +/- 0.408 | dlogz: 8.818 > 0.109
iter: 1743 | bound: 16 | nc: 39 | ncall: 57907 | eff(%): 3.010 | loglstar: -inf < -11.080 < inf | logz: -29.205 +/- 0.408 | dlogz: 8.787 > 0.109
iter: 1744 | bound: 16 | nc: 39 | ncall: 57946 | eff(%): 3.010 | loglstar: -inf < -11.078 < inf | logz: -29.183 +/- 0.409 | dlogz: 8.756 > 0.109
iter: 1745 | bound: 16 | nc: 39 | ncall: 57985 | eff(%): 3.009 | loglstar: -inf < -11.057 < inf | logz: -29.162 +/- 0.409 | dlogz: 8.724 > 0.109
iter: 1746 | bound: 16 | nc: 39 | ncall: 58024 | eff(%): 3.009 | loglstar: -inf < -11.043 < inf | logz: -29.142 +/- 0.409 | dlogz: 8.694 > 0.109
iter: 1747 | bound: 16 | nc: 39 | ncall: 58063 | eff(%): 3.009 | loglstar: -inf < -11.021 < inf | logz: -29.121 +/- 0.409 | dlogz: 8.663 > 0.109
iter: 1748 | bound: 16 | nc: 39 | ncall: 58102 | eff(%): 3.009 | loglstar: -inf < -11.012 < inf | logz: -29.101 +/- 0.409 | dlogz: 8.633 > 0.109
iter: 1749 | bound: 16 | nc: 39 | ncall: 58141 | eff(%): 3.008 | loglstar: -inf < -11.001 < inf | logz: -29.082 +/- 0.409 | dlogz: 8.603 > 0.109
iter: 1750 | bound: 16 | nc: 39 | ncall: 58180 | eff(%): 3.008 | loglstar: -inf < -10.991 < inf | logz: -29.062 +/- 0.409 | dlogz: 8.573 > 0.109
iter: 1751 | bound: 16 | nc: 39 | ncall: 58219 | eff(%): 3.008 | loglstar: -inf < -10.965 < inf | logz: -29.043 +/- 0.409 | dlogz: 8.544 > 0.109
iter: 1752 | bound: 16 | nc: 39 | ncall: 58258 | eff(%): 3.007 | loglstar: -inf < -10.956 < inf | logz: -29.024 +/- 0.409 | dlogz: 8.514 > 0.109
iter: 1753 | bound: 16 | nc: 39 | ncall: 58297 | eff(%): 3.007 | loglstar: -inf < -10.939 < inf | logz: -29.005 +/- 0.409 | dlogz: 8.486 > 0.109
iter: 1754 | bound: 17 | nc: 39 | ncall: 58336 | eff(%): 3.007 | loglstar: -inf < -10.921 < inf | logz: -28.987 +/- 0.409 | dlogz: 8.457 > 0.109
iter: 1755 | bound: 17 | nc: 39 | ncall: 58375 | eff(%): 3.006 | loglstar: -inf < -10.892 < inf | logz: -28.969 +/- 0.409 | dlogz: 8.429 > 0.109
iter: 1756 | bound: 17 | nc: 39 | ncall: 58414 | eff(%): 3.006 | loglstar: -inf < -10.882 < inf | logz: -28.951 +/- 0.409 | dlogz: 8.400 > 0.109
iter: 1757 | bound: 17 | nc: 39 | ncall: 58453 | eff(%): 3.006 | loglstar: -inf < -10.870 < inf | logz: -28.933 +/- 0.409 | dlogz: 8.372 > 0.109
iter: 1758 | bound: 17 | nc: 39 | ncall: 58492 | eff(%): 3.006 | loglstar: -inf < -10.861 < inf | logz: -28.915 +/- 0.409 | dlogz: 8.344 > 0.109
iter: 1759 | bound: 17 | nc: 39 | ncall: 58531 | eff(%): 3.005 | loglstar: -inf < -10.829 < inf | logz: -28.898 +/- 0.409 | dlogz: 8.317 > 0.109
iter: 1760 | bound: 17 | nc: 39 | ncall: 58570 | eff(%): 3.005 | loglstar: -inf < -10.818 < inf | logz: -28.880 +/- 0.409 | dlogz: 8.290 > 0.109
iter: 1761 | bound: 17 | nc: 39 | ncall: 58609 | eff(%): 3.005 | loglstar: -inf < -10.811 < inf | logz: -28.863 +/- 0.409 | dlogz: 8.262 > 0.109
iter: 1762 | bound: 17 | nc: 39 | ncall: 58648 | eff(%): 3.004 | loglstar: -inf < -10.804 < inf | logz: -28.847 +/- 0.410 | dlogz: 8.235 > 0.109
iter: 1763 | bound: 17 | nc: 39 | ncall: 58687 | eff(%): 3.004 | loglstar: -inf < -10.756 < inf | logz: -28.830 +/- 0.410 | dlogz: 8.209 > 0.109
iter: 1764 | bound: 17 | nc: 39 | ncall: 58726 | eff(%): 3.004 | loglstar: -inf < -10.742 < inf | logz: -28.813 +/- 0.410 | dlogz: 8.182 > 0.109
iter: 1765 | bound: 17 | nc: 39 | ncall: 58765 | eff(%): 3.003 | loglstar: -inf < -10.676 < inf | logz: -28.796 +/- 0.410 | dlogz: 8.155 > 0.109
iter: 1766 | bound: 17 | nc: 39 | ncall: 58804 | eff(%): 3.003 | loglstar: -inf < -10.675 < inf | logz: -28.779 +/- 0.410 | dlogz: 8.128 > 0.109
iter: 1767 | bound: 17 | nc: 39 | ncall: 58843 | eff(%): 3.003 | loglstar: -inf < -10.664 < inf | logz: -28.762 +/- 0.410 | dlogz: 8.101 > 0.109
iter: 1768 | bound: 17 | nc: 39 | ncall: 58882 | eff(%): 3.003 | loglstar: -inf < -10.661 < inf | logz: -28.746 +/- 0.410 | dlogz: 8.075 > 0.109
iter: 1769 | bound: 17 | nc: 39 | ncall: 58921 | eff(%): 3.002 | loglstar: -inf < -10.629 < inf | logz: -28.729 +/- 0.410 | dlogz: 8.048 > 0.109
iter: 1770 | bound: 17 | nc: 39 | ncall: 58960 | eff(%): 3.002 | loglstar: -inf < -10.593 < inf | logz: -28.713 +/- 0.410 | dlogz: 8.022 > 0.109
iter: 1771 | bound: 17 | nc: 39 | ncall: 58999 | eff(%): 3.002 | loglstar: -inf < -10.592 < inf | logz: -28.697 +/- 0.410 | dlogz: 7.996 > 0.109
iter: 1772 | bound: 17 | nc: 39 | ncall: 59038 | eff(%): 3.001 | loglstar: -inf < -10.583 < inf | logz: -28.681 +/- 0.410 | dlogz: 7.969 > 0.109
iter: 1773 | bound: 17 | nc: 39 | ncall: 59077 | eff(%): 3.001 | loglstar: -inf < -10.524 < inf | logz: -28.665 +/- 0.410 | dlogz: 7.943 > 0.109
iter: 1774 | bound: 17 | nc: 39 | ncall: 59116 | eff(%): 3.001 | loglstar: -inf < -10.520 < inf | logz: -28.649 +/- 0.410 | dlogz: 7.917 > 0.109
iter: 1775 | bound: 17 | nc: 39 | ncall: 59155 | eff(%): 3.001 | loglstar: -inf < -10.500 < inf | logz: -28.633 +/- 0.410 | dlogz: 7.891 > 0.109
iter: 1776 | bound: 17 | nc: 39 | ncall: 59194 | eff(%): 3.000 | loglstar: -inf < -10.462 < inf | logz: -28.617 +/- 0.410 | dlogz: 7.865 > 0.109
iter: 1777 | bound: 17 | nc: 39 | ncall: 59233 | eff(%): 3.000 | loglstar: -inf < -10.459 < inf | logz: -28.601 +/- 0.410 | dlogz: 7.840 > 0.109
iter: 1778 | bound: 17 | nc: 39 | ncall: 59272 | eff(%): 3.000 | loglstar: -inf < -10.424 < inf | logz: -28.585 +/- 0.410 | dlogz: 7.814 > 0.109
iter: 1779 | bound: 17 | nc: 39 | ncall: 59311 | eff(%): 2.999 | loglstar: -inf < -10.385 < inf | logz: -28.569 +/- 0.410 | dlogz: 7.788 > 0.109
iter: 1780 | bound: 17 | nc: 39 | ncall: 59350 | eff(%): 2.999 | loglstar: -inf < -10.363 < inf | logz: -28.553 +/- 0.410 | dlogz: 7.762 > 0.109
iter: 1781 | bound: 17 | nc: 39 | ncall: 59389 | eff(%): 2.999 | loglstar: -inf < -10.343 < inf | logz: -28.537 +/- 0.410 | dlogz: 7.736 > 0.109
iter: 1782 | bound: 17 | nc: 39 | ncall: 59428 | eff(%): 2.999 | loglstar: -inf < -10.335 < inf | logz: -28.521 +/- 0.410 | dlogz: 7.710 > 0.109
iter: 1783 | bound: 17 | nc: 39 | ncall: 59467 | eff(%): 2.998 | loglstar: -inf < -10.297 < inf | logz: -28.505 +/- 0.410 | dlogz: 7.684 > 0.109
iter: 1784 | bound: 17 | nc: 39 | ncall: 59506 | eff(%): 2.998 | loglstar: -inf < -10.294 < inf | logz: -28.490 +/- 0.410 | dlogz: 7.659 > 0.109
iter: 1785 | bound: 17 | nc: 39 | ncall: 59545 | eff(%): 2.998 | loglstar: -inf < -10.277 < inf | logz: -28.474 +/- 0.411 | dlogz: 7.633 > 0.109
iter: 1786 | bound: 17 | nc: 39 | ncall: 59584 | eff(%): 2.997 | loglstar: -inf < -10.175 < inf | logz: -28.458 +/- 0.411 | dlogz: 7.608 > 0.109
iter: 1787 | bound: 17 | nc: 39 | ncall: 59623 | eff(%): 2.997 | loglstar: -inf < -10.144 < inf | logz: -28.442 +/- 0.411 | dlogz: 7.582 > 0.109
iter: 1788 | bound: 17 | nc: 39 | ncall: 59662 | eff(%): 2.997 | loglstar: -inf < -10.067 < inf | logz: -28.425 +/- 0.411 | dlogz: 7.555 > 0.109
iter: 1789 | bound: 17 | nc: 39 | ncall: 59701 | eff(%): 2.997 | loglstar: -inf < -10.024 < inf | logz: -28.407 +/- 0.411 | dlogz: 7.528 > 0.109
iter: 1790 | bound: 17 | nc: 39 | ncall: 59740 | eff(%): 2.996 | loglstar: -inf < -9.947 < inf | logz: -28.389 +/- 0.411 | dlogz: 7.501 > 0.109
iter: 1791 | bound: 17 | nc: 39 | ncall: 59779 | eff(%): 2.996 | loglstar: -inf < -9.900 < inf | logz: -28.370 +/- 0.411 | dlogz: 7.473 > 0.109
iter: 1792 | bound: 17 | nc: 39 | ncall: 59818 | eff(%): 2.996 | loglstar: -inf < -9.877 < inf | logz: -28.351 +/- 0.411 | dlogz: 7.444 > 0.109
iter: 1793 | bound: 17 | nc: 39 | ncall: 59857 | eff(%): 2.995 | loglstar: -inf < -9.843 < inf | logz: -28.332 +/- 0.411 | dlogz: 7.415 > 0.109
iter: 1794 | bound: 17 | nc: 39 | ncall: 59896 | eff(%): 2.995 | loglstar: -inf < -9.806 < inf | logz: -28.313 +/- 0.411 | dlogz: 7.386 > 0.109
iter: 1795 | bound: 17 | nc: 39 | ncall: 59935 | eff(%): 2.995 | loglstar: -inf < -9.720 < inf | logz: -28.293 +/- 0.411 | dlogz: 7.357 > 0.109
iter: 1796 | bound: 17 | nc: 39 | ncall: 59974 | eff(%): 2.995 | loglstar: -inf < -9.685 < inf | logz: -28.273 +/- 0.412 | dlogz: 7.327 > 0.109
iter: 1797 | bound: 17 | nc: 39 | ncall: 60013 | eff(%): 2.994 | loglstar: -inf < -9.675 < inf | logz: -28.253 +/- 0.412 | dlogz: 7.297 > 0.109
iter: 1798 | bound: 17 | nc: 39 | ncall: 60052 | eff(%): 2.994 | loglstar: -inf < -9.672 < inf | logz: -28.233 +/- 0.412 | dlogz: 7.267 > 0.109
iter: 1799 | bound: 17 | nc: 39 | ncall: 60091 | eff(%): 2.994 | loglstar: -inf < -9.671 < inf | logz: -28.214 +/- 0.412 | dlogz: 7.238 > 0.109
iter: 1800 | bound: 17 | nc: 39 | ncall: 60130 | eff(%): 2.994 | loglstar: -inf < -9.645 < inf | logz: -28.195 +/- 0.412 | dlogz: 7.209 > 0.109
iter: 1801 | bound: 17 | nc: 39 | ncall: 60169 | eff(%): 2.993 | loglstar: -inf < -9.621 < inf | logz: -28.177 +/- 0.412 | dlogz: 7.180 > 0.109
iter: 1802 | bound: 17 | nc: 39 | ncall: 60208 | eff(%): 2.993 | loglstar: -inf < -9.607 < inf | logz: -28.158 +/- 0.412 | dlogz: 7.151 > 0.109
iter: 1803 | bound: 17 | nc: 39 | ncall: 60247 | eff(%): 2.993 | loglstar: -inf < -9.589 < inf | logz: -28.140 +/- 0.412 | dlogz: 7.123 > 0.109
iter: 1804 | bound: 17 | nc: 39 | ncall: 60286 | eff(%): 2.992 | loglstar: -inf < -9.561 < inf | logz: -28.121 +/- 0.412 | dlogz: 7.094 > 0.109
iter: 1805 | bound: 17 | nc: 39 | ncall: 60325 | eff(%): 2.992 | loglstar: -inf < -9.556 < inf | logz: -28.103 +/- 0.413 | dlogz: 7.066 > 0.109
iter: 1806 | bound: 17 | nc: 39 | ncall: 60364 | eff(%): 2.992 | loglstar: -inf < -9.499 < inf | logz: -28.085 +/- 0.413 | dlogz: 7.038 > 0.109
iter: 1807 | bound: 17 | nc: 39 | ncall: 60403 | eff(%): 2.992 | loglstar: -inf < -9.490 < inf | logz: -28.067 +/- 0.413 | dlogz: 7.010 > 0.109
iter: 1808 | bound: 17 | nc: 39 | ncall: 60442 | eff(%): 2.991 | loglstar: -inf < -9.467 < inf | logz: -28.049 +/- 0.413 | dlogz: 6.982 > 0.109
iter: 1809 | bound: 17 | nc: 39 | ncall: 60481 | eff(%): 2.991 | loglstar: -inf < -9.444 < inf | logz: -28.031 +/- 0.413 | dlogz: 6.954 > 0.109
iter: 1810 | bound: 17 | nc: 39 | ncall: 60520 | eff(%): 2.991 | loglstar: -inf < -9.422 < inf | logz: -28.013 +/- 0.413 | dlogz: 6.926 > 0.109
iter: 1811 | bound: 17 | nc: 39 | ncall: 60559 | eff(%): 2.990 | loglstar: -inf < -9.405 < inf | logz: -27.996 +/- 0.413 | dlogz: 6.898 > 0.109
iter: 1812 | bound: 17 | nc: 39 | ncall: 60598 | eff(%): 2.990 | loglstar: -inf < -9.371 < inf | logz: -27.978 +/- 0.413 | dlogz: 6.871 > 0.109
iter: 1813 | bound: 17 | nc: 39 | ncall: 60637 | eff(%): 2.990 | loglstar: -inf < -9.366 < inf | logz: -27.960 +/- 0.413 | dlogz: 6.843 > 0.109
iter: 1814 | bound: 17 | nc: 39 | ncall: 60676 | eff(%): 2.990 | loglstar: -inf < -9.364 < inf | logz: -27.943 +/- 0.413 | dlogz: 6.816 > 0.109
iter: 1815 | bound: 17 | nc: 39 | ncall: 60715 | eff(%): 2.989 | loglstar: -inf < -9.356 < inf | logz: -27.927 +/- 0.413 | dlogz: 6.789 > 0.109
iter: 1816 | bound: 17 | nc: 39 | ncall: 60754 | eff(%): 2.989 | loglstar: -inf < -9.298 < inf | logz: -27.910 +/- 0.414 | dlogz: 6.762 > 0.109
iter: 1817 | bound: 17 | nc: 39 | ncall: 60793 | eff(%): 2.989 | loglstar: -inf < -9.294 < inf | logz: -27.893 +/- 0.414 | dlogz: 6.736 > 0.109
iter: 1818 | bound: 17 | nc: 39 | ncall: 60832 | eff(%): 2.989 | loglstar: -inf < -9.283 < inf | logz: -27.876 +/- 0.414 | dlogz: 6.709 > 0.109
iter: 1819 | bound: 17 | nc: 39 | ncall: 60871 | eff(%): 2.988 | loglstar: -inf < -9.256 < inf | logz: -27.860 +/- 0.414 | dlogz: 6.682 > 0.109
iter: 1820 | bound: 17 | nc: 39 | ncall: 60910 | eff(%): 2.988 | loglstar: -inf < -9.247 < inf | logz: -27.844 +/- 0.414 | dlogz: 6.656 > 0.109
iter: 1821 | bound: 17 | nc: 39 | ncall: 60949 | eff(%): 2.988 | loglstar: -inf < -9.241 < inf | logz: -27.828 +/- 0.414 | dlogz: 6.630 > 0.109
iter: 1822 | bound: 17 | nc: 39 | ncall: 60988 | eff(%): 2.987 | loglstar: -inf < -9.234 < inf | logz: -27.812 +/- 0.414 | dlogz: 6.604 > 0.109
iter: 1823 | bound: 17 | nc: 39 | ncall: 61027 | eff(%): 2.987 | loglstar: -inf < -9.229 < inf | logz: -27.797 +/- 0.414 | dlogz: 6.578 > 0.109
iter: 1824 | bound: 17 | nc: 39 | ncall: 61066 | eff(%): 2.987 | loglstar: -inf < -9.197 < inf | logz: -27.781 +/- 0.414 | dlogz: 6.553 > 0.109
iter: 1825 | bound: 17 | nc: 39 | ncall: 61105 | eff(%): 2.987 | loglstar: -inf < -9.184 < inf | logz: -27.766 +/- 0.414 | dlogz: 6.528 > 0.109
iter: 1826 | bound: 17 | nc: 39 | ncall: 61144 | eff(%): 2.986 | loglstar: -inf < -9.154 < inf | logz: -27.751 +/- 0.414 | dlogz: 6.503 > 0.109
iter: 1827 | bound: 17 | nc: 39 | ncall: 61183 | eff(%): 2.986 | loglstar: -inf < -9.144 < inf | logz: -27.736 +/- 0.414 | dlogz: 6.477 > 0.109
iter: 1828 | bound: 17 | nc: 39 | ncall: 61222 | eff(%): 2.986 | loglstar: -inf < -9.142 < inf | logz: -27.721 +/- 0.414 | dlogz: 6.452 > 0.109
iter: 1829 | bound: 17 | nc: 39 | ncall: 61261 | eff(%): 2.986 | loglstar: -inf < -9.131 < inf | logz: -27.706 +/- 0.414 | dlogz: 6.428 > 0.109
iter: 1830 | bound: 17 | nc: 39 | ncall: 61300 | eff(%): 2.985 | loglstar: -inf < -9.114 < inf | logz: -27.692 +/- 0.414 | dlogz: 6.403 > 0.109
iter: 1831 | bound: 17 | nc: 39 | ncall: 61339 | eff(%): 2.985 | loglstar: -inf < -9.106 < inf | logz: -27.678 +/- 0.415 | dlogz: 6.379 > 0.109
iter: 1832 | bound: 17 | nc: 39 | ncall: 61378 | eff(%): 2.985 | loglstar: -inf < -9.090 < inf | logz: -27.664 +/- 0.415 | dlogz: 6.355 > 0.109
iter: 1833 | bound: 17 | nc: 39 | ncall: 61417 | eff(%): 2.985 | loglstar: -inf < -9.083 < inf | logz: -27.650 +/- 0.415 | dlogz: 6.331 > 0.109
iter: 1834 | bound: 17 | nc: 39 | ncall: 61456 | eff(%): 2.984 | loglstar: -inf < -9.052 < inf | logz: -27.636 +/- 0.415 | dlogz: 6.307 > 0.109
iter: 1835 | bound: 17 | nc: 39 | ncall: 61495 | eff(%): 2.984 | loglstar: -inf < -9.005 < inf | logz: -27.622 +/- 0.415 | dlogz: 6.283 > 0.109
iter: 1836 | bound: 17 | nc: 39 | ncall: 61534 | eff(%): 2.984 | loglstar: -inf < -9.000 < inf | logz: -27.608 +/- 0.415 | dlogz: 6.259 > 0.109
iter: 1837 | bound: 17 | nc: 39 | ncall: 61573 | eff(%): 2.983 | loglstar: -inf < -8.973 < inf | logz: -27.594 +/- 0.415 | dlogz: 6.235 > 0.109
iter: 1838 | bound: 17 | nc: 39 | ncall: 61612 | eff(%): 2.983 | loglstar: -inf < -8.937 < inf | logz: -27.580 +/- 0.415 | dlogz: 6.211 > 0.109
iter: 1839 | bound: 17 | nc: 39 | ncall: 61651 | eff(%): 2.983 | loglstar: -inf < -8.904 < inf | logz: -27.566 +/- 0.415 | dlogz: 6.187 > 0.109
iter: 1840 | bound: 17 | nc: 39 | ncall: 61690 | eff(%): 2.983 | loglstar: -inf < -8.892 < inf | logz: -27.551 +/- 0.415 | dlogz: 6.163 > 0.109
iter: 1841 | bound: 17 | nc: 39 | ncall: 61729 | eff(%): 2.982 | loglstar: -inf < -8.866 < inf | logz: -27.537 +/- 0.415 | dlogz: 6.139 > 0.109
iter: 1842 | bound: 17 | nc: 39 | ncall: 61768 | eff(%): 2.982 | loglstar: -inf < -8.850 < inf | logz: -27.523 +/- 0.415 | dlogz: 6.115 > 0.109
iter: 1843 | bound: 17 | nc: 39 | ncall: 61807 | eff(%): 2.982 | loglstar: -inf < -8.826 < inf | logz: -27.509 +/- 0.415 | dlogz: 6.091 > 0.109
iter: 1844 | bound: 17 | nc: 39 | ncall: 61846 | eff(%): 2.982 | loglstar: -inf < -8.796 < inf | logz: -27.495 +/- 0.415 | dlogz: 6.067 > 0.109
iter: 1845 | bound: 17 | nc: 39 | ncall: 61885 | eff(%): 2.981 | loglstar: -inf < -8.772 < inf | logz: -27.481 +/- 0.415 | dlogz: 6.043 > 0.109
iter: 1846 | bound: 17 | nc: 39 | ncall: 61924 | eff(%): 2.981 | loglstar: -inf < -8.735 < inf | logz: -27.467 +/- 0.415 | dlogz: 6.019 > 0.109
iter: 1847 | bound: 17 | nc: 39 | ncall: 61963 | eff(%): 2.981 | loglstar: -inf < -8.729 < inf | logz: -27.453 +/- 0.415 | dlogz: 5.995 > 0.109
iter: 1848 | bound: 17 | nc: 39 | ncall: 62002 | eff(%): 2.981 | loglstar: -inf < -8.694 < inf | logz: -27.439 +/- 0.415 | dlogz: 5.971 > 0.109
iter: 1849 | bound: 17 | nc: 39 | ncall: 62041 | eff(%): 2.980 | loglstar: -inf < -8.645 < inf | logz: -27.424 +/- 0.416 | dlogz: 5.947 > 0.109
iter: 1850 | bound: 17 | nc: 39 | ncall: 62080 | eff(%): 2.980 | loglstar: -inf < -8.601 < inf | logz: -27.410 +/- 0.416 | dlogz: 5.923 > 0.109
iter: 1851 | bound: 17 | nc: 39 | ncall: 62119 | eff(%): 2.980 | loglstar: -inf < -8.599 < inf | logz: -27.395 +/- 0.416 | dlogz: 5.899 > 0.109
iter: 1852 | bound: 17 | nc: 39 | ncall: 62158 | eff(%): 2.980 | loglstar: -inf < -8.573 < inf | logz: -27.381 +/- 0.416 | dlogz: 5.874 > 0.109
iter: 1853 | bound: 17 | nc: 39 | ncall: 62197 | eff(%): 2.979 | loglstar: -inf < -8.565 < inf | logz: -27.366 +/- 0.416 | dlogz: 5.850 > 0.109
iter: 1854 | bound: 18 | nc: 39 | ncall: 62236 | eff(%): 2.979 | loglstar: -inf < -8.560 < inf | logz: -27.352 +/- 0.416 | dlogz: 5.825 > 0.109
iter: 1855 | bound: 18 | nc: 39 | ncall: 62275 | eff(%): 2.979 | loglstar: -inf < -8.544 < inf | logz: -27.338 +/- 0.416 | dlogz: 5.801 > 0.109
iter: 1856 | bound: 18 | nc: 39 | ncall: 62314 | eff(%): 2.978 | loglstar: -inf < -8.513 < inf | logz: -27.324 +/- 0.416 | dlogz: 5.778 > 0.109
iter: 1857 | bound: 18 | nc: 39 | ncall: 62353 | eff(%): 2.978 | loglstar: -inf < -8.454 < inf | logz: -27.310 +/- 0.416 | dlogz: 5.754 > 0.109
iter: 1858 | bound: 18 | nc: 39 | ncall: 62392 | eff(%): 2.978 | loglstar: -inf < -8.440 < inf | logz: -27.295 +/- 0.416 | dlogz: 5.730 > 0.109
iter: 1859 | bound: 18 | nc: 39 | ncall: 62431 | eff(%): 2.978 | loglstar: -inf < -8.420 < inf | logz: -27.281 +/- 0.416 | dlogz: 5.705 > 0.109
iter: 1860 | bound: 18 | nc: 39 | ncall: 62470 | eff(%): 2.977 | loglstar: -inf < -8.415 < inf | logz: -27.267 +/- 0.416 | dlogz: 5.681 > 0.109
iter: 1861 | bound: 18 | nc: 39 | ncall: 62509 | eff(%): 2.977 | loglstar: -inf < -8.358 < inf | logz: -27.253 +/- 0.416 | dlogz: 5.657 > 0.109
iter: 1862 | bound: 18 | nc: 39 | ncall: 62548 | eff(%): 2.977 | loglstar: -inf < -8.314 < inf | logz: -27.238 +/- 0.416 | dlogz: 5.633 > 0.109
iter: 1863 | bound: 18 | nc: 39 | ncall: 62587 | eff(%): 2.977 | loglstar: -inf < -8.257 < inf | logz: -27.223 +/- 0.417 | dlogz: 5.609 > 0.109
iter: 1864 | bound: 18 | nc: 39 | ncall: 62626 | eff(%): 2.976 | loglstar: -inf < -8.246 < inf | logz: -27.208 +/- 0.417 | dlogz: 5.584 > 0.109
iter: 1865 | bound: 18 | nc: 39 | ncall: 62665 | eff(%): 2.976 | loglstar: -inf < -8.238 < inf | logz: -27.193 +/- 0.417 | dlogz: 5.559 > 0.109
iter: 1866 | bound: 18 | nc: 39 | ncall: 62704 | eff(%): 2.976 | loglstar: -inf < -8.236 < inf | logz: -27.178 +/- 0.417 | dlogz: 5.534 > 0.109
iter: 1867 | bound: 18 | nc: 39 | ncall: 62743 | eff(%): 2.976 | loglstar: -inf < -8.205 < inf | logz: -27.164 +/- 0.417 | dlogz: 5.510 > 0.109
iter: 1868 | bound: 18 | nc: 39 | ncall: 62782 | eff(%): 2.975 | loglstar: -inf < -8.193 < inf | logz: -27.150 +/- 0.417 | dlogz: 5.485 > 0.109
iter: 1869 | bound: 18 | nc: 39 | ncall: 62821 | eff(%): 2.975 | loglstar: -inf < -8.177 < inf | logz: -27.135 +/- 0.417 | dlogz: 5.461 > 0.109
iter: 1870 | bound: 18 | nc: 39 | ncall: 62860 | eff(%): 2.975 | loglstar: -inf < -8.172 < inf | logz: -27.121 +/- 0.417 | dlogz: 5.437 > 0.109
iter: 1871 | bound: 18 | nc: 39 | ncall: 62899 | eff(%): 2.975 | loglstar: -inf < -8.170 < inf | logz: -27.107 +/- 0.417 | dlogz: 5.413 > 0.109
iter: 1872 | bound: 18 | nc: 39 | ncall: 62938 | eff(%): 2.974 | loglstar: -inf < -8.166 < inf | logz: -27.094 +/- 0.417 | dlogz: 5.389 > 0.109
iter: 1873 | bound: 18 | nc: 39 | ncall: 62977 | eff(%): 2.974 | loglstar: -inf < -8.153 < inf | logz: -27.080 +/- 0.417 | dlogz: 5.366 > 0.109
iter: 1874 | bound: 18 | nc: 39 | ncall: 63016 | eff(%): 2.974 | loglstar: -inf < -8.130 < inf | logz: -27.067 +/- 0.417 | dlogz: 5.343 > 0.109
iter: 1875 | bound: 18 | nc: 39 | ncall: 63055 | eff(%): 2.974 | loglstar: -inf < -8.129 < inf | logz: -27.054 +/- 0.417 | dlogz: 5.319 > 0.109
iter: 1876 | bound: 18 | nc: 39 | ncall: 63094 | eff(%): 2.973 | loglstar: -inf < -8.114 < inf | logz: -27.041 +/- 0.418 | dlogz: 5.296 > 0.109
iter: 1877 | bound: 18 | nc: 39 | ncall: 63133 | eff(%): 2.973 | loglstar: -inf < -8.109 < inf | logz: -27.028 +/- 0.418 | dlogz: 5.274 > 0.109
iter: 1878 | bound: 18 | nc: 39 | ncall: 63172 | eff(%): 2.973 | loglstar: -inf < -8.109 < inf | logz: -27.016 +/- 0.418 | dlogz: 5.251 > 0.109
iter: 1879 | bound: 18 | nc: 39 | ncall: 63211 | eff(%): 2.973 | loglstar: -inf < -8.088 < inf | logz: -27.003 +/- 0.418 | dlogz: 5.229 > 0.109
iter: 1880 | bound: 18 | nc: 39 | ncall: 63250 | eff(%): 2.972 | loglstar: -inf < -8.057 < inf | logz: -26.991 +/- 0.418 | dlogz: 5.207 > 0.109
iter: 1881 | bound: 18 | nc: 39 | ncall: 63289 | eff(%): 2.972 | loglstar: -inf < -8.056 < inf | logz: -26.979 +/- 0.418 | dlogz: 5.184 > 0.109
iter: 1882 | bound: 18 | nc: 39 | ncall: 63328 | eff(%): 2.972 | loglstar: -inf < -8.028 < inf | logz: -26.966 +/- 0.418 | dlogz: 5.162 > 0.109
iter: 1883 | bound: 18 | nc: 39 | ncall: 63367 | eff(%): 2.972 | loglstar: -inf < -7.974 < inf | logz: -26.954 +/- 0.418 | dlogz: 5.140 > 0.109
iter: 1884 | bound: 18 | nc: 39 | ncall: 63406 | eff(%): 2.971 | loglstar: -inf < -7.941 < inf | logz: -26.941 +/- 0.418 | dlogz: 5.118 > 0.109
iter: 1885 | bound: 18 | nc: 39 | ncall: 63445 | eff(%): 2.971 | loglstar: -inf < -7.884 < inf | logz: -26.928 +/- 0.418 | dlogz: 5.095 > 0.109
iter: 1886 | bound: 18 | nc: 39 | ncall: 63484 | eff(%): 2.971 | loglstar: -inf < -7.877 < inf | logz: -26.915 +/- 0.418 | dlogz: 5.072 > 0.109
iter: 1887 | bound: 18 | nc: 39 | ncall: 63523 | eff(%): 2.971 | loglstar: -inf < -7.874 < inf | logz: -26.902 +/- 0.418 | dlogz: 5.050 > 0.109
iter: 1888 | bound: 18 | nc: 39 | ncall: 63562 | eff(%): 2.970 | loglstar: -inf < -7.872 < inf | logz: -26.890 +/- 0.418 | dlogz: 5.027 > 0.109
iter: 1889 | bound: 18 | nc: 39 | ncall: 63601 | eff(%): 2.970 | loglstar: -inf < -7.865 < inf | logz: -26.877 +/- 0.418 | dlogz: 5.297 > 0.109
iter: 1890 | bound: 18 | nc: 39 | ncall: 63640 | eff(%): 2.970 | loglstar: -inf < -7.862 < inf | logz: -26.865 +/- 0.418 | dlogz: 5.275 > 0.109
iter: 1891 | bound: 18 | nc: 39 | ncall: 63679 | eff(%): 2.970 | loglstar: -inf < -7.857 < inf | logz: -26.853 +/- 0.418 | dlogz: 5.252 > 0.109
iter: 1892 | bound: 18 | nc: 39 | ncall: 63718 | eff(%): 2.969 | loglstar: -inf < -7.820 < inf | logz: -26.841 +/- 0.419 | dlogz: 5.231 > 0.109
iter: 1893 | bound: 18 | nc: 39 | ncall: 63757 | eff(%): 2.969 | loglstar: -inf < -7.775 < inf | logz: -26.829 +/- 0.419 | dlogz: 5.209 > 0.109
iter: 1894 | bound: 18 | nc: 39 | ncall: 63796 | eff(%): 2.969 | loglstar: -inf < -7.774 < inf | logz: -26.817 +/- 0.419 | dlogz: 5.187 > 0.109
iter: 1895 | bound: 18 | nc: 39 | ncall: 63835 | eff(%): 2.969 | loglstar: -inf < -7.768 < inf | logz: -26.805 +/- 0.419 | dlogz: 5.165 > 0.109
iter: 1896 | bound: 18 | nc: 39 | ncall: 63874 | eff(%): 2.968 | loglstar: -inf < -7.747 < inf | logz: -26.793 +/- 0.419 | dlogz: 5.143 > 0.109
iter: 1897 | bound: 18 | nc: 39 | ncall: 63913 | eff(%): 2.968 | loglstar: -inf < -7.686 < inf | logz: -26.781 +/- 0.419 | dlogz: 5.121 > 0.109
iter: 1898 | bound: 18 | nc: 39 | ncall: 63952 | eff(%): 2.968 | loglstar: -inf < -7.670 < inf | logz: -26.768 +/- 0.419 | dlogz: 5.099 > 0.109
iter: 1899 | bound: 18 | nc: 39 | ncall: 63991 | eff(%): 2.968 | loglstar: -inf < -7.662 < inf | logz: -26.756 +/- 0.419 | dlogz: 5.077 > 0.109
iter: 1900 | bound: 18 | nc: 39 | ncall: 64030 | eff(%): 2.967 | loglstar: -inf < -7.630 < inf | logz: -26.744 +/- 0.419 | dlogz: 5.055 > 0.109
iter: 1901 | bound: 18 | nc: 39 | ncall: 64069 | eff(%): 2.967 | loglstar: -inf < -7.603 < inf | logz: -26.732 +/- 0.419 | dlogz: 5.033 > 0.109
iter: 1902 | bound: 18 | nc: 39 | ncall: 64108 | eff(%): 2.967 | loglstar: -inf < -7.585 < inf | logz: -26.719 +/- 0.419 | dlogz: 5.011 > 0.109
iter: 1903 | bound: 18 | nc: 39 | ncall: 64147 | eff(%): 2.967 | loglstar: -inf < -7.582 < inf | logz: -26.707 +/- 0.419 | dlogz: 4.989 > 0.109
iter: 1904 | bound: 18 | nc: 39 | ncall: 64186 | eff(%): 2.966 | loglstar: -inf < -7.561 < inf | logz: -26.695 +/- 0.419 | dlogz: 5.242 > 0.109
iter: 1905 | bound: 18 | nc: 39 | ncall: 64225 | eff(%): 2.966 | loglstar: -inf < -7.539 < inf | logz: -26.683 +/- 0.419 | dlogz: 5.220 > 0.109
iter: 1906 | bound: 18 | nc: 39 | ncall: 64264 | eff(%): 2.966 | loglstar: -inf < -7.535 < inf | logz: -26.671 +/- 0.419 | dlogz: 5.198 > 0.109
iter: 1907 | bound: 18 | nc: 39 | ncall: 64303 | eff(%): 2.966 | loglstar: -inf < -7.471 < inf | logz: -26.659 +/- 0.419 | dlogz: 5.176 > 0.109
iter: 1908 | bound: 18 | nc: 39 | ncall: 64342 | eff(%): 2.965 | loglstar: -inf < -7.388 < inf | logz: -26.647 +/- 0.420 | dlogz: 5.155 > 0.109
iter: 1909 | bound: 18 | nc: 39 | ncall: 64381 | eff(%): 2.965 | loglstar: -inf < -7.330 < inf | logz: -26.633 +/- 0.420 | dlogz: 5.132 > 0.109
iter: 1910 | bound: 18 | nc: 39 | ncall: 64420 | eff(%): 2.965 | loglstar: -inf < -7.310 < inf | logz: -26.620 +/- 0.420 | dlogz: 5.109 > 0.109
iter: 1911 | bound: 18 | nc: 39 | ncall: 64459 | eff(%): 2.965 | loglstar: -inf < -7.271 < inf | logz: -26.606 +/- 0.420 | dlogz: 5.086 > 0.109
iter: 1912 | bound: 18 | nc: 39 | ncall: 64498 | eff(%): 2.964 | loglstar: -inf < -7.268 < inf | logz: -26.593 +/- 0.420 | dlogz: 5.062 > 0.109
iter: 1913 | bound: 18 | nc: 39 | ncall: 64537 | eff(%): 2.964 | loglstar: -inf < -7.253 < inf | logz: -26.580 +/- 0.420 | dlogz: 5.039 > 0.109
iter: 1914 | bound: 18 | nc: 39 | ncall: 64576 | eff(%): 2.964 | loglstar: -inf < -7.250 < inf | logz: -26.566 +/- 0.420 | dlogz: 5.016 > 0.109
iter: 1915 | bound: 18 | nc: 39 | ncall: 64615 | eff(%): 2.964 | loglstar: -inf < -7.210 < inf | logz: -26.553 +/- 0.420 | dlogz: 4.993 > 0.109
iter: 1916 | bound: 18 | nc: 39 | ncall: 64654 | eff(%): 2.963 | loglstar: -inf < -7.197 < inf | logz: -26.540 +/- 0.420 | dlogz: 4.970 > 0.109
iter: 1917 | bound: 18 | nc: 39 | ncall: 64693 | eff(%): 2.963 | loglstar: -inf < -7.195 < inf | logz: -26.527 +/- 0.420 | dlogz: 4.947 > 0.109
iter: 1918 | bound: 18 | nc: 39 | ncall: 64732 | eff(%): 2.963 | loglstar: -inf < -7.143 < inf | logz: -26.514 +/- 0.420 | dlogz: 4.924 > 0.109
iter: 1919 | bound: 18 | nc: 39 | ncall: 64771 | eff(%): 2.963 | loglstar: -inf < -7.102 < inf | logz: -26.501 +/- 0.421 | dlogz: 4.901 > 0.109
iter: 1920 | bound: 18 | nc: 39 | ncall: 64810 | eff(%): 2.963 | loglstar: -inf < -7.080 < inf | logz: -26.487 +/- 0.421 | dlogz: 4.878 > 0.109
iter: 1921 | bound: 18 | nc: 39 | ncall: 64849 | eff(%): 2.962 | loglstar: -inf < -7.075 < inf | logz: -26.474 +/- 0.421 | dlogz: 4.855 > 0.109
iter: 1922 | bound: 18 | nc: 39 | ncall: 64888 | eff(%): 2.962 | loglstar: -inf < -7.061 < inf | logz: -26.461 +/- 0.421 | dlogz: 4.832 > 0.109
iter: 1923 | bound: 18 | nc: 39 | ncall: 64927 | eff(%): 2.962 | loglstar: -inf < -7.058 < inf | logz: -26.448 +/- 0.421 | dlogz: 4.809 > 0.109
iter: 1924 | bound: 18 | nc: 39 | ncall: 64966 | eff(%): 2.962 | loglstar: -inf < -7.036 < inf | logz: -26.435 +/- 0.421 | dlogz: 4.786 > 0.109
iter: 1925 | bound: 18 | nc: 39 | ncall: 65005 | eff(%): 2.961 | loglstar: -inf < -7.005 < inf | logz: -26.422 +/- 0.421 | dlogz: 4.764 > 0.109
iter: 1926 | bound: 18 | nc: 39 | ncall: 65044 | eff(%): 2.961 | loglstar: -inf < -6.961 < inf | logz: -26.409 +/- 0.421 | dlogz: 4.741 > 0.109
iter: 1927 | bound: 18 | nc: 39 | ncall: 65083 | eff(%): 2.961 | loglstar: -inf < -6.960 < inf | logz: -26.396 +/- 0.421 | dlogz: 4.719 > 0.109
iter: 1928 | bound: 18 | nc: 39 | ncall: 65122 | eff(%): 2.961 | loglstar: -inf < -6.958 < inf | logz: -26.383 +/- 0.421 | dlogz: 4.696 > 0.109
iter: 1929 | bound: 18 | nc: 39 | ncall: 65161 | eff(%): 2.960 | loglstar: -inf < -6.941 < inf | logz: -26.371 +/- 0.421 | dlogz: 4.673 > 0.109
iter: 1930 | bound: 18 | nc: 39 | ncall: 65200 | eff(%): 2.960 | loglstar: -inf < -6.940 < inf | logz: -26.358 +/- 0.422 | dlogz: 4.651 > 0.109
iter: 1931 | bound: 18 | nc: 39 | ncall: 65239 | eff(%): 2.960 | loglstar: -inf < -6.911 < inf | logz: -26.346 +/- 0.422 | dlogz: 4.629 > 0.109
iter: 1932 | bound: 18 | nc: 39 | ncall: 65278 | eff(%): 2.960 | loglstar: -inf < -6.896 < inf | logz: -26.334 +/- 0.422 | dlogz: 4.607 > 0.109
iter: 1933 | bound: 18 | nc: 39 | ncall: 65317 | eff(%): 2.959 | loglstar: -inf < -6.894 < inf | logz: -26.321 +/- 0.422 | dlogz: 4.585 > 0.109
iter: 1934 | bound: 18 | nc: 39 | ncall: 65356 | eff(%): 2.959 | loglstar: -inf < -6.876 < inf | logz: -26.309 +/- 0.422 | dlogz: 4.563 > 0.109
iter: 1935 | bound: 18 | nc: 39 | ncall: 65395 | eff(%): 2.959 | loglstar: -inf < -6.868 < inf | logz: -26.298 +/- 0.422 | dlogz: 4.541 > 0.109
iter: 1936 | bound: 18 | nc: 39 | ncall: 65434 | eff(%): 2.959 | loglstar: -inf < -6.858 < inf | logz: -26.286 +/- 0.422 | dlogz: 4.519 > 0.109
iter: 1937 | bound: 18 | nc: 39 | ncall: 65473 | eff(%): 2.958 | loglstar: -inf < -6.856 < inf | logz: -26.274 +/- 0.422 | dlogz: 4.498 > 0.109
iter: 1938 | bound: 18 | nc: 39 | ncall: 65512 | eff(%): 2.958 | loglstar: -inf < -6.844 < inf | logz: -26.263 +/- 0.422 | dlogz: 4.477 > 0.109
iter: 1939 | bound: 18 | nc: 39 | ncall: 65551 | eff(%): 2.958 | loglstar: -inf < -6.806 < inf | logz: -26.251 +/- 0.422 | dlogz: 4.455 > 0.109
iter: 1940 | bound: 18 | nc: 39 | ncall: 65590 | eff(%): 2.958 | loglstar: -inf < -6.804 < inf | logz: -26.240 +/- 0.422 | dlogz: 4.434 > 0.109
iter: 1941 | bound: 18 | nc: 39 | ncall: 65629 | eff(%): 2.958 | loglstar: -inf < -6.792 < inf | logz: -26.229 +/- 0.422 | dlogz: 4.413 > 0.109
iter: 1942 | bound: 18 | nc: 39 | ncall: 65668 | eff(%): 2.957 | loglstar: -inf < -6.791 < inf | logz: -26.217 +/- 0.422 | dlogz: 4.392 > 0.109
iter: 1943 | bound: 18 | nc: 39 | ncall: 65707 | eff(%): 2.957 | loglstar: -inf < -6.786 < inf | logz: -26.207 +/- 0.422 | dlogz: 4.371 > 0.109
iter: 1944 | bound: 18 | nc: 39 | ncall: 65746 | eff(%): 2.957 | loglstar: -inf < -6.781 < inf | logz: -26.196 +/- 0.423 | dlogz: 4.351 > 0.109
iter: 1945 | bound: 18 | nc: 39 | ncall: 65785 | eff(%): 2.957 | loglstar: -inf < -6.776 < inf | logz: -26.185 +/- 0.423 | dlogz: 4.330 > 0.109
iter: 1946 | bound: 18 | nc: 39 | ncall: 65824 | eff(%): 2.956 | loglstar: -inf < -6.769 < inf | logz: -26.175 +/- 0.423 | dlogz: 4.379 > 0.109
iter: 1947 | bound: 18 | nc: 39 | ncall: 65863 | eff(%): 2.956 | loglstar: -inf < -6.769 < inf | logz: -26.165 +/- 0.423 | dlogz: 4.359 > 0.109
iter: 1948 | bound: 18 | nc: 39 | ncall: 65902 | eff(%): 2.956 | loglstar: -inf < -6.755 < inf | logz: -26.154 +/- 0.423 | dlogz: 4.339 > 0.109
iter: 1949 | bound: 18 | nc: 39 | ncall: 65941 | eff(%): 2.956 | loglstar: -inf < -6.737 < inf | logz: -26.144 +/- 0.423 | dlogz: 4.319 > 0.109
iter: 1950 | bound: 18 | nc: 39 | ncall: 65980 | eff(%): 2.955 | loglstar: -inf < -6.731 < inf | logz: -26.134 +/- 0.423 | dlogz: 4.300 > 0.109
iter: 1951 | bound: 18 | nc: 39 | ncall: 66019 | eff(%): 2.955 | loglstar: -inf < -6.725 < inf | logz: -26.125 +/- 0.423 | dlogz: 4.280 > 0.109
iter: 1952 | bound: 18 | nc: 39 | ncall: 66058 | eff(%): 2.955 | loglstar: -inf < -6.724 < inf | logz: -26.115 +/- 0.423 | dlogz: 4.260 > 0.109
iter: 1953 | bound: 18 | nc: 39 | ncall: 66097 | eff(%): 2.955 | loglstar: -inf < -6.702 < inf | logz: -26.105 +/- 0.423 | dlogz: 4.241 > 0.109
iter: 1954 | bound: 19 | nc: 39 | ncall: 66136 | eff(%): 2.955 | loglstar: -inf < -6.695 < inf | logz: -26.096 +/- 0.423 | dlogz: 4.222 > 0.109
iter: 1955 | bound: 19 | nc: 39 | ncall: 66175 | eff(%): 2.954 | loglstar: -inf < -6.693 < inf | logz: -26.086 +/- 0.423 | dlogz: 4.203 > 0.109
iter: 1956 | bound: 19 | nc: 39 | ncall: 66214 | eff(%): 2.954 | loglstar: -inf < -6.685 < inf | logz: -26.077 +/- 0.423 | dlogz: 4.183 > 0.109
iter: 1957 | bound: 19 | nc: 39 | ncall: 66253 | eff(%): 2.954 | loglstar: -inf < -6.662 < inf | logz: -26.068 +/- 0.423 | dlogz: 4.165 > 0.109
iter: 1958 | bound: 19 | nc: 39 | ncall: 66292 | eff(%): 2.954 | loglstar: -inf < -6.662 < inf | logz: -26.058 +/- 0.423 | dlogz: 4.146 > 0.109
iter: 1959 | bound: 19 | nc: 39 | ncall: 66331 | eff(%): 2.953 | loglstar: -inf < -6.655 < inf | logz: -26.049 +/- 0.423 | dlogz: 4.127 > 0.109
iter: 1960 | bound: 19 | nc: 39 | ncall: 66370 | eff(%): 2.953 | loglstar: -inf < -6.647 < inf | logz: -26.040 +/- 0.423 | dlogz: 4.108 > 0.109
iter: 1961 | bound: 19 | nc: 39 | ncall: 66409 | eff(%): 2.953 | loglstar: -inf < -6.642 < inf | logz: -26.032 +/- 0.423 | dlogz: 4.089 > 0.109
iter: 1962 | bound: 19 | nc: 39 | ncall: 66448 | eff(%): 2.953 | loglstar: -inf < -6.632 < inf | logz: -26.023 +/- 0.423 | dlogz: 4.071 > 0.109
iter: 1963 | bound: 19 | nc: 39 | ncall: 66487 | eff(%): 2.952 | loglstar: -inf < -6.621 < inf | logz: -26.014 +/- 0.423 | dlogz: 4.053 > 0.109
iter: 1964 | bound: 19 | nc: 39 | ncall: 66526 | eff(%): 2.952 | loglstar: -inf < -6.616 < inf | logz: -26.006 +/- 0.423 | dlogz: 4.034 > 0.109
iter: 1965 | bound: 19 | nc: 39 | ncall: 66565 | eff(%): 2.952 | loglstar: -inf < -6.607 < inf | logz: -25.997 +/- 0.423 | dlogz: 4.016 > 0.109
iter: 1966 | bound: 19 | nc: 39 | ncall: 66604 | eff(%): 2.952 | loglstar: -inf < -6.596 < inf | logz: -25.989 +/- 0.424 | dlogz: 3.998 > 0.109
iter: 1967 | bound: 19 | nc: 39 | ncall: 66643 | eff(%): 2.952 | loglstar: -inf < -6.566 < inf | logz: -25.980 +/- 0.424 | dlogz: 3.980 > 0.109
iter: 1968 | bound: 19 | nc: 39 | ncall: 66682 | eff(%): 2.951 | loglstar: -inf < -6.563 < inf | logz: -25.972 +/- 0.424 | dlogz: 3.962 > 0.109
iter: 1969 | bound: 19 | nc: 39 | ncall: 66721 | eff(%): 2.951 | loglstar: -inf < -6.563 < inf | logz: -25.964 +/- 0.424 | dlogz: 3.944 > 0.109
iter: 1970 | bound: 19 | nc: 39 | ncall: 66760 | eff(%): 2.951 | loglstar: -inf < -6.544 < inf | logz: -25.955 +/- 0.424 | dlogz: 3.926 > 0.109
iter: 1971 | bound: 19 | nc: 39 | ncall: 66799 | eff(%): 2.951 | loglstar: -inf < -6.543 < inf | logz: -25.947 +/- 0.424 | dlogz: 3.908 > 0.109
iter: 1972 | bound: 19 | nc: 39 | ncall: 66838 | eff(%): 2.950 | loglstar: -inf < -6.540 < inf | logz: -25.939 +/- 0.424 | dlogz: 3.891 > 0.109
iter: 1973 | bound: 19 | nc: 39 | ncall: 66877 | eff(%): 2.950 | loglstar: -inf < -6.473 < inf | logz: -25.931 +/- 0.424 | dlogz: 3.873 > 0.109
iter: 1974 | bound: 19 | nc: 39 | ncall: 66916 | eff(%): 2.950 | loglstar: -inf < -6.462 < inf | logz: -25.923 +/- 0.424 | dlogz: 3.855 > 0.109
iter: 1975 | bound: 19 | nc: 39 | ncall: 66955 | eff(%): 2.950 | loglstar: -inf < -6.454 < inf | logz: -25.915 +/- 0.424 | dlogz: 3.837 > 0.109
iter: 1976 | bound: 19 | nc: 39 | ncall: 66994 | eff(%): 2.950 | loglstar: -inf < -6.428 < inf | logz: -25.906 +/- 0.424 | dlogz: 3.820 > 0.109
iter: 1977 | bound: 19 | nc: 39 | ncall: 67033 | eff(%): 2.949 | loglstar: -inf < -6.420 < inf | logz: -25.898 +/- 0.424 | dlogz: 3.802 > 0.109
iter: 1978 | bound: 19 | nc: 39 | ncall: 67072 | eff(%): 2.949 | loglstar: -inf < -6.414 < inf | logz: -25.890 +/- 0.424 | dlogz: 3.784 > 0.109
iter: 1979 | bound: 19 | nc: 39 | ncall: 67111 | eff(%): 2.949 | loglstar: -inf < -6.407 < inf | logz: -25.882 +/- 0.424 | dlogz: 3.766 > 0.109
iter: 1980 | bound: 19 | nc: 39 | ncall: 67150 | eff(%): 2.949 | loglstar: -inf < -6.393 < inf | logz: -25.874 +/- 0.424 | dlogz: 3.749 > 0.109
iter: 1981 | bound: 19 | nc: 39 | ncall: 67189 | eff(%): 2.948 | loglstar: -inf < -6.371 < inf | logz: -25.866 +/- 0.424 | dlogz: 3.731 > 0.109
iter: 1982 | bound: 19 | nc: 39 | ncall: 67228 | eff(%): 2.948 | loglstar: -inf < -6.364 < inf | logz: -25.858 +/- 0.424 | dlogz: 3.714 > 0.109
iter: 1983 | bound: 19 | nc: 39 | ncall: 67267 | eff(%): 2.948 | loglstar: -inf < -6.363 < inf | logz: -25.850 +/- 0.424 | dlogz: 3.696 > 0.109
iter: 1984 | bound: 19 | nc: 39 | ncall: 67306 | eff(%): 2.948 | loglstar: -inf < -6.352 < inf | logz: -25.842 +/- 0.424 | dlogz: 3.679 > 0.109
iter: 1985 | bound: 19 | nc: 39 | ncall: 67345 | eff(%): 2.948 | loglstar: -inf < -6.351 < inf | logz: -25.835 +/- 0.424 | dlogz: 3.662 > 0.109
iter: 1986 | bound: 19 | nc: 39 | ncall: 67384 | eff(%): 2.947 | loglstar: -inf < -6.343 < inf | logz: -25.827 +/- 0.424 | dlogz: 3.645 > 0.109
iter: 1987 | bound: 19 | nc: 39 | ncall: 67423 | eff(%): 2.947 | loglstar: -inf < -6.342 < inf | logz: -25.820 +/- 0.424 | dlogz: 3.628 > 0.109
iter: 1988 | bound: 19 | nc: 39 | ncall: 67462 | eff(%): 2.947 | loglstar: -inf < -6.337 < inf | logz: -25.812 +/- 0.424 | dlogz: 3.611 > 0.109
iter: 1989 | bound: 19 | nc: 39 | ncall: 67501 | eff(%): 2.947 | loglstar: -inf < -6.309 < inf | logz: -25.805 +/- 0.424 | dlogz: 3.594 > 0.109
iter: 1990 | bound: 19 | nc: 39 | ncall: 67540 | eff(%): 2.946 | loglstar: -inf < -6.293 < inf | logz: -25.798 +/- 0.424 | dlogz: 3.577 > 0.109
iter: 1991 | bound: 19 | nc: 39 | ncall: 67579 | eff(%): 2.946 | loglstar: -inf < -6.268 < inf | logz: -25.790 +/- 0.424 | dlogz: 3.560 > 0.109
iter: 1992 | bound: 19 | nc: 39 | ncall: 67618 | eff(%): 2.946 | loglstar: -inf < -6.262 < inf | logz: -25.783 +/- 0.424 | dlogz: 3.543 > 0.109
iter: 1993 | bound: 19 | nc: 39 | ncall: 67657 | eff(%): 2.946 | loglstar: -inf < -6.258 < inf | logz: -25.776 +/- 0.424 | dlogz: 3.527 > 0.109
iter: 1994 | bound: 19 | nc: 39 | ncall: 67696 | eff(%): 2.946 | loglstar: -inf < -6.256 < inf | logz: -25.768 +/- 0.425 | dlogz: 3.510 > 0.109
iter: 1995 | bound: 19 | nc: 39 | ncall: 67735 | eff(%): 2.945 | loglstar: -inf < -6.245 < inf | logz: -25.761 +/- 0.425 | dlogz: 3.493 > 0.109
iter: 1996 | bound: 19 | nc: 39 | ncall: 67774 | eff(%): 2.945 | loglstar: -inf < -6.231 < inf | logz: -25.754 +/- 0.425 | dlogz: 3.477 > 0.109
iter: 1997 | bound: 19 | nc: 39 | ncall: 67813 | eff(%): 2.945 | loglstar: -inf < -6.224 < inf | logz: -25.747 +/- 0.425 | dlogz: 4.031 > 0.109
iter: 1998 | bound: 19 | nc: 39 | ncall: 67852 | eff(%): 2.945 | loglstar: -inf < -6.216 < inf | logz: -25.740 +/- 0.425 | dlogz: 4.014 > 0.109
iter: 1999 | bound: 19 | nc: 39 | ncall: 67891 | eff(%): 2.944 | loglstar: -inf < -6.181 < inf | logz: -25.733 +/- 0.425 | dlogz: 3.997 > 0.109
iter: 2000 | bound: 19 | nc: 39 | ncall: 67930 | eff(%): 2.944 | loglstar: -inf < -6.154 < inf | logz: -25.726 +/- 0.425 | dlogz: 3.981 > 0.109
iter: 2001 | bound: 19 | nc: 39 | ncall: 67969 | eff(%): 2.944 | loglstar: -inf < -6.113 < inf | logz: -25.719 +/- 0.425 | dlogz: 3.964 > 0.109
iter: 2002 | bound: 19 | nc: 39 | ncall: 68008 | eff(%): 2.944 | loglstar: -inf < -6.086 < inf | logz: -25.711 +/- 0.425 | dlogz: 3.947 > 0.109
iter: 2003 | bound: 19 | nc: 39 | ncall: 68047 | eff(%): 2.944 | loglstar: -inf < -6.086 < inf | logz: -25.704 +/- 0.425 | dlogz: 3.930 > 0.109
iter: 2004 | bound: 19 | nc: 39 | ncall: 68086 | eff(%): 2.943 | loglstar: -inf < -6.055 < inf | logz: -25.697 +/- 0.425 | dlogz: 3.913 > 0.109
iter: 2005 | bound: 19 | nc: 39 | ncall: 68125 | eff(%): 2.943 | loglstar: -inf < -6.052 < inf | logz: -25.689 +/- 0.425 | dlogz: 3.896 > 0.109
iter: 2006 | bound: 19 | nc: 39 | ncall: 68164 | eff(%): 2.943 | loglstar: -inf < -6.039 < inf | logz: -25.682 +/- 0.425 | dlogz: 3.880 > 0.109
iter: 2007 | bound: 19 | nc: 39 | ncall: 68203 | eff(%): 2.943 | loglstar: -inf < -6.026 < inf | logz: -25.675 +/- 0.425 | dlogz: 3.863 > 0.109
iter: 2008 | bound: 19 | nc: 39 | ncall: 68242 | eff(%): 2.942 | loglstar: -inf < -6.021 < inf | logz: -25.668 +/- 0.425 | dlogz: 3.846 > 0.109
iter: 2009 | bound: 19 | nc: 39 | ncall: 68281 | eff(%): 2.942 | loglstar: -inf < -6.020 < inf | logz: -25.661 +/- 0.425 | dlogz: 3.829 > 0.109
iter: 2010 | bound: 19 | nc: 39 | ncall: 68320 | eff(%): 2.942 | loglstar: -inf < -6.011 < inf | logz: -25.654 +/- 0.425 | dlogz: 3.812 > 0.109
iter: 2011 | bound: 19 | nc: 39 | ncall: 68359 | eff(%): 2.942 | loglstar: -inf < -6.009 < inf | logz: -25.647 +/- 0.425 | dlogz: 3.796 > 0.109
iter: 2012 | bound: 19 | nc: 39 | ncall: 68398 | eff(%): 2.942 | loglstar: -inf < -6.002 < inf | logz: -25.640 +/- 0.425 | dlogz: 3.779 > 0.109
iter: 2013 | bound: 19 | nc: 39 | ncall: 68437 | eff(%): 2.941 | loglstar: -inf < -6.000 < inf | logz: -25.633 +/- 0.425 | dlogz: 3.763 > 0.109
iter: 2014 | bound: 19 | nc: 39 | ncall: 68476 | eff(%): 2.941 | loglstar: -inf < -5.998 < inf | logz: -25.627 +/- 0.425 | dlogz: 3.747 > 0.109
iter: 2015 | bound: 19 | nc: 39 | ncall: 68515 | eff(%): 2.941 | loglstar: -inf < -5.986 < inf | logz: -25.620 +/- 0.425 | dlogz: 3.731 > 0.109
iter: 2016 | bound: 19 | nc: 39 | ncall: 68554 | eff(%): 2.941 | loglstar: -inf < -5.973 < inf | logz: -25.614 +/- 0.425 | dlogz: 3.715 > 0.109
iter: 2017 | bound: 19 | nc: 39 | ncall: 68593 | eff(%): 2.941 | loglstar: -inf < -5.971 < inf | logz: -25.607 +/- 0.425 | dlogz: 3.698 > 0.109
iter: 2018 | bound: 19 | nc: 39 | ncall: 68632 | eff(%): 2.940 | loglstar: -inf < -5.961 < inf | logz: -25.601 +/- 0.425 | dlogz: 3.682 > 0.109
iter: 2019 | bound: 19 | nc: 39 | ncall: 68671 | eff(%): 2.940 | loglstar: -inf < -5.957 < inf | logz: -25.594 +/- 0.425 | dlogz: 3.666 > 0.109
iter: 2020 | bound: 19 | nc: 39 | ncall: 68710 | eff(%): 2.940 | loglstar: -inf < -5.951 < inf | logz: -25.588 +/- 0.425 | dlogz: 3.651 > 0.109
iter: 2021 | bound: 19 | nc: 39 | ncall: 68749 | eff(%): 2.940 | loglstar: -inf < -5.948 < inf | logz: -25.582 +/- 0.425 | dlogz: 3.635 > 0.109
iter: 2022 | bound: 19 | nc: 39 | ncall: 68788 | eff(%): 2.939 | loglstar: -inf < -5.947 < inf | logz: -25.576 +/- 0.426 | dlogz: 3.619 > 0.109
iter: 2023 | bound: 19 | nc: 39 | ncall: 68827 | eff(%): 2.939 | loglstar: -inf < -5.897 < inf | logz: -25.570 +/- 0.426 | dlogz: 3.603 > 0.109
iter: 2024 | bound: 19 | nc: 39 | ncall: 68866 | eff(%): 2.939 | loglstar: -inf < -5.896 < inf | logz: -25.563 +/- 0.426 | dlogz: 3.588 > 0.109
iter: 2025 | bound: 19 | nc: 39 | ncall: 68905 | eff(%): 2.939 | loglstar: -inf < -5.892 < inf | logz: -25.557 +/- 0.426 | dlogz: 3.572 > 0.109
iter: 2026 | bound: 19 | nc: 39 | ncall: 68944 | eff(%): 2.939 | loglstar: -inf < -5.879 < inf | logz: -25.551 +/- 0.426 | dlogz: 3.556 > 0.109
iter: 2027 | bound: 19 | nc: 39 | ncall: 68983 | eff(%): 2.938 | loglstar: -inf < -5.874 < inf | logz: -25.545 +/- 0.426 | dlogz: 3.541 > 0.109
iter: 2028 | bound: 19 | nc: 39 | ncall: 69022 | eff(%): 2.938 | loglstar: -inf < -5.873 < inf | logz: -25.539 +/- 0.426 | dlogz: 4.282 > 0.109
iter: 2029 | bound: 19 | nc: 39 | ncall: 69061 | eff(%): 2.938 | loglstar: -inf < -5.871 < inf | logz: -25.533 +/- 0.426 | dlogz: 4.266 > 0.109
iter: 2030 | bound: 19 | nc: 39 | ncall: 69100 | eff(%): 2.938 | loglstar: -inf < -5.829 < inf | logz: -25.527 +/- 0.426 | dlogz: 4.250 > 0.109
iter: 2031 | bound: 19 | nc: 39 | ncall: 69139 | eff(%): 2.938 | loglstar: -inf < -5.822 < inf | logz: -25.521 +/- 0.426 | dlogz: 4.235 > 0.109
iter: 2032 | bound: 19 | nc: 39 | ncall: 69178 | eff(%): 2.937 | loglstar: -inf < -5.816 < inf | logz: -25.515 +/- 0.426 | dlogz: 4.219 > 0.109
iter: 2033 | bound: 19 | nc: 39 | ncall: 69217 | eff(%): 2.937 | loglstar: -inf < -5.813 < inf | logz: -25.509 +/- 0.426 | dlogz: 4.203 > 0.109
iter: 2034 | bound: 19 | nc: 39 | ncall: 69256 | eff(%): 2.937 | loglstar: -inf < -5.808 < inf | logz: -25.504 +/- 0.426 | dlogz: 4.188 > 0.109
iter: 2035 | bound: 19 | nc: 39 | ncall: 69295 | eff(%): 2.937 | loglstar: -inf < -5.805 < inf | logz: -25.498 +/- 0.426 | dlogz: 4.172 > 0.109
iter: 2036 | bound: 19 | nc: 39 | ncall: 69334 | eff(%): 2.937 | loglstar: -inf < -5.795 < inf | logz: -25.492 +/- 0.426 | dlogz: 4.157 > 0.109
iter: 2037 | bound: 19 | nc: 39 | ncall: 69373 | eff(%): 2.936 | loglstar: -inf < -5.775 < inf | logz: -25.487 +/- 0.426 | dlogz: 4.142 > 0.109
iter: 2038 | bound: 19 | nc: 39 | ncall: 69412 | eff(%): 2.936 | loglstar: -inf < -5.755 < inf | logz: -25.481 +/- 0.426 | dlogz: 4.126 > 0.109
iter: 2039 | bound: 19 | nc: 39 | ncall: 69451 | eff(%): 2.936 | loglstar: -inf < -5.749 < inf | logz: -25.475 +/- 0.426 | dlogz: 4.111 > 0.109
iter: 2040 | bound: 19 | nc: 39 | ncall: 69490 | eff(%): 2.936 | loglstar: -inf < -5.734 < inf | logz: -25.470 +/- 0.426 | dlogz: 4.095 > 0.109
iter: 2041 | bound: 19 | nc: 39 | ncall: 69529 | eff(%): 2.935 | loglstar: -inf < -5.726 < inf | logz: -25.464 +/- 0.426 | dlogz: 4.080 > 0.109
iter: 2042 | bound: 19 | nc: 39 | ncall: 69568 | eff(%): 2.935 | loglstar: -inf < -5.722 < inf | logz: -25.458 +/- 0.426 | dlogz: 4.065 > 0.109
iter: 2043 | bound: 19 | nc: 39 | ncall: 69607 | eff(%): 2.935 | loglstar: -inf < -5.701 < inf | logz: -25.453 +/- 0.426 | dlogz: 4.049 > 0.109
iter: 2044 | bound: 19 | nc: 39 | ncall: 69646 | eff(%): 2.935 | loglstar: -inf < -5.653 < inf | logz: -25.447 +/- 0.426 | dlogz: 4.034 > 0.109
iter: 2045 | bound: 19 | nc: 39 | ncall: 69685 | eff(%): 2.935 | loglstar: -inf < -5.646 < inf | logz: -25.441 +/- 0.426 | dlogz: 4.019 > 0.109
iter: 2046 | bound: 19 | nc: 39 | ncall: 69724 | eff(%): 2.934 | loglstar: -inf < -5.639 < inf | logz: -25.436 +/- 0.426 | dlogz: 4.003 > 0.109
iter: 2047 | bound: 19 | nc: 39 | ncall: 69763 | eff(%): 2.934 | loglstar: -inf < -5.619 < inf | logz: -25.430 +/- 0.426 | dlogz: 3.988 > 0.109
iter: 2048 | bound: 19 | nc: 39 | ncall: 69802 | eff(%): 2.934 | loglstar: -inf < -5.616 < inf | logz: -25.424 +/- 0.426 | dlogz: 3.973 > 0.109
iter: 2049 | bound: 19 | nc: 39 | ncall: 69841 | eff(%): 2.934 | loglstar: -inf < -5.599 < inf | logz: -25.419 +/- 0.426 | dlogz: 3.957 > 0.109
iter: 2050 | bound: 19 | nc: 39 | ncall: 69880 | eff(%): 2.934 | loglstar: -inf < -5.596 < inf | logz: -25.413 +/- 0.426 | dlogz: 3.942 > 0.109
iter: 2051 | bound: 19 | nc: 39 | ncall: 69919 | eff(%): 2.933 | loglstar: -inf < -5.585 < inf | logz: -25.408 +/- 0.426 | dlogz: 3.927 > 0.109
iter: 2052 | bound: 19 | nc: 39 | ncall: 69958 | eff(%): 2.933 | loglstar: -inf < -5.565 < inf | logz: -25.402 +/- 0.426 | dlogz: 3.912 > 0.109
iter: 2053 | bound: 19 | nc: 39 | ncall: 69997 | eff(%): 2.933 | loglstar: -inf < -5.536 < inf | logz: -25.397 +/- 0.427 | dlogz: 3.897 > 0.109
iter: 2054 | bound: 20 | nc: 39 | ncall: 70036 | eff(%): 2.933 | loglstar: -inf < -5.522 < inf | logz: -25.391 +/- 0.427 | dlogz: 3.881 > 0.109
iter: 2055 | bound: 20 | nc: 39 | ncall: 70075 | eff(%): 2.933 | loglstar: -inf < -5.518 < inf | logz: -25.385 +/- 0.427 | dlogz: 3.866 > 0.109
iter: 2056 | bound: 20 | nc: 39 | ncall: 70114 | eff(%): 2.932 | loglstar: -inf < -5.512 < inf | logz: -25.380 +/- 0.427 | dlogz: 3.851 > 0.109
iter: 2057 | bound: 20 | nc: 39 | ncall: 70153 | eff(%): 2.932 | loglstar: -inf < -5.465 < inf | logz: -25.374 +/- 0.427 | dlogz: 3.836 > 0.109
iter: 2058 | bound: 20 | nc: 39 | ncall: 70192 | eff(%): 2.932 | loglstar: -inf < -5.463 < inf | logz: -25.369 +/- 0.427 | dlogz: 3.821 > 0.109
iter: 2059 | bound: 20 | nc: 39 | ncall: 70231 | eff(%): 2.932 | loglstar: -inf < -5.455 < inf | logz: -25.363 +/- 0.427 | dlogz: 3.805 > 0.109
iter: 2060 | bound: 20 | nc: 39 | ncall: 70270 | eff(%): 2.932 | loglstar: -inf < -5.454 < inf | logz: -25.357 +/- 0.427 | dlogz: 3.790 > 0.109
iter: 2061 | bound: 20 | nc: 39 | ncall: 70309 | eff(%): 2.931 | loglstar: -inf < -5.446 < inf | logz: -25.352 +/- 0.427 | dlogz: 3.775 > 0.109
iter: 2062 | bound: 20 | nc: 39 | ncall: 70348 | eff(%): 2.931 | loglstar: -inf < -5.441 < inf | logz: -25.347 +/- 0.427 | dlogz: 3.760 > 0.109
iter: 2063 | bound: 20 | nc: 39 | ncall: 70387 | eff(%): 2.931 | loglstar: -inf < -5.434 < inf | logz: -25.341 +/- 0.427 | dlogz: 3.745 > 0.109
iter: 2064 | bound: 20 | nc: 39 | ncall: 70426 | eff(%): 2.931 | loglstar: -inf < -5.418 < inf | logz: -25.336 +/- 0.427 | dlogz: 3.730 > 0.109
iter: 2065 | bound: 20 | nc: 39 | ncall: 70465 | eff(%): 2.931 | loglstar: -inf < -5.411 < inf | logz: -25.331 +/- 0.427 | dlogz: 3.715 > 0.109
iter: 2066 | bound: 20 | nc: 39 | ncall: 70504 | eff(%): 2.930 | loglstar: -inf < -5.400 < inf | logz: -25.325 +/- 0.427 | dlogz: 3.700 > 0.109
iter: 2067 | bound: 20 | nc: 39 | ncall: 70543 | eff(%): 2.930 | loglstar: -inf < -5.373 < inf | logz: -25.320 +/- 0.427 | dlogz: 3.685 > 0.109
iter: 2068 | bound: 20 | nc: 39 | ncall: 70582 | eff(%): 2.930 | loglstar: -inf < -5.365 < inf | logz: -25.315 +/- 0.427 | dlogz: 3.671 > 0.109
iter: 2069 | bound: 20 | nc: 39 | ncall: 70621 | eff(%): 2.930 | loglstar: -inf < -5.356 < inf | logz: -25.309 +/- 0.427 | dlogz: 3.656 > 0.109
iter: 2070 | bound: 20 | nc: 39 | ncall: 70660 | eff(%): 2.930 | loglstar: -inf < -5.356 < inf | logz: -25.304 +/- 0.427 | dlogz: 3.641 > 0.109
iter: 2071 | bound: 20 | nc: 39 | ncall: 70699 | eff(%): 2.929 | loglstar: -inf < -5.353 < inf | logz: -25.299 +/- 0.427 | dlogz: 3.626 > 0.109
iter: 2072 | bound: 20 | nc: 39 | ncall: 70738 | eff(%): 2.929 | loglstar: -inf < -5.346 < inf | logz: -25.294 +/- 0.427 | dlogz: 3.612 > 0.109
iter: 2073 | bound: 20 | nc: 39 | ncall: 70777 | eff(%): 2.929 | loglstar: -inf < -5.345 < inf | logz: -25.289 +/- 0.427 | dlogz: 3.597 > 0.109
iter: 2074 | bound: 20 | nc: 39 | ncall: 70816 | eff(%): 2.929 | loglstar: -inf < -5.328 < inf | logz: -25.284 +/- 0.427 | dlogz: 3.583 > 0.109
iter: 2075 | bound: 20 | nc: 39 | ncall: 70855 | eff(%): 2.929 | loglstar: -inf < -5.309 < inf | logz: -25.279 +/- 0.427 | dlogz: 3.568 > 0.109
iter: 2076 | bound: 20 | nc: 39 | ncall: 70894 | eff(%): 2.928 | loglstar: -inf < -5.301 < inf | logz: -25.274 +/- 0.427 | dlogz: 3.554 > 0.109
iter: 2077 | bound: 20 | nc: 39 | ncall: 70933 | eff(%): 2.928 | loglstar: -inf < -5.278 < inf | logz: -25.269 +/- 0.427 | dlogz: 3.539 > 0.109
iter: 2078 | bound: 20 | nc: 39 | ncall: 70972 | eff(%): 2.928 | loglstar: -inf < -5.273 < inf | logz: -25.264 +/- 0.427 | dlogz: 3.525 > 0.109
iter: 2079 | bound: 20 | nc: 39 | ncall: 71011 | eff(%): 2.928 | loglstar: -inf < -5.263 < inf | logz: -25.259 +/- 0.427 | dlogz: 3.510 > 0.109
iter: 2080 | bound: 20 | nc: 39 | ncall: 71050 | eff(%): 2.928 | loglstar: -inf < -5.261 < inf | logz: -25.254 +/- 0.427 | dlogz: 3.496 > 0.109
iter: 2081 | bound: 20 | nc: 39 | ncall: 71089 | eff(%): 2.927 | loglstar: -inf < -5.246 < inf | logz: -25.249 +/- 0.428 | dlogz: 3.481 > 0.109
iter: 2082 | bound: 20 | nc: 39 | ncall: 71128 | eff(%): 2.927 | loglstar: -inf < -5.244 < inf | logz: -25.244 +/- 0.428 | dlogz: 3.467 > 0.109
iter: 2083 | bound: 20 | nc: 39 | ncall: 71167 | eff(%): 2.927 | loglstar: -inf < -5.235 < inf | logz: -25.239 +/- 0.428 | dlogz: 3.452 > 0.109
iter: 2084 | bound: 20 | nc: 39 | ncall: 71206 | eff(%): 2.927 | loglstar: -inf < -5.213 < inf | logz: -25.234 +/- 0.428 | dlogz: 3.438 > 0.109
iter: 2085 | bound: 20 | nc: 39 | ncall: 71245 | eff(%): 2.927 | loglstar: -inf < -5.194 < inf | logz: -25.229 +/- 0.428 | dlogz: 3.424 > 0.109
iter: 2086 | bound: 20 | nc: 39 | ncall: 71284 | eff(%): 2.926 | loglstar: -inf < -5.167 < inf | logz: -25.225 +/- 0.428 | dlogz: 3.409 > 0.109
iter: 2087 | bound: 20 | nc: 39 | ncall: 71323 | eff(%): 2.926 | loglstar: -inf < -5.165 < inf | logz: -25.220 +/- 0.428 | dlogz: 3.395 > 0.109
iter: 2088 | bound: 20 | nc: 39 | ncall: 71362 | eff(%): 2.926 | loglstar: -inf < -5.152 < inf | logz: -25.215 +/- 0.428 | dlogz: 3.381 > 0.109
iter: 2089 | bound: 20 | nc: 39 | ncall: 71401 | eff(%): 2.926 | loglstar: -inf < -5.137 < inf | logz: -25.210 +/- 0.428 | dlogz: 3.366 > 0.109
iter: 2090 | bound: 21 | nc: 39 | ncall: 71440 | eff(%): 2.926 | loglstar: -inf < -5.129 < inf | logz: -25.205 +/- 0.428 | dlogz: 3.352 > 0.109
iter: 2091 | bound: 21 | nc: 39 | ncall: 71479 | eff(%): 2.925 | loglstar: -inf < -5.091 < inf | logz: -25.200 +/- 0.428 | dlogz: 3.338 > 0.109
iter: 2092 | bound: 21 | nc: 39 | ncall: 71518 | eff(%): 2.925 | loglstar: -inf < -5.072 < inf | logz: -25.195 +/- 0.428 | dlogz: 3.324 > 0.109
iter: 2093 | bound: 21 | nc: 39 | ncall: 71557 | eff(%): 2.925 | loglstar: -inf < -5.069 < inf | logz: -25.190 +/- 0.428 | dlogz: 3.309 > 0.109
iter: 2094 | bound: 21 | nc: 39 | ncall: 71596 | eff(%): 2.925 | loglstar: -inf < -5.060 < inf | logz: -25.185 +/- 0.428 | dlogz: 3.295 > 0.109
iter: 2095 | bound: 21 | nc: 39 | ncall: 71635 | eff(%): 2.925 | loglstar: -inf < -5.052 < inf | logz: -25.181 +/- 0.428 | dlogz: 3.281 > 0.109
iter: 2096 | bound: 21 | nc: 39 | ncall: 71674 | eff(%): 2.924 | loglstar: -inf < -5.041 < inf | logz: -25.176 +/- 0.428 | dlogz: 3.266 > 0.109
iter: 2097 | bound: 21 | nc: 39 | ncall: 71713 | eff(%): 2.924 | loglstar: -inf < -5.033 < inf | logz: -25.171 +/- 0.428 | dlogz: 3.252 > 0.109
iter: 2098 | bound: 21 | nc: 39 | ncall: 71752 | eff(%): 2.924 | loglstar: -inf < -5.025 < inf | logz: -25.166 +/- 0.428 | dlogz: 3.238 > 0.109
iter: 2099 | bound: 21 | nc: 39 | ncall: 71791 | eff(%): 2.924 | loglstar: -inf < -4.986 < inf | logz: -25.161 +/- 0.428 | dlogz: 3.224 > 0.109
iter: 2100 | bound: 21 | nc: 39 | ncall: 71830 | eff(%): 2.924 | loglstar: -inf < -4.983 < inf | logz: -25.156 +/- 0.428 | dlogz: 3.210 > 0.109
iter: 2101 | bound: 21 | nc: 39 | ncall: 71869 | eff(%): 2.923 | loglstar: -inf < -4.980 < inf | logz: -25.152 +/- 0.428 | dlogz: 3.195 > 0.109
iter: 2102 | bound: 21 | nc: 39 | ncall: 71908 | eff(%): 2.923 | loglstar: -inf < -4.944 < inf | logz: -25.147 +/- 0.428 | dlogz: 3.181 > 0.109
iter: 2103 | bound: 21 | nc: 39 | ncall: 71947 | eff(%): 2.923 | loglstar: -inf < -4.931 < inf | logz: -25.142 +/- 0.428 | dlogz: 3.167 > 0.109
iter: 2104 | bound: 21 | nc: 39 | ncall: 71986 | eff(%): 2.923 | loglstar: -inf < -4.928 < inf | logz: -25.137 +/- 0.428 | dlogz: 3.153 > 0.109
iter: 2105 | bound: 21 | nc: 39 | ncall: 72025 | eff(%): 2.923 | loglstar: -inf < -4.926 < inf | logz: -25.132 +/- 0.428 | dlogz: 3.139 > 0.109
iter: 2106 | bound: 21 | nc: 39 | ncall: 72064 | eff(%): 2.922 | loglstar: -inf < -4.898 < inf | logz: -25.128 +/- 0.429 | dlogz: 3.125 > 0.109
iter: 2107 | bound: 21 | nc: 39 | ncall: 72103 | eff(%): 2.922 | loglstar: -inf < -4.894 < inf | logz: -25.123 +/- 0.429 | dlogz: 3.111 > 0.109
iter: 2108 | bound: 21 | nc: 39 | ncall: 72142 | eff(%): 2.922 | loglstar: -inf < -4.888 < inf | logz: -25.118 +/- 0.429 | dlogz: 3.097 > 0.109
iter: 2109 | bound: 21 | nc: 39 | ncall: 72181 | eff(%): 2.922 | loglstar: -inf < -4.876 < inf | logz: -25.113 +/- 0.429 | dlogz: 3.083 > 0.109
iter: 2110 | bound: 21 | nc: 39 | ncall: 72220 | eff(%): 2.922 | loglstar: -inf < -4.869 < inf | logz: -25.109 +/- 0.429 | dlogz: 3.069 > 0.109
iter: 2111 | bound: 21 | nc: 39 | ncall: 72259 | eff(%): 2.921 | loglstar: -inf < -4.867 < inf | logz: -25.104 +/- 0.429 | dlogz: 3.055 > 0.109
iter: 2112 | bound: 21 | nc: 39 | ncall: 72298 | eff(%): 2.921 | loglstar: -inf < -4.864 < inf | logz: -25.099 +/- 0.429 | dlogz: 3.041 > 0.109
iter: 2113 | bound: 22 | nc: 39 | ncall: 72337 | eff(%): 2.921 | loglstar: -inf < -4.862 < inf | logz: -25.095 +/- 0.429 | dlogz: 3.027 > 0.109
iter: 2114 | bound: 22 | nc: 39 | ncall: 72376 | eff(%): 2.921 | loglstar: -inf < -4.855 < inf | logz: -25.090 +/- 0.429 | dlogz: 3.013 > 0.109
iter: 2115 | bound: 22 | nc: 39 | ncall: 72415 | eff(%): 2.921 | loglstar: -inf < -4.832 < inf | logz: -25.086 +/- 0.429 | dlogz: 2.999 > 0.109
iter: 2116 | bound: 22 | nc: 39 | ncall: 72454 | eff(%): 2.920 | loglstar: -inf < -4.817 < inf | logz: -25.081 +/- 0.429 | dlogz: 2.986 > 0.109
iter: 2117 | bound: 22 | nc: 39 | ncall: 72493 | eff(%): 2.920 | loglstar: -inf < -4.812 < inf | logz: -25.077 +/- 0.429 | dlogz: 2.972 > 0.109
iter: 2118 | bound: 22 | nc: 39 | ncall: 72532 | eff(%): 2.920 | loglstar: -inf < -4.793 < inf | logz: -25.073 +/- 0.429 | dlogz: 2.958 > 0.109
iter: 2119 | bound: 22 | nc: 39 | ncall: 72571 | eff(%): 2.920 | loglstar: -inf < -4.781 < inf | logz: -25.068 +/- 0.429 | dlogz: 2.945 > 0.109
iter: 2120 | bound: 22 | nc: 39 | ncall: 72610 | eff(%): 2.920 | loglstar: -inf < -4.768 < inf | logz: -25.064 +/- 0.429 | dlogz: 2.931 > 0.109
iter: 2121 | bound: 22 | nc: 39 | ncall: 72649 | eff(%): 2.920 | loglstar: -inf < -4.761 < inf | logz: -25.059 +/- 0.429 | dlogz: 2.917 > 0.109
iter: 2122 | bound: 22 | nc: 39 | ncall: 72688 | eff(%): 2.919 | loglstar: -inf < -4.753 < inf | logz: -25.055 +/- 0.429 | dlogz: 2.904 > 0.109
iter: 2123 | bound: 22 | nc: 39 | ncall: 72727 | eff(%): 2.919 | loglstar: -inf < -4.746 < inf | logz: -25.050 +/- 0.429 | dlogz: 2.890 > 0.109
iter: 2124 | bound: 22 | nc: 39 | ncall: 72766 | eff(%): 2.919 | loglstar: -inf < -4.733 < inf | logz: -25.046 +/- 0.429 | dlogz: 2.877 > 0.109
iter: 2125 | bound: 22 | nc: 39 | ncall: 72805 | eff(%): 2.919 | loglstar: -inf < -4.720 < inf | logz: -25.042 +/- 0.429 | dlogz: 2.863 > 0.109
iter: 2126 | bound: 22 | nc: 39 | ncall: 72844 | eff(%): 2.919 | loglstar: -inf < -4.696 < inf | logz: -25.037 +/- 0.429 | dlogz: 2.850 > 0.109
iter: 2127 | bound: 22 | nc: 39 | ncall: 72883 | eff(%): 2.918 | loglstar: -inf < -4.691 < inf | logz: -25.033 +/- 0.429 | dlogz: 2.836 > 0.109
iter: 2128 | bound: 22 | nc: 39 | ncall: 72922 | eff(%): 2.918 | loglstar: -inf < -4.686 < inf | logz: -25.029 +/- 0.429 | dlogz: 2.823 > 0.109
iter: 2129 | bound: 22 | nc: 39 | ncall: 72961 | eff(%): 2.918 | loglstar: -inf < -4.679 < inf | logz: -25.024 +/- 0.429 | dlogz: 2.809 > 0.109
iter: 2130 | bound: 22 | nc: 39 | ncall: 73000 | eff(%): 2.918 | loglstar: -inf < -4.678 < inf | logz: -25.020 +/- 0.429 | dlogz: 2.796 > 0.109
iter: 2131 | bound: 22 | nc: 39 | ncall: 73039 | eff(%): 2.918 | loglstar: -inf < -4.675 < inf | logz: -25.016 +/- 0.430 | dlogz: 2.782 > 0.109
iter: 2132 | bound: 22 | nc: 39 | ncall: 73078 | eff(%): 2.917 | loglstar: -inf < -4.662 < inf | logz: -25.012 +/- 0.430 | dlogz: 2.769 > 0.109
iter: 2133 | bound: 22 | nc: 39 | ncall: 73117 | eff(%): 2.917 | loglstar: -inf < -4.646 < inf | logz: -25.007 +/- 0.430 | dlogz: 2.756 > 0.109
iter: 2134 | bound: 22 | nc: 39 | ncall: 73156 | eff(%): 2.917 | loglstar: -inf < -4.639 < inf | logz: -25.003 +/- 0.430 | dlogz: 2.743 > 0.109
iter: 2135 | bound: 22 | nc: 39 | ncall: 73195 | eff(%): 2.917 | loglstar: -inf < -4.622 < inf | logz: -24.999 +/- 0.430 | dlogz: 2.729 > 0.109
iter: 2136 | bound: 22 | nc: 39 | ncall: 73234 | eff(%): 2.917 | loglstar: -inf < -4.621 < inf | logz: -24.995 +/- 0.430 | dlogz: 2.716 > 0.109
iter: 2137 | bound: 22 | nc: 39 | ncall: 73273 | eff(%): 2.916 | loglstar: -inf < -4.614 < inf | logz: -24.991 +/- 0.430 | dlogz: 2.703 > 0.109
iter: 2138 | bound: 22 | nc: 39 | ncall: 73312 | eff(%): 2.916 | loglstar: -inf < -4.554 < inf | logz: -24.987 +/- 0.430 | dlogz: 2.690 > 0.109
iter: 2139 | bound: 22 | nc: 39 | ncall: 73351 | eff(%): 2.916 | loglstar: -inf < -4.547 < inf | logz: -24.982 +/- 0.430 | dlogz: 2.677 > 0.109
iter: 2140 | bound: 22 | nc: 39 | ncall: 73390 | eff(%): 2.916 | loglstar: -inf < -4.521 < inf | logz: -24.978 +/- 0.430 | dlogz: 2.664 > 0.109
iter: 2141 | bound: 22 | nc: 39 | ncall: 73429 | eff(%): 2.916 | loglstar: -inf < -4.521 < inf | logz: -24.974 +/- 0.430 | dlogz: 2.650 > 0.109
iter: 2142 | bound: 22 | nc: 39 | ncall: 73468 | eff(%): 2.916 | loglstar: -inf < -4.521 < inf | logz: -24.970 +/- 0.430 | dlogz: 2.637 > 0.109
iter: 2143 | bound: 22 | nc: 39 | ncall: 73507 | eff(%): 2.915 | loglstar: -inf < -4.514 < inf | logz: -24.965 +/- 0.430 | dlogz: 2.624 > 0.109
iter: 2144 | bound: 22 | nc: 39 | ncall: 73546 | eff(%): 2.915 | loglstar: -inf < -4.509 < inf | logz: -24.961 +/- 0.430 | dlogz: 2.611 > 0.109
iter: 2145 | bound: 22 | nc: 39 | ncall: 73585 | eff(%): 2.915 | loglstar: -inf < -4.503 < inf | logz: -24.957 +/- 0.430 | dlogz: 2.598 > 0.109
iter: 2146 | bound: 22 | nc: 39 | ncall: 73624 | eff(%): 2.915 | loglstar: -inf < -4.478 < inf | logz: -24.953 +/- 0.430 | dlogz: 2.585 > 0.109
iter: 2147 | bound: 22 | nc: 39 | ncall: 73663 | eff(%): 2.915 | loglstar: -inf < -4.466 < inf | logz: -24.949 +/- 0.430 | dlogz: 2.572 > 0.109
iter: 2148 | bound: 22 | nc: 39 | ncall: 73702 | eff(%): 2.914 | loglstar: -inf < -4.464 < inf | logz: -24.945 +/- 0.430 | dlogz: 2.559 > 0.109
iter: 2149 | bound: 22 | nc: 39 | ncall: 73741 | eff(%): 2.914 | loglstar: -inf < -4.453 < inf | logz: -24.941 +/- 0.430 | dlogz: 2.546 > 0.109
iter: 2150 | bound: 22 | nc: 39 | ncall: 73780 | eff(%): 2.914 | loglstar: -inf < -4.452 < inf | logz: -24.937 +/- 0.430 | dlogz: 2.533 > 0.109
iter: 2151 | bound: 22 | nc: 39 | ncall: 73819 | eff(%): 2.914 | loglstar: -inf < -4.451 < inf | logz: -24.933 +/- 0.430 | dlogz: 2.520 > 0.109
iter: 2152 | bound: 22 | nc: 39 | ncall: 73858 | eff(%): 2.914 | loglstar: -inf < -4.443 < inf | logz: -24.929 +/- 0.430 | dlogz: 2.507 > 0.109
iter: 2153 | bound: 22 | nc: 39 | ncall: 73897 | eff(%): 2.914 | loglstar: -inf < -4.409 < inf | logz: -24.925 +/- 0.430 | dlogz: 2.495 > 0.109
iter: 2154 | bound: 22 | nc: 39 | ncall: 73936 | eff(%): 2.913 | loglstar: -inf < -4.408 < inf | logz: -24.921 +/- 0.430 | dlogz: 2.482 > 0.109
iter: 2155 | bound: 22 | nc: 39 | ncall: 73975 | eff(%): 2.913 | loglstar: -inf < -4.362 < inf | logz: -24.917 +/- 0.430 | dlogz: 2.469 > 0.109
iter: 2156 | bound: 22 | nc: 39 | ncall: 74014 | eff(%): 2.913 | loglstar: -inf < -4.361 < inf | logz: -24.913 +/- 0.431 | dlogz: 2.456 > 0.109
iter: 2157 | bound: 22 | nc: 39 | ncall: 74053 | eff(%): 2.913 | loglstar: -inf < -4.347 < inf | logz: -24.909 +/- 0.431 | dlogz: 2.444 > 0.109
iter: 2158 | bound: 22 | nc: 39 | ncall: 74092 | eff(%): 2.913 | loglstar: -inf < -4.336 < inf | logz: -24.905 +/- 0.431 | dlogz: 2.431 > 0.109
iter: 2159 | bound: 22 | nc: 39 | ncall: 74131 | eff(%): 2.912 | loglstar: -inf < -4.330 < inf | logz: -24.901 +/- 0.431 | dlogz: 2.418 > 0.109
iter: 2160 | bound: 22 | nc: 39 | ncall: 74170 | eff(%): 2.912 | loglstar: -inf < -4.325 < inf | logz: -24.897 +/- 0.431 | dlogz: 2.405 > 0.109
iter: 2161 | bound: 22 | nc: 39 | ncall: 74209 | eff(%): 2.912 | loglstar: -inf < -4.323 < inf | logz: -24.893 +/- 0.431 | dlogz: 2.393 > 0.109
iter: 2162 | bound: 22 | nc: 39 | ncall: 74248 | eff(%): 2.912 | loglstar: -inf < -4.304 < inf | logz: -24.889 +/- 0.431 | dlogz: 2.380 > 0.109
iter: 2163 | bound: 22 | nc: 39 | ncall: 74287 | eff(%): 2.912 | loglstar: -inf < -4.299 < inf | logz: -24.885 +/- 0.431 | dlogz: 2.368 > 0.109
iter: 2164 | bound: 22 | nc: 39 | ncall: 74326 | eff(%): 2.911 | loglstar: -inf < -4.291 < inf | logz: -24.881 +/- 0.431 | dlogz: 2.355 > 0.109
iter: 2165 | bound: 22 | nc: 39 | ncall: 74365 | eff(%): 2.911 | loglstar: -inf < -4.272 < inf | logz: -24.877 +/- 0.431 | dlogz: 2.342 > 0.109
iter: 2166 | bound: 22 | nc: 39 | ncall: 74404 | eff(%): 2.911 | loglstar: -inf < -4.254 < inf | logz: -24.873 +/- 0.431 | dlogz: 2.330 > 0.109
iter: 2167 | bound: 22 | nc: 39 | ncall: 74443 | eff(%): 2.911 | loglstar: -inf < -4.249 < inf | logz: -24.870 +/- 0.431 | dlogz: 2.318 > 0.109
iter: 2168 | bound: 22 | nc: 39 | ncall: 74482 | eff(%): 2.911 | loglstar: -inf < -4.242 < inf | logz: -24.866 +/- 0.431 | dlogz: 2.305 > 0.109
iter: 2169 | bound: 22 | nc: 39 | ncall: 74521 | eff(%): 2.911 | loglstar: -inf < -4.232 < inf | logz: -24.862 +/- 0.431 | dlogz: 2.293 > 0.109
iter: 2170 | bound: 23 | nc: 39 | ncall: 74560 | eff(%): 2.910 | loglstar: -inf < -4.225 < inf | logz: -24.858 +/- 0.431 | dlogz: 2.280 > 0.109
iter: 2171 | bound: 23 | nc: 39 | ncall: 74599 | eff(%): 2.910 | loglstar: -inf < -4.201 < inf | logz: -24.854 +/- 0.431 | dlogz: 2.268 > 0.109
iter: 2172 | bound: 23 | nc: 39 | ncall: 74638 | eff(%): 2.910 | loglstar: -inf < -4.193 < inf | logz: -24.850 +/- 0.431 | dlogz: 2.256 > 0.109
iter: 2173 | bound: 23 | nc: 39 | ncall: 74677 | eff(%): 2.910 | loglstar: -inf < -4.193 < inf | logz: -24.847 +/- 0.431 | dlogz: 2.243 > 0.109
iter: 2174 | bound: 23 | nc: 39 | ncall: 74716 | eff(%): 2.910 | loglstar: -inf < -4.171 < inf | logz: -24.843 +/- 0.431 | dlogz: 2.231 > 0.109
iter: 2175 | bound: 23 | nc: 39 | ncall: 74755 | eff(%): 2.910 | loglstar: -inf < -4.162 < inf | logz: -24.839 +/- 0.431 | dlogz: 2.219 > 0.109
iter: 2176 | bound: 23 | nc: 39 | ncall: 74794 | eff(%): 2.909 | loglstar: -inf < -4.157 < inf | logz: -24.835 +/- 0.431 | dlogz: 2.206 > 0.109
iter: 2177 | bound: 23 | nc: 39 | ncall: 74833 | eff(%): 2.909 | loglstar: -inf < -4.154 < inf | logz: -24.831 +/- 0.431 | dlogz: 2.194 > 0.109
iter: 2178 | bound: 23 | nc: 39 | ncall: 74872 | eff(%): 2.909 | loglstar: -inf < -4.153 < inf | logz: -24.828 +/- 0.431 | dlogz: 2.182 > 0.109
iter: 2179 | bound: 23 | nc: 39 | ncall: 74911 | eff(%): 2.909 | loglstar: -inf < -4.146 < inf | logz: -24.824 +/- 0.431 | dlogz: 2.170 > 0.109
iter: 2180 | bound: 23 | nc: 39 | ncall: 74950 | eff(%): 2.909 | loglstar: -inf < -4.121 < inf | logz: -24.820 +/- 0.432 | dlogz: 2.158 > 0.109
iter: 2181 | bound: 23 | nc: 39 | ncall: 74989 | eff(%): 2.908 | loglstar: -inf < -4.119 < inf | logz: -24.817 +/- 0.432 | dlogz: 2.146 > 0.109
iter: 2182 | bound: 23 | nc: 39 | ncall: 75028 | eff(%): 2.908 | loglstar: -inf < -4.117 < inf | logz: -24.813 +/- 0.432 | dlogz: 2.134 > 0.109
iter: 2183 | bound: 23 | nc: 39 | ncall: 75067 | eff(%): 2.908 | loglstar: -inf < -4.103 < inf | logz: -24.810 +/- 0.432 | dlogz: 2.122 > 0.109
iter: 2184 | bound: 23 | nc: 39 | ncall: 75106 | eff(%): 2.908 | loglstar: -inf < -4.098 < inf | logz: -24.806 +/- 0.432 | dlogz: 2.110 > 0.109
iter: 2185 | bound: 23 | nc: 39 | ncall: 75145 | eff(%): 2.908 | loglstar: -inf < -4.087 < inf | logz: -24.802 +/- 0.432 | dlogz: 2.098 > 0.109
iter: 2186 | bound: 23 | nc: 39 | ncall: 75184 | eff(%): 2.908 | loglstar: -inf < -4.082 < inf | logz: -24.799 +/- 0.432 | dlogz: 2.086 > 0.109
iter: 2187 | bound: 23 | nc: 39 | ncall: 75223 | eff(%): 2.907 | loglstar: -inf < -4.075 < inf | logz: -24.795 +/- 0.432 | dlogz: 2.075 > 0.109
iter: 2188 | bound: 23 | nc: 39 | ncall: 75262 | eff(%): 2.907 | loglstar: -inf < -4.072 < inf | logz: -24.792 +/- 0.432 | dlogz: 2.063 > 0.109
iter: 2189 | bound: 23 | nc: 39 | ncall: 75301 | eff(%): 2.907 | loglstar: -inf < -4.070 < inf | logz: -24.788 +/- 0.432 | dlogz: 2.051 > 0.109
iter: 2190 | bound: 23 | nc: 39 | ncall: 75340 | eff(%): 2.907 | loglstar: -inf < -4.067 < inf | logz: -24.785 +/- 0.432 | dlogz: 2.039 > 0.109
iter: 2191 | bound: 23 | nc: 39 | ncall: 75379 | eff(%): 2.907 | loglstar: -inf < -4.064 < inf | logz: -24.782 +/- 0.432 | dlogz: 2.028 > 0.109
iter: 2192 | bound: 23 | nc: 39 | ncall: 75418 | eff(%): 2.906 | loglstar: -inf < -4.049 < inf | logz: -24.778 +/- 0.432 | dlogz: 2.016 > 0.109
iter: 2193 | bound: 23 | nc: 39 | ncall: 75457 | eff(%): 2.906 | loglstar: -inf < -4.044 < inf | logz: -24.775 +/- 0.432 | dlogz: 2.005 > 0.109
iter: 2194 | bound: 23 | nc: 39 | ncall: 75496 | eff(%): 2.906 | loglstar: -inf < -4.041 < inf | logz: -24.772 +/- 0.432 | dlogz: 1.993 > 0.109
iter: 2195 | bound: 23 | nc: 39 | ncall: 75535 | eff(%): 2.906 | loglstar: -inf < -4.039 < inf | logz: -24.768 +/- 0.432 | dlogz: 1.982 > 0.109
iter: 2196 | bound: 23 | nc: 39 | ncall: 75574 | eff(%): 2.906 | loglstar: -inf < -4.025 < inf | logz: -24.765 +/- 0.432 | dlogz: 1.970 > 0.109
iter: 2197 | bound: 23 | nc: 39 | ncall: 75613 | eff(%): 2.906 | loglstar: -inf < -4.013 < inf | logz: -24.762 +/- 0.432 | dlogz: 1.959 > 0.109
iter: 2198 | bound: 23 | nc: 39 | ncall: 75652 | eff(%): 2.905 | loglstar: -inf < -3.977 < inf | logz: -24.759 +/- 0.432 | dlogz: 1.948 > 0.109
iter: 2199 | bound: 23 | nc: 39 | ncall: 75691 | eff(%): 2.905 | loglstar: -inf < -3.971 < inf | logz: -24.755 +/- 0.432 | dlogz: 1.936 > 0.109
iter: 2200 | bound: 23 | nc: 39 | ncall: 75730 | eff(%): 2.905 | loglstar: -inf < -3.967 < inf | logz: -24.752 +/- 0.432 | dlogz: 1.925 > 0.109
iter: 2201 | bound: 23 | nc: 39 | ncall: 75769 | eff(%): 2.905 | loglstar: -inf < -3.965 < inf | logz: -24.749 +/- 0.432 | dlogz: 1.914 > 0.109
iter: 2202 | bound: 23 | nc: 39 | ncall: 75808 | eff(%): 2.905 | loglstar: -inf < -3.956 < inf | logz: -24.745 +/- 0.432 | dlogz: 1.902 > 0.109
iter: 2203 | bound: 23 | nc: 39 | ncall: 75847 | eff(%): 2.905 | loglstar: -inf < -3.954 < inf | logz: -24.742 +/- 0.432 | dlogz: 1.891 > 0.109
iter: 2204 | bound: 23 | nc: 39 | ncall: 75886 | eff(%): 2.904 | loglstar: -inf < -3.953 < inf | logz: -24.739 +/- 0.432 | dlogz: 1.880 > 0.109
iter: 2205 | bound: 23 | nc: 39 | ncall: 75925 | eff(%): 2.904 | loglstar: -inf < -3.949 < inf | logz: -24.736 +/- 0.432 | dlogz: 1.869 > 0.109
iter: 2206 | bound: 23 | nc: 39 | ncall: 75964 | eff(%): 2.904 | loglstar: -inf < -3.939 < inf | logz: -24.733 +/- 0.433 | dlogz: 1.858 > 0.109
iter: 2207 | bound: 23 | nc: 39 | ncall: 76003 | eff(%): 2.904 | loglstar: -inf < -3.939 < inf | logz: -24.730 +/- 0.433 | dlogz: 1.847 > 0.109
iter: 2208 | bound: 23 | nc: 39 | ncall: 76042 | eff(%): 2.904 | loglstar: -inf < -3.910 < inf | logz: -24.727 +/- 0.433 | dlogz: 1.836 > 0.109
iter: 2209 | bound: 23 | nc: 39 | ncall: 76081 | eff(%): 2.903 | loglstar: -inf < -3.902 < inf | logz: -24.723 +/- 0.433 | dlogz: 1.825 > 0.109
iter: 2210 | bound: 23 | nc: 39 | ncall: 76120 | eff(%): 2.903 | loglstar: -inf < -3.902 < inf | logz: -24.720 +/- 0.433 | dlogz: 1.814 > 0.109
iter: 2211 | bound: 23 | nc: 39 | ncall: 76159 | eff(%): 2.903 | loglstar: -inf < -3.898 < inf | logz: -24.717 +/- 0.433 | dlogz: 1.803 > 0.109
iter: 2212 | bound: 23 | nc: 39 | ncall: 76198 | eff(%): 2.903 | loglstar: -inf < -3.892 < inf | logz: -24.714 +/- 0.433 | dlogz: 1.792 > 0.109
iter: 2213 | bound: 23 | nc: 39 | ncall: 76237 | eff(%): 2.903 | loglstar: -inf < -3.892 < inf | logz: -24.711 +/- 0.433 | dlogz: 1.781 > 0.109
iter: 2214 | bound: 23 | nc: 39 | ncall: 76276 | eff(%): 2.903 | loglstar: -inf < -3.888 < inf | logz: -24.708 +/- 0.433 | dlogz: 1.771 > 0.109
iter: 2215 | bound: 23 | nc: 39 | ncall: 76315 | eff(%): 2.902 | loglstar: -inf < -3.866 < inf | logz: -24.705 +/- 0.433 | dlogz: 1.760 > 0.109
iter: 2216 | bound: 23 | nc: 39 | ncall: 76354 | eff(%): 2.902 | loglstar: -inf < -3.837 < inf | logz: -24.702 +/- 0.433 | dlogz: 1.749 > 0.109
iter: 2217 | bound: 23 | nc: 39 | ncall: 76393 | eff(%): 2.902 | loglstar: -inf < -3.813 < inf | logz: -24.699 +/- 0.433 | dlogz: 1.738 > 0.109
iter: 2218 | bound: 23 | nc: 39 | ncall: 76432 | eff(%): 2.902 | loglstar: -inf < -3.813 < inf | logz: -24.696 +/- 0.433 | dlogz: 1.728 > 0.109
iter: 2219 | bound: 23 | nc: 39 | ncall: 76471 | eff(%): 2.902 | loglstar: -inf < -3.801 < inf | logz: -24.693 +/- 0.433 | dlogz: 1.717 > 0.109
iter: 2220 | bound: 23 | nc: 39 | ncall: 76510 | eff(%): 2.902 | loglstar: -inf < -3.790 < inf | logz: -24.690 +/- 0.433 | dlogz: 1.706 > 0.109
iter: 2221 | bound: 23 | nc: 39 | ncall: 76549 | eff(%): 2.901 | loglstar: -inf < -3.775 < inf | logz: -24.687 +/- 0.433 | dlogz: 1.696 > 0.109
iter: 2222 | bound: 23 | nc: 39 | ncall: 76588 | eff(%): 2.901 | loglstar: -inf < -3.767 < inf | logz: -24.684 +/- 0.433 | dlogz: 1.685 > 0.109
iter: 2223 | bound: 23 | nc: 39 | ncall: 76627 | eff(%): 2.901 | loglstar: -inf < -3.764 < inf | logz: -24.681 +/- 0.433 | dlogz: 1.675 > 0.109
iter: 2224 | bound: 23 | nc: 39 | ncall: 76666 | eff(%): 2.901 | loglstar: -inf < -3.759 < inf | logz: -24.678 +/- 0.433 | dlogz: 1.664 > 0.109
iter: 2225 | bound: 23 | nc: 39 | ncall: 76705 | eff(%): 2.901 | loglstar: -inf < -3.732 < inf | logz: -24.675 +/- 0.433 | dlogz: 1.678 > 0.109
iter: 2226 | bound: 23 | nc: 39 | ncall: 76744 | eff(%): 2.901 | loglstar: -inf < -3.725 < inf | logz: -24.672 +/- 0.433 | dlogz: 1.668 > 0.109
iter: 2227 | bound: 23 | nc: 39 | ncall: 76783 | eff(%): 2.900 | loglstar: -inf < -3.691 < inf | logz: -24.669 +/- 0.433 | dlogz: 1.657 > 0.109
iter: 2228 | bound: 23 | nc: 39 | ncall: 76822 | eff(%): 2.900 | loglstar: -inf < -3.685 < inf | logz: -24.666 +/- 0.433 | dlogz: 1.647 > 0.109
iter: 2229 | bound: 23 | nc: 39 | ncall: 76861 | eff(%): 2.900 | loglstar: -inf < -3.685 < inf | logz: -24.663 +/- 0.433 | dlogz: 1.636 > 0.109
iter: 2230 | bound: 23 | nc: 39 | ncall: 76900 | eff(%): 2.900 | loglstar: -inf < -3.653 < inf | logz: -24.660 +/- 0.433 | dlogz: 1.626 > 0.109
iter: 2231 | bound: 23 | nc: 39 | ncall: 76939 | eff(%): 2.900 | loglstar: -inf < -3.635 < inf | logz: -24.657 +/- 0.433 | dlogz: 1.616 > 0.109
iter: 2232 | bound: 23 | nc: 39 | ncall: 76978 | eff(%): 2.900 | loglstar: -inf < -3.607 < inf | logz: -24.654 +/- 0.433 | dlogz: 1.605 > 0.109
iter: 2233 | bound: 23 | nc: 39 | ncall: 77017 | eff(%): 2.899 | loglstar: -inf < -3.607 < inf | logz: -24.651 +/- 0.433 | dlogz: 1.595 > 0.109
iter: 2234 | bound: 23 | nc: 39 | ncall: 77056 | eff(%): 2.899 | loglstar: -inf < -3.597 < inf | logz: -24.648 +/- 0.434 | dlogz: 1.584 > 0.109
iter: 2235 | bound: 23 | nc: 39 | ncall: 77095 | eff(%): 2.899 | loglstar: -inf < -3.595 < inf | logz: -24.645 +/- 0.434 | dlogz: 1.574 > 0.109
iter: 2236 | bound: 23 | nc: 39 | ncall: 77134 | eff(%): 2.899 | loglstar: -inf < -3.587 < inf | logz: -24.642 +/- 0.434 | dlogz: 1.564 > 0.109
iter: 2237 | bound: 23 | nc: 39 | ncall: 77173 | eff(%): 2.899 | loglstar: -inf < -3.584 < inf | logz: -24.639 +/- 0.434 | dlogz: 1.554 > 0.109
iter: 2238 | bound: 23 | nc: 39 | ncall: 77212 | eff(%): 2.899 | loglstar: -inf < -3.584 < inf | logz: -24.636 +/- 0.434 | dlogz: 1.543 > 0.109
iter: 2239 | bound: 23 | nc: 39 | ncall: 77251 | eff(%): 2.898 | loglstar: -inf < -3.580 < inf | logz: -24.633 +/- 0.434 | dlogz: 1.533 > 0.109
iter: 2240 | bound: 23 | nc: 39 | ncall: 77290 | eff(%): 2.898 | loglstar: -inf < -3.575 < inf | logz: -24.630 +/- 0.434 | dlogz: 1.523 > 0.109
iter: 2241 | bound: 23 | nc: 39 | ncall: 77329 | eff(%): 2.898 | loglstar: -inf < -3.570 < inf | logz: -24.627 +/- 0.434 | dlogz: 1.513 > 0.109
iter: 2242 | bound: 23 | nc: 39 | ncall: 77368 | eff(%): 2.898 | loglstar: -inf < -3.550 < inf | logz: -24.624 +/- 0.434 | dlogz: 1.503 > 0.109
iter: 2243 | bound: 23 | nc: 39 | ncall: 77407 | eff(%): 2.898 | loglstar: -inf < -3.548 < inf | logz: -24.621 +/- 0.434 | dlogz: 1.493 > 0.109
iter: 2244 | bound: 23 | nc: 39 | ncall: 77446 | eff(%): 2.898 | loglstar: -inf < -3.536 < inf | logz: -24.618 +/- 0.434 | dlogz: 1.483 > 0.109
iter: 2245 | bound: 23 | nc: 39 | ncall: 77485 | eff(%): 2.897 | loglstar: -inf < -3.522 < inf | logz: -24.616 +/- 0.434 | dlogz: 1.473 > 0.109
iter: 2246 | bound: 23 | nc: 39 | ncall: 77524 | eff(%): 2.897 | loglstar: -inf < -3.504 < inf | logz: -24.613 +/- 0.434 | dlogz: 1.463 > 0.109
iter: 2247 | bound: 23 | nc: 39 | ncall: 77563 | eff(%): 2.897 | loglstar: -inf < -3.492 < inf | logz: -24.610 +/- 0.434 | dlogz: 1.454 > 0.109
iter: 2248 | bound: 23 | nc: 39 | ncall: 77602 | eff(%): 2.897 | loglstar: -inf < -3.484 < inf | logz: -24.607 +/- 0.434 | dlogz: 1.444 > 0.109
iter: 2249 | bound: 23 | nc: 39 | ncall: 77641 | eff(%): 2.897 | loglstar: -inf < -3.480 < inf | logz: -24.604 +/- 0.434 | dlogz: 1.434 > 0.109
iter: 2250 | bound: 23 | nc: 39 | ncall: 77680 | eff(%): 2.896 | loglstar: -inf < -3.477 < inf | logz: -24.601 +/- 0.434 | dlogz: 1.424 > 0.109
iter: 2251 | bound: 23 | nc: 39 | ncall: 77719 | eff(%): 2.896 | loglstar: -inf < -3.476 < inf | logz: -24.599 +/- 0.434 | dlogz: 1.415 > 0.109
iter: 2252 | bound: 23 | nc: 39 | ncall: 77758 | eff(%): 2.896 | loglstar: -inf < -3.469 < inf | logz: -24.596 +/- 0.434 | dlogz: 1.405 > 0.109
iter: 2253 | bound: 23 | nc: 39 | ncall: 77797 | eff(%): 2.896 | loglstar: -inf < -3.459 < inf | logz: -24.593 +/- 0.434 | dlogz: 1.395 > 0.109
iter: 2254 | bound: 23 | nc: 39 | ncall: 77836 | eff(%): 2.896 | loglstar: -inf < -3.457 < inf | logz: -24.590 +/- 0.434 | dlogz: 1.386 > 0.109
iter: 2255 | bound: 23 | nc: 39 | ncall: 77875 | eff(%): 2.896 | loglstar: -inf < -3.446 < inf | logz: -24.588 +/- 0.434 | dlogz: 1.376 > 0.109
iter: 2256 | bound: 23 | nc: 39 | ncall: 77914 | eff(%): 2.896 | loglstar: -inf < -3.437 < inf | logz: -24.585 +/- 0.434 | dlogz: 1.367 > 0.109
iter: 2257 | bound: 23 | nc: 39 | ncall: 77953 | eff(%): 2.895 | loglstar: -inf < -3.435 < inf | logz: -24.582 +/- 0.434 | dlogz: 1.358 > 0.109
iter: 2258 | bound: 23 | nc: 39 | ncall: 77992 | eff(%): 2.895 | loglstar: -inf < -3.427 < inf | logz: -24.579 +/- 0.434 | dlogz: 1.348 > 0.109
iter: 2259 | bound: 23 | nc: 39 | ncall: 78031 | eff(%): 2.895 | loglstar: -inf < -3.426 < inf | logz: -24.577 +/- 0.434 | dlogz: 1.339 > 0.109
iter: 2260 | bound: 23 | nc: 39 | ncall: 78070 | eff(%): 2.895 | loglstar: -inf < -3.421 < inf | logz: -24.574 +/- 0.435 | dlogz: 1.330 > 0.109
iter: 2261 | bound: 23 | nc: 39 | ncall: 78109 | eff(%): 2.895 | loglstar: -inf < -3.411 < inf | logz: -24.572 +/- 0.435 | dlogz: 1.320 > 0.109
iter: 2262 | bound: 23 | nc: 39 | ncall: 78148 | eff(%): 2.895 | loglstar: -inf < -3.402 < inf | logz: -24.569 +/- 0.435 | dlogz: 1.311 > 0.109
iter: 2263 | bound: 23 | nc: 39 | ncall: 78187 | eff(%): 2.894 | loglstar: -inf < -3.392 < inf | logz: -24.566 +/- 0.435 | dlogz: 1.302 > 0.109
iter: 2264 | bound: 23 | nc: 39 | ncall: 78226 | eff(%): 2.894 | loglstar: -inf < -3.387 < inf | logz: -24.564 +/- 0.435 | dlogz: 1.293 > 0.109
iter: 2265 | bound: 23 | nc: 39 | ncall: 78265 | eff(%): 2.894 | loglstar: -inf < -3.386 < inf | logz: -24.561 +/- 0.435 | dlogz: 1.284 > 0.109
iter: 2266 | bound: 23 | nc: 39 | ncall: 78304 | eff(%): 2.894 | loglstar: -inf < -3.383 < inf | logz: -24.559 +/- 0.435 | dlogz: 1.275 > 0.109
iter: 2267 | bound: 23 | nc: 39 | ncall: 78343 | eff(%): 2.894 | loglstar: -inf < -3.380 < inf | logz: -24.556 +/- 0.435 | dlogz: 1.266 > 0.109
iter: 2268 | bound: 23 | nc: 39 | ncall: 78382 | eff(%): 2.894 | loglstar: -inf < -3.375 < inf | logz: -24.554 +/- 0.435 | dlogz: 1.257 > 0.109
iter: 2269 | bound: 24 | nc: 39 | ncall: 78421 | eff(%): 2.893 | loglstar: -inf < -3.367 < inf | logz: -24.551 +/- 0.435 | dlogz: 1.248 > 0.109
iter: 2270 | bound: 24 | nc: 39 | ncall: 78460 | eff(%): 2.893 | loglstar: -inf < -3.363 < inf | logz: -24.549 +/- 0.435 | dlogz: 1.239 > 0.109
iter: 2271 | bound: 24 | nc: 39 | ncall: 78499 | eff(%): 2.893 | loglstar: -inf < -3.357 < inf | logz: -24.546 +/- 0.435 | dlogz: 1.230 > 0.109
iter: 2272 | bound: 24 | nc: 39 | ncall: 78538 | eff(%): 2.893 | loglstar: -inf < -3.346 < inf | logz: -24.544 +/- 0.435 | dlogz: 1.222 > 0.109
iter: 2273 | bound: 24 | nc: 39 | ncall: 78577 | eff(%): 2.893 | loglstar: -inf < -3.345 < inf | logz: -24.542 +/- 0.435 | dlogz: 1.213 > 0.109
iter: 2274 | bound: 24 | nc: 39 | ncall: 78616 | eff(%): 2.893 | loglstar: -inf < -3.337 < inf | logz: -24.539 +/- 0.435 | dlogz: 1.204 > 0.109
iter: 2275 | bound: 24 | nc: 39 | ncall: 78655 | eff(%): 2.892 | loglstar: -inf < -3.336 < inf | logz: -24.537 +/- 0.435 | dlogz: 1.196 > 0.109
iter: 2276 | bound: 24 | nc: 39 | ncall: 78694 | eff(%): 2.892 | loglstar: -inf < -3.333 < inf | logz: -24.534 +/- 0.435 | dlogz: 1.187 > 0.109
iter: 2277 | bound: 24 | nc: 39 | ncall: 78733 | eff(%): 2.892 | loglstar: -inf < -3.331 < inf | logz: -24.532 +/- 0.435 | dlogz: 1.178 > 0.109
iter: 2278 | bound: 24 | nc: 39 | ncall: 78772 | eff(%): 2.892 | loglstar: -inf < -3.331 < inf | logz: -24.530 +/- 0.435 | dlogz: 1.170 > 0.109
iter: 2279 | bound: 24 | nc: 39 | ncall: 78811 | eff(%): 2.892 | loglstar: -inf < -3.327 < inf | logz: -24.528 +/- 0.435 | dlogz: 1.162 > 0.109
iter: 2280 | bound: 24 | nc: 39 | ncall: 78850 | eff(%): 2.892 | loglstar: -inf < -3.319 < inf | logz: -24.525 +/- 0.435 | dlogz: 1.153 > 0.109
iter: 2281 | bound: 24 | nc: 39 | ncall: 78889 | eff(%): 2.891 | loglstar: -inf < -3.317 < inf | logz: -24.523 +/- 0.435 | dlogz: 1.145 > 0.109
iter: 2282 | bound: 24 | nc: 39 | ncall: 78928 | eff(%): 2.891 | loglstar: -inf < -3.307 < inf | logz: -24.521 +/- 0.435 | dlogz: 1.137 > 0.109
iter: 2283 | bound: 24 | nc: 39 | ncall: 78967 | eff(%): 2.891 | loglstar: -inf < -3.297 < inf | logz: -24.519 +/- 0.435 | dlogz: 1.128 > 0.109
iter: 2284 | bound: 24 | nc: 39 | ncall: 79006 | eff(%): 2.891 | loglstar: -inf < -3.296 < inf | logz: -24.516 +/- 0.435 | dlogz: 1.120 > 0.109
iter: 2285 | bound: 24 | nc: 39 | ncall: 79045 | eff(%): 2.891 | loglstar: -inf < -3.261 < inf | logz: -24.514 +/- 0.435 | dlogz: 1.112 > 0.109
iter: 2286 | bound: 24 | nc: 39 | ncall: 79084 | eff(%): 2.891 | loglstar: -inf < -3.247 < inf | logz: -24.512 +/- 0.435 | dlogz: 1.104 > 0.109
iter: 2287 | bound: 24 | nc: 39 | ncall: 79123 | eff(%): 2.890 | loglstar: -inf < -3.229 < inf | logz: -24.510 +/- 0.435 | dlogz: 1.096 > 0.109
iter: 2288 | bound: 24 | nc: 39 | ncall: 79162 | eff(%): 2.890 | loglstar: -inf < -3.229 < inf | logz: -24.507 +/- 0.435 | dlogz: 1.087 > 0.109
iter: 2289 | bound: 24 | nc: 39 | ncall: 79201 | eff(%): 2.890 | loglstar: -inf < -3.217 < inf | logz: -24.505 +/- 0.435 | dlogz: 1.079 > 0.109
iter: 2290 | bound: 24 | nc: 39 | ncall: 79240 | eff(%): 2.890 | loglstar: -inf < -3.201 < inf | logz: -24.503 +/- 0.435 | dlogz: 1.071 > 0.109
iter: 2291 | bound: 24 | nc: 39 | ncall: 79279 | eff(%): 2.890 | loglstar: -inf < -3.179 < inf | logz: -24.501 +/- 0.435 | dlogz: 1.063 > 0.109
iter: 2292 | bound: 24 | nc: 39 | ncall: 79318 | eff(%): 2.890 | loglstar: -inf < -3.179 < inf | logz: -24.498 +/- 0.436 | dlogz: 1.055 > 0.109
iter: 2293 | bound: 24 | nc: 39 | ncall: 79357 | eff(%): 2.889 | loglstar: -inf < -3.178 < inf | logz: -24.496 +/- 0.436 | dlogz: 1.047 > 0.109
iter: 2294 | bound: 24 | nc: 39 | ncall: 79396 | eff(%): 2.889 | loglstar: -inf < -3.171 < inf | logz: -24.494 +/- 0.436 | dlogz: 1.040 > 0.109
iter: 2295 | bound: 24 | nc: 39 | ncall: 79435 | eff(%): 2.889 | loglstar: -inf < -3.156 < inf | logz: -24.492 +/- 0.436 | dlogz: 1.032 > 0.109
iter: 2296 | bound: 24 | nc: 39 | ncall: 79474 | eff(%): 2.889 | loglstar: -inf < -3.147 < inf | logz: -24.489 +/- 0.436 | dlogz: 1.024 > 0.109
iter: 2297 | bound: 24 | nc: 39 | ncall: 79513 | eff(%): 2.889 | loglstar: -inf < -3.146 < inf | logz: -24.487 +/- 0.436 | dlogz: 1.016 > 0.109
iter: 2298 | bound: 24 | nc: 39 | ncall: 79552 | eff(%): 2.889 | loglstar: -inf < -3.133 < inf | logz: -24.485 +/- 0.436 | dlogz: 1.008 > 0.109
iter: 2299 | bound: 24 | nc: 39 | ncall: 79591 | eff(%): 2.889 | loglstar: -inf < -3.124 < inf | logz: -24.483 +/- 0.436 | dlogz: 1.001 > 0.109
iter: 2300 | bound: 24 | nc: 39 | ncall: 79630 | eff(%): 2.888 | loglstar: -inf < -3.113 < inf | logz: -24.481 +/- 0.436 | dlogz: 0.993 > 0.109
iter: 2301 | bound: 24 | nc: 39 | ncall: 79669 | eff(%): 2.888 | loglstar: -inf < -3.106 < inf | logz: -24.479 +/- 0.436 | dlogz: 0.985 > 0.109
iter: 2302 | bound: 24 | nc: 39 | ncall: 79708 | eff(%): 2.888 | loglstar: -inf < -3.103 < inf | logz: -24.476 +/- 0.436 | dlogz: 0.978 > 0.109
iter: 2303 | bound: 24 | nc: 39 | ncall: 79747 | eff(%): 2.888 | loglstar: -inf < -3.100 < inf | logz: -24.474 +/- 0.436 | dlogz: 0.970 > 0.109
iter: 2304 | bound: 24 | nc: 39 | ncall: 79786 | eff(%): 2.888 | loglstar: -inf < -3.083 < inf | logz: -24.472 +/- 0.436 | dlogz: 0.963 > 0.109
iter: 2305 | bound: 24 | nc: 39 | ncall: 79825 | eff(%): 2.888 | loglstar: -inf < -3.062 < inf | logz: -24.470 +/- 0.436 | dlogz: 0.955 > 0.109
iter: 2306 | bound: 24 | nc: 39 | ncall: 79864 | eff(%): 2.887 | loglstar: -inf < -3.056 < inf | logz: -24.468 +/- 0.436 | dlogz: 0.948 > 0.109
iter: 2307 | bound: 24 | nc: 39 | ncall: 79903 | eff(%): 2.887 | loglstar: -inf < -3.051 < inf | logz: -24.466 +/- 0.436 | dlogz: 0.941 > 0.109
iter: 2308 | bound: 24 | nc: 39 | ncall: 79942 | eff(%): 2.887 | loglstar: -inf < -3.041 < inf | logz: -24.464 +/- 0.436 | dlogz: 0.933 > 0.109
iter: 2309 | bound: 24 | nc: 39 | ncall: 79981 | eff(%): 2.887 | loglstar: -inf < -3.038 < inf | logz: -24.461 +/- 0.436 | dlogz: 0.926 > 0.109
iter: 2310 | bound: 24 | nc: 39 | ncall: 80020 | eff(%): 2.887 | loglstar: -inf < -3.037 < inf | logz: -24.459 +/- 0.436 | dlogz: 0.919 > 0.109
iter: 2311 | bound: 24 | nc: 39 | ncall: 80059 | eff(%): 2.887 | loglstar: -inf < -3.027 < inf | logz: -24.457 +/- 0.436 | dlogz: 0.911 > 0.109
iter: 2312 | bound: 24 | nc: 39 | ncall: 80098 | eff(%): 2.886 | loglstar: -inf < -3.025 < inf | logz: -24.455 +/- 0.436 | dlogz: 0.904 > 0.109
iter: 2313 | bound: 24 | nc: 39 | ncall: 80137 | eff(%): 2.886 | loglstar: -inf < -3.013 < inf | logz: -24.453 +/- 0.436 | dlogz: 0.897 > 0.109
iter: 2314 | bound: 24 | nc: 39 | ncall: 80176 | eff(%): 2.886 | loglstar: -inf < -3.007 < inf | logz: -24.451 +/- 0.436 | dlogz: 0.890 > 0.109
iter: 2315 | bound: 24 | nc: 39 | ncall: 80215 | eff(%): 2.886 | loglstar: -inf < -3.001 < inf | logz: -24.449 +/- 0.436 | dlogz: 0.883 > 0.109
iter: 2316 | bound: 24 | nc: 39 | ncall: 80254 | eff(%): 2.886 | loglstar: -inf < -2.997 < inf | logz: -24.447 +/- 0.436 | dlogz: 0.876 > 0.109
iter: 2317 | bound: 24 | nc: 39 | ncall: 80293 | eff(%): 2.886 | loglstar: -inf < -2.991 < inf | logz: -24.445 +/- 0.436 | dlogz: 0.869 > 0.109
iter: 2318 | bound: 24 | nc: 39 | ncall: 80332 | eff(%): 2.886 | loglstar: -inf < -2.983 < inf | logz: -24.443 +/- 0.436 | dlogz: 0.862 > 0.109
iter: 2319 | bound: 24 | nc: 39 | ncall: 80371 | eff(%): 2.885 | loglstar: -inf < -2.981 < inf | logz: -24.441 +/- 0.436 | dlogz: 0.855 > 0.109
iter: 2320 | bound: 24 | nc: 39 | ncall: 80410 | eff(%): 2.885 | loglstar: -inf < -2.980 < inf | logz: -24.439 +/- 0.436 | dlogz: 0.848 > 0.109
iter: 2321 | bound: 24 | nc: 39 | ncall: 80449 | eff(%): 2.885 | loglstar: -inf < -2.979 < inf | logz: -24.437 +/- 0.436 | dlogz: 0.842 > 0.109
iter: 2322 | bound: 24 | nc: 39 | ncall: 80488 | eff(%): 2.885 | loglstar: -inf < -2.965 < inf | logz: -24.435 +/- 0.436 | dlogz: 0.835 > 0.109
iter: 2323 | bound: 24 | nc: 39 | ncall: 80527 | eff(%): 2.885 | loglstar: -inf < -2.963 < inf | logz: -24.433 +/- 0.436 | dlogz: 0.828 > 0.109
iter: 2324 | bound: 24 | nc: 39 | ncall: 80566 | eff(%): 2.885 | loglstar: -inf < -2.960 < inf | logz: -24.431 +/- 0.437 | dlogz: 0.821 > 0.109
iter: 2325 | bound: 24 | nc: 39 | ncall: 80605 | eff(%): 2.884 | loglstar: -inf < -2.955 < inf | logz: -24.430 +/- 0.437 | dlogz: 0.815 > 0.109
iter: 2326 | bound: 24 | nc: 39 | ncall: 80644 | eff(%): 2.884 | loglstar: -inf < -2.954 < inf | logz: -24.428 +/- 0.437 | dlogz: 0.808 > 0.109
iter: 2327 | bound: 24 | nc: 39 | ncall: 80683 | eff(%): 2.884 | loglstar: -inf < -2.954 < inf | logz: -24.426 +/- 0.437 | dlogz: 0.802 > 0.109
iter: 2328 | bound: 24 | nc: 39 | ncall: 80722 | eff(%): 2.884 | loglstar: -inf < -2.949 < inf | logz: -24.424 +/- 0.437 | dlogz: 0.795 > 0.109
iter: 2329 | bound: 24 | nc: 39 | ncall: 80761 | eff(%): 2.884 | loglstar: -inf < -2.949 < inf | logz: -24.422 +/- 0.437 | dlogz: 0.789 > 0.109
iter: 2330 | bound: 24 | nc: 39 | ncall: 80800 | eff(%): 2.884 | loglstar: -inf < -2.940 < inf | logz: -24.420 +/- 0.437 | dlogz: 0.782 > 0.109
iter: 2331 | bound: 24 | nc: 39 | ncall: 80839 | eff(%): 2.884 | loglstar: -inf < -2.938 < inf | logz: -24.419 +/- 0.437 | dlogz: 0.776 > 0.109
iter: 2332 | bound: 24 | nc: 39 | ncall: 80878 | eff(%): 2.883 | loglstar: -inf < -2.917 < inf | logz: -24.417 +/- 0.437 | dlogz: 0.770 > 0.109
iter: 2333 | bound: 24 | nc: 39 | ncall: 80917 | eff(%): 2.883 | loglstar: -inf < -2.912 < inf | logz: -24.415 +/- 0.437 | dlogz: 0.763 > 0.109
iter: 2334 | bound: 24 | nc: 39 | ncall: 80956 | eff(%): 2.883 | loglstar: -inf < -2.912 < inf | logz: -24.413 +/- 0.437 | dlogz: 0.757 > 0.109
iter: 2335 | bound: 24 | nc: 39 | ncall: 80995 | eff(%): 2.883 | loglstar: -inf < -2.911 < inf | logz: -24.411 +/- 0.437 | dlogz: 0.751 > 0.109
iter: 2336 | bound: 24 | nc: 39 | ncall: 81034 | eff(%): 2.883 | loglstar: -inf < -2.910 < inf | logz: -24.410 +/- 0.437 | dlogz: 0.745 > 0.109
iter: 2337 | bound: 24 | nc: 39 | ncall: 81073 | eff(%): 2.883 | loglstar: -inf < -2.908 < inf | logz: -24.408 +/- 0.437 | dlogz: 0.739 > 0.109
iter: 2338 | bound: 24 | nc: 39 | ncall: 81112 | eff(%): 2.882 | loglstar: -inf < -2.906 < inf | logz: -24.406 +/- 0.437 | dlogz: 0.732 > 0.109
iter: 2339 | bound: 24 | nc: 39 | ncall: 81151 | eff(%): 2.882 | loglstar: -inf < -2.889 < inf | logz: -24.404 +/- 0.437 | dlogz: 0.726 > 0.109
iter: 2340 | bound: 24 | nc: 39 | ncall: 81190 | eff(%): 2.882 | loglstar: -inf < -2.868 < inf | logz: -24.403 +/- 0.437 | dlogz: 0.720 > 0.109
iter: 2341 | bound: 24 | nc: 39 | ncall: 81229 | eff(%): 2.882 | loglstar: -inf < -2.864 < inf | logz: -24.401 +/- 0.437 | dlogz: 0.714 > 0.109
iter: 2342 | bound: 24 | nc: 39 | ncall: 81268 | eff(%): 2.882 | loglstar: -inf < -2.862 < inf | logz: -24.399 +/- 0.437 | dlogz: 0.709 > 0.109
iter: 2343 | bound: 24 | nc: 39 | ncall: 81307 | eff(%): 2.882 | loglstar: -inf < -2.854 < inf | logz: -24.398 +/- 0.437 | dlogz: 0.703 > 0.109
iter: 2344 | bound: 24 | nc: 39 | ncall: 81346 | eff(%): 2.882 | loglstar: -inf < -2.845 < inf | logz: -24.396 +/- 0.437 | dlogz: 0.697 > 0.109
iter: 2345 | bound: 24 | nc: 39 | ncall: 81385 | eff(%): 2.881 | loglstar: -inf < -2.844 < inf | logz: -24.394 +/- 0.437 | dlogz: 0.691 > 0.109
iter: 2346 | bound: 24 | nc: 39 | ncall: 81424 | eff(%): 2.881 | loglstar: -inf < -2.843 < inf | logz: -24.393 +/- 0.437 | dlogz: 0.685 > 0.109
iter: 2347 | bound: 24 | nc: 39 | ncall: 81463 | eff(%): 2.881 | loglstar: -inf < -2.842 < inf | logz: -24.391 +/- 0.437 | dlogz: 0.679 > 0.109
iter: 2348 | bound: 24 | nc: 39 | ncall: 81502 | eff(%): 2.881 | loglstar: -inf < -2.836 < inf | logz: -24.389 +/- 0.437 | dlogz: 0.674 > 0.109
iter: 2349 | bound: 24 | nc: 39 | ncall: 81541 | eff(%): 2.881 | loglstar: -inf < -2.825 < inf | logz: -24.388 +/- 0.437 | dlogz: 0.668 > 0.109
iter: 2350 | bound: 24 | nc: 39 | ncall: 81580 | eff(%): 2.881 | loglstar: -inf < -2.818 < inf | logz: -24.386 +/- 0.437 | dlogz: 0.662 > 0.109
iter: 2351 | bound: 24 | nc: 39 | ncall: 81619 | eff(%): 2.880 | loglstar: -inf < -2.809 < inf | logz: -24.384 +/- 0.437 | dlogz: 0.657 > 0.109
iter: 2352 | bound: 24 | nc: 39 | ncall: 81658 | eff(%): 2.880 | loglstar: -inf < -2.801 < inf | logz: -24.383 +/- 0.437 | dlogz: 0.651 > 0.109
iter: 2353 | bound: 24 | nc: 39 | ncall: 81697 | eff(%): 2.880 | loglstar: -inf < -2.799 < inf | logz: -24.381 +/- 0.437 | dlogz: 0.646 > 0.109
iter: 2354 | bound: 24 | nc: 39 | ncall: 81736 | eff(%): 2.880 | loglstar: -inf < -2.793 < inf | logz: -24.380 +/- 0.437 | dlogz: 0.640 > 0.109
iter: 2355 | bound: 24 | nc: 39 | ncall: 81775 | eff(%): 2.880 | loglstar: -inf < -2.782 < inf | logz: -24.378 +/- 0.437 | dlogz: 0.635 > 0.109
iter: 2356 | bound: 24 | nc: 39 | ncall: 81814 | eff(%): 2.880 | loglstar: -inf < -2.773 < inf | logz: -24.377 +/- 0.437 | dlogz: 0.629 > 0.109
iter: 2357 | bound: 24 | nc: 39 | ncall: 81853 | eff(%): 2.880 | loglstar: -inf < -2.768 < inf | logz: -24.375 +/- 0.437 | dlogz: 0.624 > 0.109
iter: 2358 | bound: 24 | nc: 39 | ncall: 81892 | eff(%): 2.879 | loglstar: -inf < -2.767 < inf | logz: -24.373 +/- 0.437 | dlogz: 0.619 > 0.109
iter: 2359 | bound: 24 | nc: 39 | ncall: 81931 | eff(%): 2.879 | loglstar: -inf < -2.765 < inf | logz: -24.372 +/- 0.437 | dlogz: 0.613 > 0.109
iter: 2360 | bound: 24 | nc: 39 | ncall: 81970 | eff(%): 2.879 | loglstar: -inf < -2.765 < inf | logz: -24.370 +/- 0.437 | dlogz: 0.713 > 0.109
iter: 2361 | bound: 24 | nc: 39 | ncall: 82009 | eff(%): 2.879 | loglstar: -inf < -2.762 < inf | logz: -24.369 +/- 0.437 | dlogz: 0.708 > 0.109
iter: 2362 | bound: 24 | nc: 39 | ncall: 82048 | eff(%): 2.879 | loglstar: -inf < -2.757 < inf | logz: -24.367 +/- 0.437 | dlogz: 0.702 > 0.109
iter: 2363 | bound: 24 | nc: 39 | ncall: 82087 | eff(%): 2.879 | loglstar: -inf < -2.755 < inf | logz: -24.366 +/- 0.438 | dlogz: 0.696 > 0.109
iter: 2364 | bound: 24 | nc: 39 | ncall: 82126 | eff(%): 2.879 | loglstar: -inf < -2.753 < inf | logz: -24.364 +/- 0.438 | dlogz: 0.690 > 0.109
iter: 2365 | bound: 24 | nc: 39 | ncall: 82165 | eff(%): 2.878 | loglstar: -inf < -2.750 < inf | logz: -24.363 +/- 0.438 | dlogz: 0.685 > 0.109
iter: 2366 | bound: 24 | nc: 39 | ncall: 82204 | eff(%): 2.878 | loglstar: -inf < -2.734 < inf | logz: -24.361 +/- 0.438 | dlogz: 0.679 > 0.109
iter: 2367 | bound: 24 | nc: 39 | ncall: 82243 | eff(%): 2.878 | loglstar: -inf < -2.731 < inf | logz: -24.360 +/- 0.438 | dlogz: 0.673 > 0.109
iter: 2368 | bound: 24 | nc: 39 | ncall: 82282 | eff(%): 2.878 | loglstar: -inf < -2.731 < inf | logz: -24.359 +/- 0.438 | dlogz: 0.668 > 0.109
iter: 2369 | bound: 25 | nc: 39 | ncall: 82321 | eff(%): 2.878 | loglstar: -inf < -2.728 < inf | logz: -24.357 +/- 0.438 | dlogz: 0.662 > 0.109
iter: 2370 | bound: 25 | nc: 39 | ncall: 82360 | eff(%): 2.878 | loglstar: -inf < -2.727 < inf | logz: -24.356 +/- 0.438 | dlogz: 0.657 > 0.109
iter: 2371 | bound: 25 | nc: 39 | ncall: 82399 | eff(%): 2.877 | loglstar: -inf < -2.726 < inf | logz: -24.354 +/- 0.438 | dlogz: 0.651 > 0.109
iter: 2372 | bound: 25 | nc: 39 | ncall: 82438 | eff(%): 2.877 | loglstar: -inf < -2.720 < inf | logz: -24.353 +/- 0.438 | dlogz: 0.646 > 0.109
iter: 2373 | bound: 25 | nc: 39 | ncall: 82477 | eff(%): 2.877 | loglstar: -inf < -2.714 < inf | logz: -24.352 +/- 0.438 | dlogz: 0.641 > 0.109
iter: 2374 | bound: 25 | nc: 39 | ncall: 82516 | eff(%): 2.877 | loglstar: -inf < -2.713 < inf | logz: -24.350 +/- 0.438 | dlogz: 0.635 > 0.109
iter: 2375 | bound: 25 | nc: 39 | ncall: 82555 | eff(%): 2.877 | loglstar: -inf < -2.712 < inf | logz: -24.349 +/- 0.438 | dlogz: 0.630 > 0.109
iter: 2376 | bound: 25 | nc: 39 | ncall: 82594 | eff(%): 2.877 | loglstar: -inf < -2.698 < inf | logz: -24.347 +/- 0.438 | dlogz: 0.625 > 0.109
iter: 2377 | bound: 25 | nc: 39 | ncall: 82633 | eff(%): 2.877 | loglstar: -inf < -2.673 < inf | logz: -24.346 +/- 0.438 | dlogz: 0.619 > 0.109
iter: 2378 | bound: 25 | nc: 39 | ncall: 82672 | eff(%): 2.876 | loglstar: -inf < -2.670 < inf | logz: -24.345 +/- 0.438 | dlogz: 0.614 > 0.109
iter: 2379 | bound: 25 | nc: 39 | ncall: 82711 | eff(%): 2.876 | loglstar: -inf < -2.668 < inf | logz: -24.343 +/- 0.438 | dlogz: 0.715 > 0.109
iter: 2380 | bound: 25 | nc: 39 | ncall: 82750 | eff(%): 2.876 | loglstar: -inf < -2.664 < inf | logz: -24.342 +/- 0.438 | dlogz: 0.709 > 0.109
iter: 2381 | bound: 25 | nc: 39 | ncall: 82789 | eff(%): 2.876 | loglstar: -inf < -2.660 < inf | logz: -24.341 +/- 0.438 | dlogz: 0.703 > 0.109
iter: 2382 | bound: 25 | nc: 39 | ncall: 82828 | eff(%): 2.876 | loglstar: -inf < -2.655 < inf | logz: -24.339 +/- 0.438 | dlogz: 0.698 > 0.109
iter: 2383 | bound: 26 | nc: 39 | ncall: 82867 | eff(%): 2.876 | loglstar: -inf < -2.650 < inf | logz: -24.338 +/- 0.438 | dlogz: 0.692 > 0.109
iter: 2384 | bound: 26 | nc: 39 | ncall: 82906 | eff(%): 2.876 | loglstar: -inf < -2.645 < inf | logz: -24.337 +/- 0.438 | dlogz: 0.686 > 0.109
iter: 2385 | bound: 26 | nc: 39 | ncall: 82945 | eff(%): 2.875 | loglstar: -inf < -2.643 < inf | logz: -24.335 +/- 0.438 | dlogz: 0.681 > 0.109
iter: 2386 | bound: 26 | nc: 39 | ncall: 82984 | eff(%): 2.875 | loglstar: -inf < -2.634 < inf | logz: -24.334 +/- 0.438 | dlogz: 0.675 > 0.109
iter: 2387 | bound: 26 | nc: 39 | ncall: 83023 | eff(%): 2.875 | loglstar: -inf < -2.617 < inf | logz: -24.333 +/- 0.438 | dlogz: 0.670 > 0.109
iter: 2388 | bound: 26 | nc: 39 | ncall: 83062 | eff(%): 2.875 | loglstar: -inf < -2.611 < inf | logz: -24.332 +/- 0.438 | dlogz: 0.664 > 0.109
iter: 2389 | bound: 26 | nc: 39 | ncall: 83101 | eff(%): 2.875 | loglstar: -inf < -2.602 < inf | logz: -24.330 +/- 0.438 | dlogz: 0.659 > 0.109
iter: 2390 | bound: 26 | nc: 39 | ncall: 83140 | eff(%): 2.875 | loglstar: -inf < -2.602 < inf | logz: -24.329 +/- 0.438 | dlogz: 0.653 > 0.109
iter: 2391 | bound: 26 | nc: 39 | ncall: 83179 | eff(%): 2.875 | loglstar: -inf < -2.601 < inf | logz: -24.328 +/- 0.438 | dlogz: 0.648 > 0.109
iter: 2392 | bound: 26 | nc: 39 | ncall: 83218 | eff(%): 2.874 | loglstar: -inf < -2.594 < inf | logz: -24.326 +/- 0.438 | dlogz: 0.643 > 0.109
iter: 2393 | bound: 26 | nc: 39 | ncall: 83257 | eff(%): 2.874 | loglstar: -inf < -2.581 < inf | logz: -24.325 +/- 0.438 | dlogz: 0.637 > 0.109
iter: 2394 | bound: 26 | nc: 39 | ncall: 83296 | eff(%): 2.874 | loglstar: -inf < -2.564 < inf | logz: -24.324 +/- 0.438 | dlogz: 0.632 > 0.109
iter: 2395 | bound: 26 | nc: 39 | ncall: 83335 | eff(%): 2.874 | loglstar: -inf < -2.557 < inf | logz: -24.323 +/- 0.438 | dlogz: 0.627 > 0.109
iter: 2396 | bound: 26 | nc: 39 | ncall: 83374 | eff(%): 2.874 | loglstar: -inf < -2.552 < inf | logz: -24.321 +/- 0.438 | dlogz: 0.622 > 0.109
iter: 2397 | bound: 26 | nc: 39 | ncall: 83413 | eff(%): 2.874 | loglstar: -inf < -2.551 < inf | logz: -24.320 +/- 0.438 | dlogz: 0.617 > 0.109
iter: 2398 | bound: 26 | nc: 39 | ncall: 83452 | eff(%): 2.874 | loglstar: -inf < -2.542 < inf | logz: -24.319 +/- 0.438 | dlogz: 0.611 > 0.109
iter: 2399 | bound: 26 | nc: 39 | ncall: 83491 | eff(%): 2.873 | loglstar: -inf < -2.539 < inf | logz: -24.318 +/- 0.438 | dlogz: 0.606 > 0.109
iter: 2400 | bound: 26 | nc: 39 | ncall: 83530 | eff(%): 2.873 | loglstar: -inf < -2.538 < inf | logz: -24.317 +/- 0.438 | dlogz: 0.601 > 0.109
iter: 2401 | bound: 26 | nc: 39 | ncall: 83569 | eff(%): 2.873 | loglstar: -inf < -2.533 < inf | logz: -24.315 +/- 0.438 | dlogz: 0.596 > 0.109
iter: 2402 | bound: 26 | nc: 39 | ncall: 83608 | eff(%): 2.873 | loglstar: -inf < -2.532 < inf | logz: -24.314 +/- 0.438 | dlogz: 0.591 > 0.109
iter: 2403 | bound: 26 | nc: 39 | ncall: 83647 | eff(%): 2.873 | loglstar: -inf < -2.530 < inf | logz: -24.313 +/- 0.438 | dlogz: 0.586 > 0.109
iter: 2404 | bound: 26 | nc: 39 | ncall: 83686 | eff(%): 2.873 | loglstar: -inf < -2.511 < inf | logz: -24.312 +/- 0.438 | dlogz: 0.581 > 0.109
iter: 2405 | bound: 26 | nc: 39 | ncall: 83725 | eff(%): 2.872 | loglstar: -inf < -2.507 < inf | logz: -24.311 +/- 0.438 | dlogz: 0.576 > 0.109
iter: 2406 | bound: 26 | nc: 39 | ncall: 83764 | eff(%): 2.872 | loglstar: -inf < -2.500 < inf | logz: -24.309 +/- 0.438 | dlogz: 0.572 > 0.109
iter: 2407 | bound: 26 | nc: 39 | ncall: 83803 | eff(%): 2.872 | loglstar: -inf < -2.494 < inf | logz: -24.308 +/- 0.438 | dlogz: 0.567 > 0.109
iter: 2408 | bound: 26 | nc: 39 | ncall: 83842 | eff(%): 2.872 | loglstar: -inf < -2.490 < inf | logz: -24.307 +/- 0.438 | dlogz: 0.562 > 0.109
iter: 2409 | bound: 26 | nc: 39 | ncall: 83881 | eff(%): 2.872 | loglstar: -inf < -2.482 < inf | logz: -24.306 +/- 0.438 | dlogz: 0.557 > 0.109
iter: 2410 | bound: 26 | nc: 39 | ncall: 83920 | eff(%): 2.872 | loglstar: -inf < -2.478 < inf | logz: -24.305 +/- 0.438 | dlogz: 0.552 > 0.109
iter: 2411 | bound: 26 | nc: 39 | ncall: 83959 | eff(%): 2.872 | loglstar: -inf < -2.475 < inf | logz: -24.304 +/- 0.439 | dlogz: 0.548 > 0.109
iter: 2412 | bound: 26 | nc: 39 | ncall: 83998 | eff(%): 2.871 | loglstar: -inf < -2.473 < inf | logz: -24.302 +/- 0.439 | dlogz: 0.543 > 0.109
iter: 2413 | bound: 26 | nc: 39 | ncall: 84037 | eff(%): 2.871 | loglstar: -inf < -2.466 < inf | logz: -24.301 +/- 0.439 | dlogz: 0.538 > 0.109
iter: 2414 | bound: 26 | nc: 39 | ncall: 84076 | eff(%): 2.871 | loglstar: -inf < -2.463 < inf | logz: -24.300 +/- 0.439 | dlogz: 0.534 > 0.109
iter: 2415 | bound: 26 | nc: 39 | ncall: 84115 | eff(%): 2.871 | loglstar: -inf < -2.460 < inf | logz: -24.299 +/- 0.439 | dlogz: 0.529 > 0.109
iter: 2416 | bound: 26 | nc: 39 | ncall: 84154 | eff(%): 2.871 | loglstar: -inf < -2.453 < inf | logz: -24.298 +/- 0.439 | dlogz: 0.525 > 0.109
iter: 2417 | bound: 26 | nc: 39 | ncall: 84193 | eff(%): 2.871 | loglstar: -inf < -2.452 < inf | logz: -24.297 +/- 0.439 | dlogz: 0.520 > 0.109
iter: 2418 | bound: 26 | nc: 39 | ncall: 84232 | eff(%): 2.871 | loglstar: -inf < -2.451 < inf | logz: -24.296 +/- 0.439 | dlogz: 0.516 > 0.109
iter: 2419 | bound: 26 | nc: 39 | ncall: 84271 | eff(%): 2.871 | loglstar: -inf < -2.445 < inf | logz: -24.295 +/- 0.439 | dlogz: 0.511 > 0.109
iter: 2420 | bound: 26 | nc: 39 | ncall: 84310 | eff(%): 2.870 | loglstar: -inf < -2.433 < inf | logz: -24.294 +/- 0.439 | dlogz: 0.507 > 0.109
iter: 2421 | bound: 26 | nc: 39 | ncall: 84349 | eff(%): 2.870 | loglstar: -inf < -2.432 < inf | logz: -24.293 +/- 0.439 | dlogz: 0.503 > 0.109
iter: 2422 | bound: 26 | nc: 39 | ncall: 84388 | eff(%): 2.870 | loglstar: -inf < -2.431 < inf | logz: -24.291 +/- 0.439 | dlogz: 0.498 > 0.109
iter: 2423 | bound: 26 | nc: 39 | ncall: 84427 | eff(%): 2.870 | loglstar: -inf < -2.429 < inf | logz: -24.290 +/- 0.439 | dlogz: 0.494 > 0.109
iter: 2424 | bound: 26 | nc: 39 | ncall: 84466 | eff(%): 2.870 | loglstar: -inf < -2.420 < inf | logz: -24.289 +/- 0.439 | dlogz: 0.490 > 0.109
iter: 2425 | bound: 26 | nc: 39 | ncall: 84505 | eff(%): 2.870 | loglstar: -inf < -2.419 < inf | logz: -24.288 +/- 0.439 | dlogz: 0.485 > 0.109
iter: 2426 | bound: 26 | nc: 39 | ncall: 84544 | eff(%): 2.870 | loglstar: -inf < -2.413 < inf | logz: -24.287 +/- 0.439 | dlogz: 0.481 > 0.109
iter: 2427 | bound: 26 | nc: 39 | ncall: 84583 | eff(%): 2.869 | loglstar: -inf < -2.402 < inf | logz: -24.286 +/- 0.439 | dlogz: 0.477 > 0.109
iter: 2428 | bound: 26 | nc: 39 | ncall: 84622 | eff(%): 2.869 | loglstar: -inf < -2.398 < inf | logz: -24.285 +/- 0.439 | dlogz: 0.473 > 0.109
iter: 2429 | bound: 26 | nc: 39 | ncall: 84661 | eff(%): 2.869 | loglstar: -inf < -2.381 < inf | logz: -24.284 +/- 0.439 | dlogz: 0.469 > 0.109
iter: 2430 | bound: 26 | nc: 39 | ncall: 84700 | eff(%): 2.869 | loglstar: -inf < -2.372 < inf | logz: -24.283 +/- 0.439 | dlogz: 0.465 > 0.109
iter: 2431 | bound: 26 | nc: 39 | ncall: 84739 | eff(%): 2.869 | loglstar: -inf < -2.371 < inf | logz: -24.282 +/- 0.439 | dlogz: 0.461 > 0.109
iter: 2432 | bound: 26 | nc: 39 | ncall: 84778 | eff(%): 2.869 | loglstar: -inf < -2.369 < inf | logz: -24.281 +/- 0.439 | dlogz: 0.457 > 0.109
iter: 2433 | bound: 26 | nc: 39 | ncall: 84817 | eff(%): 2.869 | loglstar: -inf < -2.366 < inf | logz: -24.280 +/- 0.439 | dlogz: 0.453 > 0.109
iter: 2434 | bound: 26 | nc: 39 | ncall: 84856 | eff(%): 2.868 | loglstar: -inf < -2.354 < inf | logz: -24.279 +/- 0.439 | dlogz: 0.449 > 0.109
iter: 2435 | bound: 26 | nc: 39 | ncall: 84895 | eff(%): 2.868 | loglstar: -inf < -2.348 < inf | logz: -24.278 +/- 0.439 | dlogz: 0.445 > 0.109
iter: 2436 | bound: 26 | nc: 39 | ncall: 84934 | eff(%): 2.868 | loglstar: -inf < -2.345 < inf | logz: -24.277 +/- 0.439 | dlogz: 0.441 > 0.109
iter: 2437 | bound: 26 | nc: 39 | ncall: 84973 | eff(%): 2.868 | loglstar: -inf < -2.345 < inf | logz: -24.276 +/- 0.439 | dlogz: 0.437 > 0.109
iter: 2438 | bound: 26 | nc: 39 | ncall: 85012 | eff(%): 2.868 | loglstar: -inf < -2.340 < inf | logz: -24.275 +/- 0.439 | dlogz: 0.433 > 0.109
iter: 2439 | bound: 26 | nc: 39 | ncall: 85051 | eff(%): 2.868 | loglstar: -inf < -2.339 < inf | logz: -24.274 +/- 0.439 | dlogz: 0.429 > 0.109
iter: 2440 | bound: 26 | nc: 39 | ncall: 85090 | eff(%): 2.868 | loglstar: -inf < -2.329 < inf | logz: -24.273 +/- 0.439 | dlogz: 0.425 > 0.109
iter: 2441 | bound: 26 | nc: 39 | ncall: 85129 | eff(%): 2.867 | loglstar: -inf < -2.324 < inf | logz: -24.272 +/- 0.439 | dlogz: 0.422 > 0.109
iter: 2442 | bound: 26 | nc: 39 | ncall: 85168 | eff(%): 2.867 | loglstar: -inf < -2.323 < inf | logz: -24.271 +/- 0.439 | dlogz: 0.418 > 0.109
iter: 2443 | bound: 26 | nc: 39 | ncall: 85207 | eff(%): 2.867 | loglstar: -inf < -2.322 < inf | logz: -24.270 +/- 0.439 | dlogz: 0.414 > 0.109
iter: 2444 | bound: 26 | nc: 39 | ncall: 85246 | eff(%): 2.867 | loglstar: -inf < -2.322 < inf | logz: -24.269 +/- 0.439 | dlogz: 0.410 > 0.109
iter: 2445 | bound: 26 | nc: 39 | ncall: 85285 | eff(%): 2.867 | loglstar: -inf < -2.319 < inf | logz: -24.269 +/- 0.439 | dlogz: 0.407 > 0.109
iter: 2446 | bound: 26 | nc: 39 | ncall: 85324 | eff(%): 2.867 | loglstar: -inf < -2.315 < inf | logz: -24.268 +/- 0.439 | dlogz: 0.403 > 0.109
iter: 2447 | bound: 26 | nc: 39 | ncall: 85363 | eff(%): 2.867 | loglstar: -inf < -2.315 < inf | logz: -24.267 +/- 0.439 | dlogz: 0.400 > 0.109
iter: 2448 | bound: 26 | nc: 39 | ncall: 85402 | eff(%): 2.866 | loglstar: -inf < -2.300 < inf | logz: -24.266 +/- 0.439 | dlogz: 0.396 > 0.109
iter: 2449 | bound: 26 | nc: 39 | ncall: 85441 | eff(%): 2.866 | loglstar: -inf < -2.288 < inf | logz: -24.265 +/- 0.439 | dlogz: 0.393 > 0.109
iter: 2450 | bound: 26 | nc: 39 | ncall: 85480 | eff(%): 2.866 | loglstar: -inf < -2.285 < inf | logz: -24.264 +/- 0.439 | dlogz: 0.389 > 0.109
iter: 2451 | bound: 26 | nc: 39 | ncall: 85519 | eff(%): 2.866 | loglstar: -inf < -2.276 < inf | logz: -24.263 +/- 0.439 | dlogz: 0.386 > 0.109
iter: 2452 | bound: 26 | nc: 39 | ncall: 85558 | eff(%): 2.866 | loglstar: -inf < -2.274 < inf | logz: -24.262 +/- 0.439 | dlogz: 0.382 > 0.109
iter: 2453 | bound: 26 | nc: 39 | ncall: 85597 | eff(%): 2.866 | loglstar: -inf < -2.266 < inf | logz: -24.261 +/- 0.439 | dlogz: 0.379 > 0.109
iter: 2454 | bound: 26 | nc: 39 | ncall: 85636 | eff(%): 2.866 | loglstar: -inf < -2.262 < inf | logz: -24.260 +/- 0.439 | dlogz: 0.375 > 0.109
iter: 2455 | bound: 26 | nc: 39 | ncall: 85675 | eff(%): 2.865 | loglstar: -inf < -2.243 < inf | logz: -24.260 +/- 0.439 | dlogz: 0.372 > 0.109
iter: 2456 | bound: 26 | nc: 39 | ncall: 85714 | eff(%): 2.865 | loglstar: -inf < -2.229 < inf | logz: -24.259 +/- 0.439 | dlogz: 0.369 > 0.109
iter: 2457 | bound: 26 | nc: 39 | ncall: 85753 | eff(%): 2.865 | loglstar: -inf < -2.218 < inf | logz: -24.258 +/- 0.439 | dlogz: 0.365 > 0.109
iter: 2458 | bound: 26 | nc: 39 | ncall: 85792 | eff(%): 2.865 | loglstar: -inf < -2.217 < inf | logz: -24.257 +/- 0.439 | dlogz: 0.362 > 0.109
iter: 2459 | bound: 26 | nc: 39 | ncall: 85831 | eff(%): 2.865 | loglstar: -inf < -2.200 < inf | logz: -24.256 +/- 0.439 | dlogz: 0.359 > 0.109
iter: 2460 | bound: 26 | nc: 39 | ncall: 85870 | eff(%): 2.865 | loglstar: -inf < -2.197 < inf | logz: -24.255 +/- 0.439 | dlogz: 0.355 > 0.109
iter: 2461 | bound: 26 | nc: 39 | ncall: 85909 | eff(%): 2.865 | loglstar: -inf < -2.193 < inf | logz: -24.254 +/- 0.439 | dlogz: 0.352 > 0.109
iter: 2462 | bound: 26 | nc: 39 | ncall: 85948 | eff(%): 2.865 | loglstar: -inf < -2.189 < inf | logz: -24.253 +/- 0.439 | dlogz: 0.349 > 0.109
iter: 2463 | bound: 26 | nc: 39 | ncall: 85987 | eff(%): 2.864 | loglstar: -inf < -2.185 < inf | logz: -24.252 +/- 0.439 | dlogz: 0.346 > 0.109
iter: 2464 | bound: 26 | nc: 39 | ncall: 86026 | eff(%): 2.864 | loglstar: -inf < -2.184 < inf | logz: -24.252 +/- 0.439 | dlogz: 0.343 > 0.109
iter: 2465 | bound: 26 | nc: 39 | ncall: 86065 | eff(%): 2.864 | loglstar: -inf < -2.182 < inf | logz: -24.251 +/- 0.439 | dlogz: 0.339 > 0.109
iter: 2466 | bound: 26 | nc: 39 | ncall: 86104 | eff(%): 2.864 | loglstar: -inf < -2.181 < inf | logz: -24.250 +/- 0.439 | dlogz: 0.336 > 0.109
iter: 2467 | bound: 26 | nc: 39 | ncall: 86143 | eff(%): 2.864 | loglstar: -inf < -2.178 < inf | logz: -24.249 +/- 0.439 | dlogz: 0.333 > 0.109
iter: 2468 | bound: 26 | nc: 39 | ncall: 86182 | eff(%): 2.864 | loglstar: -inf < -2.169 < inf | logz: -24.248 +/- 0.439 | dlogz: 0.330 > 0.109
iter: 2469 | bound: 26 | nc: 39 | ncall: 86221 | eff(%): 2.864 | loglstar: -inf < -2.165 < inf | logz: -24.247 +/- 0.439 | dlogz: 0.327 > 0.109
iter: 2470 | bound: 26 | nc: 39 | ncall: 86260 | eff(%): 2.863 | loglstar: -inf < -2.164 < inf | logz: -24.247 +/- 0.440 | dlogz: 0.324 > 0.109
iter: 2471 | bound: 26 | nc: 39 | ncall: 86299 | eff(%): 2.863 | loglstar: -inf < -2.157 < inf | logz: -24.246 +/- 0.440 | dlogz: 0.321 > 0.109
iter: 2472 | bound: 26 | nc: 39 | ncall: 86338 | eff(%): 2.863 | loglstar: -inf < -2.151 < inf | logz: -24.245 +/- 0.440 | dlogz: 0.318 > 0.109
iter: 2473 | bound: 26 | nc: 39 | ncall: 86377 | eff(%): 2.863 | loglstar: -inf < -2.147 < inf | logz: -24.244 +/- 0.440 | dlogz: 0.315 > 0.109
iter: 2474 | bound: 26 | nc: 39 | ncall: 86416 | eff(%): 2.863 | loglstar: -inf < -2.141 < inf | logz: -24.243 +/- 0.440 | dlogz: 0.312 > 0.109
iter: 2475 | bound: 26 | nc: 39 | ncall: 86455 | eff(%): 2.863 | loglstar: -inf < -2.129 < inf | logz: -24.243 +/- 0.440 | dlogz: 0.310 > 0.109
iter: 2476 | bound: 26 | nc: 39 | ncall: 86494 | eff(%): 2.863 | loglstar: -inf < -2.121 < inf | logz: -24.242 +/- 0.440 | dlogz: 0.307 > 0.109
iter: 2477 | bound: 26 | nc: 39 | ncall: 86533 | eff(%): 2.862 | loglstar: -inf < -2.107 < inf | logz: -24.241 +/- 0.440 | dlogz: 0.304 > 0.109
iter: 2478 | bound: 26 | nc: 39 | ncall: 86572 | eff(%): 2.862 | loglstar: -inf < -2.106 < inf | logz: -24.240 +/- 0.440 | dlogz: 0.301 > 0.109
iter: 2479 | bound: 26 | nc: 39 | ncall: 86611 | eff(%): 2.862 | loglstar: -inf < -2.104 < inf | logz: -24.239 +/- 0.440 | dlogz: 0.298 > 0.109
iter: 2480 | bound: 26 | nc: 39 | ncall: 86650 | eff(%): 2.862 | loglstar: -inf < -2.101 < inf | logz: -24.239 +/- 0.440 | dlogz: 0.296 > 0.109
iter: 2481 | bound: 26 | nc: 39 | ncall: 86689 | eff(%): 2.862 | loglstar: -inf < -2.088 < inf | logz: -24.238 +/- 0.440 | dlogz: 0.293 > 0.109
iter: 2482 | bound: 27 | nc: 39 | ncall: 86728 | eff(%): 2.862 | loglstar: -inf < -2.073 < inf | logz: -24.237 +/- 0.440 | dlogz: 0.290 > 0.109
iter: 2483 | bound: 27 | nc: 39 | ncall: 86767 | eff(%): 2.862 | loglstar: -inf < -2.067 < inf | logz: -24.236 +/- 0.440 | dlogz: 0.287 > 0.109
iter: 2484 | bound: 27 | nc: 39 | ncall: 86806 | eff(%): 2.862 | loglstar: -inf < -2.066 < inf | logz: -24.235 +/- 0.440 | dlogz: 0.285 > 0.109
iter: 2485 | bound: 27 | nc: 39 | ncall: 86845 | eff(%): 2.861 | loglstar: -inf < -2.065 < inf | logz: -24.235 +/- 0.440 | dlogz: 0.282 > 0.109
iter: 2486 | bound: 27 | nc: 39 | ncall: 86884 | eff(%): 2.861 | loglstar: -inf < -2.064 < inf | logz: -24.234 +/- 0.440 | dlogz: 0.279 > 0.109
iter: 2487 | bound: 27 | nc: 39 | ncall: 86923 | eff(%): 2.861 | loglstar: -inf < -2.055 < inf | logz: -24.233 +/- 0.440 | dlogz: 0.277 > 0.109
iter: 2488 | bound: 27 | nc: 39 | ncall: 86962 | eff(%): 2.861 | loglstar: -inf < -2.055 < inf | logz: -24.232 +/- 0.440 | dlogz: 0.274 > 0.109
iter: 2489 | bound: 27 | nc: 39 | ncall: 87001 | eff(%): 2.861 | loglstar: -inf < -2.053 < inf | logz: -24.232 +/- 0.440 | dlogz: 0.272 > 0.109
iter: 2490 | bound: 27 | nc: 39 | ncall: 87040 | eff(%): 2.861 | loglstar: -inf < -2.031 < inf | logz: -24.231 +/- 0.440 | dlogz: 0.269 > 0.109
iter: 2491 | bound: 27 | nc: 39 | ncall: 87079 | eff(%): 2.861 | loglstar: -inf < -2.028 < inf | logz: -24.230 +/- 0.440 | dlogz: 0.267 > 0.109
iter: 2492 | bound: 27 | nc: 39 | ncall: 87118 | eff(%): 2.860 | loglstar: -inf < -2.027 < inf | logz: -24.229 +/- 0.440 | dlogz: 0.264 > 0.109
iter: 2493 | bound: 27 | nc: 39 | ncall: 87157 | eff(%): 2.860 | loglstar: -inf < -2.022 < inf | logz: -24.229 +/- 0.440 | dlogz: 0.262 > 0.109
iter: 2494 | bound: 27 | nc: 39 | ncall: 87196 | eff(%): 2.860 | loglstar: -inf < -2.005 < inf | logz: -24.228 +/- 0.440 | dlogz: 0.259 > 0.109
iter: 2495 | bound: 27 | nc: 39 | ncall: 87235 | eff(%): 2.860 | loglstar: -inf < -2.004 < inf | logz: -24.227 +/- 0.440 | dlogz: 0.257 > 0.109
iter: 2496 | bound: 27 | nc: 39 | ncall: 87274 | eff(%): 2.860 | loglstar: -inf < -2.002 < inf | logz: -24.226 +/- 0.440 | dlogz: 0.254 > 0.109
iter: 2497 | bound: 27 | nc: 39 | ncall: 87313 | eff(%): 2.860 | loglstar: -inf < -1.996 < inf | logz: -24.226 +/- 0.440 | dlogz: 0.252 > 0.109
iter: 2498 | bound: 28 | nc: 39 | ncall: 87352 | eff(%): 2.860 | loglstar: -inf < -1.981 < inf | logz: -24.225 +/- 0.440 | dlogz: 0.250 > 0.109
iter: 2499 | bound: 28 | nc: 39 | ncall: 87391 | eff(%): 2.860 | loglstar: -inf < -1.976 < inf | logz: -24.224 +/- 0.440 | dlogz: 0.247 > 0.109
iter: 2500 | bound: 28 | nc: 39 | ncall: 87430 | eff(%): 2.859 | loglstar: -inf < -1.971 < inf | logz: -24.224 +/- 0.440 | dlogz: 0.245 > 0.109
iter: 2501 | bound: 28 | nc: 39 | ncall: 87469 | eff(%): 2.859 | loglstar: -inf < -1.970 < inf | logz: -24.223 +/- 0.440 | dlogz: 0.243 > 0.109
iter: 2502 | bound: 28 | nc: 39 | ncall: 87508 | eff(%): 2.859 | loglstar: -inf < -1.967 < inf | logz: -24.222 +/- 0.440 | dlogz: 0.240 > 0.109
iter: 2503 | bound: 28 | nc: 39 | ncall: 87547 | eff(%): 2.859 | loglstar: -inf < -1.965 < inf | logz: -24.221 +/- 0.440 | dlogz: 0.238 > 0.109
iter: 2504 | bound: 28 | nc: 39 | ncall: 87586 | eff(%): 2.859 | loglstar: -inf < -1.963 < inf | logz: -24.221 +/- 0.440 | dlogz: 0.236 > 0.109
iter: 2505 | bound: 28 | nc: 39 | ncall: 87625 | eff(%): 2.859 | loglstar: -inf < -1.958 < inf | logz: -24.220 +/- 0.440 | dlogz: 0.234 > 0.109
iter: 2506 | bound: 28 | nc: 39 | ncall: 87664 | eff(%): 2.859 | loglstar: -inf < -1.955 < inf | logz: -24.219 +/- 0.440 | dlogz: 0.231 > 0.109
iter: 2507 | bound: 28 | nc: 39 | ncall: 87703 | eff(%): 2.859 | loglstar: -inf < -1.942 < inf | logz: -24.219 +/- 0.440 | dlogz: 0.229 > 0.109
iter: 2508 | bound: 28 | nc: 39 | ncall: 87742 | eff(%): 2.858 | loglstar: -inf < -1.939 < inf | logz: -24.218 +/- 0.440 | dlogz: 0.227 > 0.109
iter: 2509 | bound: 28 | nc: 39 | ncall: 87781 | eff(%): 2.858 | loglstar: -inf < -1.935 < inf | logz: -24.217 +/- 0.440 | dlogz: 0.225 > 0.109
iter: 2510 | bound: 28 | nc: 39 | ncall: 87820 | eff(%): 2.858 | loglstar: -inf < -1.932 < inf | logz: -24.217 +/- 0.440 | dlogz: 0.223 > 0.109
iter: 2511 | bound: 28 | nc: 39 | ncall: 87859 | eff(%): 2.858 | loglstar: -inf < -1.918 < inf | logz: -24.216 +/- 0.440 | dlogz: 0.221 > 0.109
iter: 2512 | bound: 28 | nc: 39 | ncall: 87898 | eff(%): 2.858 | loglstar: -inf < -1.910 < inf | logz: -24.215 +/- 0.440 | dlogz: 0.219 > 0.109
iter: 2513 | bound: 28 | nc: 39 | ncall: 87937 | eff(%): 2.858 | loglstar: -inf < -1.907 < inf | logz: -24.215 +/- 0.440 | dlogz: 0.217 > 0.109
iter: 2514 | bound: 28 | nc: 39 | ncall: 87976 | eff(%): 2.858 | loglstar: -inf < -1.906 < inf | logz: -24.214 +/- 0.440 | dlogz: 0.214 > 0.109
iter: 2515 | bound: 28 | nc: 39 | ncall: 88015 | eff(%): 2.857 | loglstar: -inf < -1.904 < inf | logz: -24.213 +/- 0.440 | dlogz: 0.212 > 0.109
iter: 2516 | bound: 28 | nc: 39 | ncall: 88054 | eff(%): 2.857 | loglstar: -inf < -1.898 < inf | logz: -24.213 +/- 0.440 | dlogz: 0.210 > 0.109
iter: 2517 | bound: 28 | nc: 39 | ncall: 88093 | eff(%): 2.857 | loglstar: -inf < -1.898 < inf | logz: -24.212 +/- 0.440 | dlogz: 0.208 > 0.109
iter: 2518 | bound: 28 | nc: 39 | ncall: 88132 | eff(%): 2.857 | loglstar: -inf < -1.896 < inf | logz: -24.211 +/- 0.440 | dlogz: 0.206 > 0.109
iter: 2519 | bound: 28 | nc: 39 | ncall: 88171 | eff(%): 2.857 | loglstar: -inf < -1.894 < inf | logz: -24.211 +/- 0.440 | dlogz: 0.204 > 0.109
iter: 2520 | bound: 28 | nc: 39 | ncall: 88210 | eff(%): 2.857 | loglstar: -inf < -1.892 < inf | logz: -24.210 +/- 0.440 | dlogz: 0.202 > 0.109
iter: 2521 | bound: 28 | nc: 39 | ncall: 88249 | eff(%): 2.857 | loglstar: -inf < -1.890 < inf | logz: -24.209 +/- 0.440 | dlogz: 0.201 > 0.109
iter: 2522 | bound: 28 | nc: 39 | ncall: 88288 | eff(%): 2.857 | loglstar: -inf < -1.886 < inf | logz: -24.209 +/- 0.440 | dlogz: 0.199 > 0.109
iter: 2523 | bound: 28 | nc: 39 | ncall: 88327 | eff(%): 2.856 | loglstar: -inf < -1.885 < inf | logz: -24.208 +/- 0.440 | dlogz: 0.197 > 0.109
iter: 2524 | bound: 28 | nc: 39 | ncall: 88366 | eff(%): 2.856 | loglstar: -inf < -1.882 < inf | logz: -24.208 +/- 0.440 | dlogz: 0.195 > 0.109
iter: 2525 | bound: 28 | nc: 39 | ncall: 88405 | eff(%): 2.856 | loglstar: -inf < -1.880 < inf | logz: -24.207 +/- 0.440 | dlogz: 0.193 > 0.109
iter: 2526 | bound: 28 | nc: 39 | ncall: 88444 | eff(%): 2.856 | loglstar: -inf < -1.878 < inf | logz: -24.206 +/- 0.440 | dlogz: 0.191 > 0.109
iter: 2527 | bound: 28 | nc: 39 | ncall: 88483 | eff(%): 2.856 | loglstar: -inf < -1.877 < inf | logz: -24.206 +/- 0.440 | dlogz: 0.189 > 0.109
iter: 2528 | bound: 28 | nc: 39 | ncall: 88522 | eff(%): 2.856 | loglstar: -inf < -1.871 < inf | logz: -24.205 +/- 0.440 | dlogz: 0.188 > 0.109
iter: 2529 | bound: 28 | nc: 39 | ncall: 88561 | eff(%): 2.856 | loglstar: -inf < -1.865 < inf | logz: -24.205 +/- 0.440 | dlogz: 0.186 > 0.109
iter: 2530 | bound: 28 | nc: 39 | ncall: 88600 | eff(%): 2.856 | loglstar: -inf < -1.858 < inf | logz: -24.204 +/- 0.440 | dlogz: 0.184 > 0.109
iter: 2531 | bound: 28 | nc: 39 | ncall: 88639 | eff(%): 2.855 | loglstar: -inf < -1.853 < inf | logz: -24.203 +/- 0.440 | dlogz: 0.182 > 0.109
iter: 2532 | bound: 28 | nc: 39 | ncall: 88678 | eff(%): 2.855 | loglstar: -inf < -1.845 < inf | logz: -24.203 +/- 0.440 | dlogz: 0.180 > 0.109
iter: 2533 | bound: 28 | nc: 39 | ncall: 88717 | eff(%): 2.855 | loglstar: -inf < -1.839 < inf | logz: -24.202 +/- 0.440 | dlogz: 0.179 > 0.109
iter: 2534 | bound: 28 | nc: 39 | ncall: 88756 | eff(%): 2.855 | loglstar: -inf < -1.834 < inf | logz: -24.202 +/- 0.440 | dlogz: 0.177 > 0.109
iter: 2535 | bound: 28 | nc: 39 | ncall: 88795 | eff(%): 2.855 | loglstar: -inf < -1.834 < inf | logz: -24.201 +/- 0.440 | dlogz: 0.175 > 0.109
iter: 2536 | bound: 28 | nc: 39 | ncall: 88834 | eff(%): 2.855 | loglstar: -inf < -1.833 < inf | logz: -24.200 +/- 0.440 | dlogz: 0.174 > 0.109
iter: 2537 | bound: 28 | nc: 39 | ncall: 88873 | eff(%): 2.855 | loglstar: -inf < -1.831 < inf | logz: -24.200 +/- 0.440 | dlogz: 0.172 > 0.109
iter: 2538 | bound: 28 | nc: 39 | ncall: 88912 | eff(%): 2.855 | loglstar: -inf < -1.829 < inf | logz: -24.199 +/- 0.440 | dlogz: 0.170 > 0.109
iter: 2539 | bound: 28 | nc: 39 | ncall: 88951 | eff(%): 2.854 | loglstar: -inf < -1.827 < inf | logz: -24.199 +/- 0.440 | dlogz: 0.169 > 0.109
iter: 2540 | bound: 28 | nc: 39 | ncall: 88990 | eff(%): 2.854 | loglstar: -inf < -1.817 < inf | logz: -24.198 +/- 0.440 | dlogz: 0.167 > 0.109
iter: 2541 | bound: 28 | nc: 39 | ncall: 89029 | eff(%): 2.854 | loglstar: -inf < -1.807 < inf | logz: -24.198 +/- 0.440 | dlogz: 0.165 > 0.109
iter: 2542 | bound: 28 | nc: 39 | ncall: 89068 | eff(%): 2.854 | loglstar: -inf < -1.802 < inf | logz: -24.197 +/- 0.441 | dlogz: 0.164 > 0.109
iter: 2543 | bound: 28 | nc: 39 | ncall: 89107 | eff(%): 2.854 | loglstar: -inf < -1.792 < inf | logz: -24.197 +/- 0.441 | dlogz: 0.162 > 0.109
iter: 2544 | bound: 28 | nc: 39 | ncall: 89146 | eff(%): 2.854 | loglstar: -inf < -1.781 < inf | logz: -24.196 +/- 0.441 | dlogz: 0.165 > 0.109
iter: 2545 | bound: 28 | nc: 39 | ncall: 89185 | eff(%): 2.854 | loglstar: -inf < -1.777 < inf | logz: -24.196 +/- 0.441 | dlogz: 0.164 > 0.109
iter: 2546 | bound: 28 | nc: 39 | ncall: 89224 | eff(%): 2.853 | loglstar: -inf < -1.765 < inf | logz: -24.195 +/- 0.441 | dlogz: 0.162 > 0.109
iter: 2547 | bound: 28 | nc: 39 | ncall: 89263 | eff(%): 2.853 | loglstar: -inf < -1.755 < inf | logz: -24.194 +/- 0.441 | dlogz: 0.161 > 0.109
iter: 2548 | bound: 28 | nc: 39 | ncall: 89302 | eff(%): 2.853 | loglstar: -inf < -1.754 < inf | logz: -24.194 +/- 0.441 | dlogz: 0.159 > 0.109
iter: 2549 | bound: 28 | nc: 39 | ncall: 89341 | eff(%): 2.853 | loglstar: -inf < -1.753 < inf | logz: -24.193 +/- 0.441 | dlogz: 0.158 > 0.109
iter: 2550 | bound: 28 | nc: 39 | ncall: 89380 | eff(%): 2.853 | loglstar: -inf < -1.748 < inf | logz: -24.193 +/- 0.441 | dlogz: 0.156 > 0.109
iter: 2551 | bound: 28 | nc: 39 | ncall: 89419 | eff(%): 2.853 | loglstar: -inf < -1.745 < inf | logz: -24.192 +/- 0.441 | dlogz: 0.155 > 0.109
iter: 2552 | bound: 28 | nc: 39 | ncall: 89458 | eff(%): 2.853 | loglstar: -inf < -1.742 < inf | logz: -24.192 +/- 0.441 | dlogz: 0.153 > 0.109
iter: 2553 | bound: 28 | nc: 39 | ncall: 89497 | eff(%): 2.853 | loglstar: -inf < -1.739 < inf | logz: -24.191 +/- 0.441 | dlogz: 0.152 > 0.109
iter: 2554 | bound: 28 | nc: 39 | ncall: 89536 | eff(%): 2.852 | loglstar: -inf < -1.738 < inf | logz: -24.191 +/- 0.441 | dlogz: 0.150 > 0.109
iter: 2555 | bound: 28 | nc: 39 | ncall: 89575 | eff(%): 2.852 | loglstar: -inf < -1.733 < inf | logz: -24.190 +/- 0.441 | dlogz: 0.149 > 0.109
iter: 2556 | bound: 28 | nc: 39 | ncall: 89614 | eff(%): 2.852 | loglstar: -inf < -1.728 < inf | logz: -24.190 +/- 0.441 | dlogz: 0.147 > 0.109
iter: 2557 | bound: 28 | nc: 39 | ncall: 89653 | eff(%): 2.852 | loglstar: -inf < -1.722 < inf | logz: -24.189 +/- 0.441 | dlogz: 0.146 > 0.109
iter: 2558 | bound: 28 | nc: 39 | ncall: 89692 | eff(%): 2.852 | loglstar: -inf < -1.722 < inf | logz: -24.189 +/- 0.441 | dlogz: 0.144 > 0.109
iter: 2559 | bound: 28 | nc: 39 | ncall: 89731 | eff(%): 2.852 | loglstar: -inf < -1.720 < inf | logz: -24.188 +/- 0.441 | dlogz: 0.143 > 0.109
iter: 2560 | bound: 28 | nc: 39 | ncall: 89770 | eff(%): 2.852 | loglstar: -inf < -1.719 < inf | logz: -24.188 +/- 0.441 | dlogz: 0.142 > 0.109
iter: 2561 | bound: 28 | nc: 39 | ncall: 89809 | eff(%): 2.852 | loglstar: -inf < -1.708 < inf | logz: -24.187 +/- 0.441 | dlogz: 0.140 > 0.109
iter: 2562 | bound: 28 | nc: 39 | ncall: 89848 | eff(%): 2.851 | loglstar: -inf < -1.708 < inf | logz: -24.187 +/- 0.441 | dlogz: 0.139 > 0.109
iter: 2563 | bound: 28 | nc: 39 | ncall: 89887 | eff(%): 2.851 | loglstar: -inf < -1.706 < inf | logz: -24.186 +/- 0.441 | dlogz: 0.137 > 0.109
iter: 2564 | bound: 28 | nc: 39 | ncall: 89926 | eff(%): 2.851 | loglstar: -inf < -1.704 < inf | logz: -24.186 +/- 0.441 | dlogz: 0.136 > 0.109
iter: 2565 | bound: 28 | nc: 39 | ncall: 89965 | eff(%): 2.851 | loglstar: -inf < -1.699 < inf | logz: -24.185 +/- 0.441 | dlogz: 0.135 > 0.109
iter: 2566 | bound: 28 | nc: 39 | ncall: 90004 | eff(%): 2.851 | loglstar: -inf < -1.697 < inf | logz: -24.185 +/- 0.441 | dlogz: 0.134 > 0.109
iter: 2567 | bound: 28 | nc: 39 | ncall: 90043 | eff(%): 2.851 | loglstar: -inf < -1.694 < inf | logz: -24.184 +/- 0.441 | dlogz: 0.132 > 0.109
iter: 2568 | bound: 28 | nc: 39 | ncall: 90082 | eff(%): 2.851 | loglstar: -inf < -1.686 < inf | logz: -24.184 +/- 0.441 | dlogz: 0.131 > 0.109
iter: 2569 | bound: 28 | nc: 39 | ncall: 90121 | eff(%): 2.851 | loglstar: -inf < -1.679 < inf | logz: -24.183 +/- 0.441 | dlogz: 0.130 > 0.109
iter: 2570 | bound: 28 | nc: 39 | ncall: 90160 | eff(%): 2.850 | loglstar: -inf < -1.677 < inf | logz: -24.183 +/- 0.441 | dlogz: 0.128 > 0.109
iter: 2571 | bound: 28 | nc: 39 | ncall: 90199 | eff(%): 2.850 | loglstar: -inf < -1.676 < inf | logz: -24.182 +/- 0.441 | dlogz: 0.127 > 0.109
iter: 2572 | bound: 29 | nc: 39 | ncall: 90238 | eff(%): 2.850 | loglstar: -inf < -1.660 < inf | logz: -24.182 +/- 0.441 | dlogz: 0.126 > 0.109
iter: 2573 | bound: 29 | nc: 39 | ncall: 90277 | eff(%): 2.850 | loglstar: -inf < -1.660 < inf | logz: -24.182 +/- 0.441 | dlogz: 0.125 > 0.109
iter: 2574 | bound: 29 | nc: 39 | ncall: 90316 | eff(%): 2.850 | loglstar: -inf < -1.649 < inf | logz: -24.181 +/- 0.441 | dlogz: 0.123 > 0.109
iter: 2575 | bound: 29 | nc: 39 | ncall: 90355 | eff(%): 2.850 | loglstar: -inf < -1.645 < inf | logz: -24.181 +/- 0.441 | dlogz: 0.122 > 0.109
iter: 2576 | bound: 29 | nc: 39 | ncall: 90394 | eff(%): 2.850 | loglstar: -inf < -1.644 < inf | logz: -24.180 +/- 0.441 | dlogz: 0.121 > 0.109
iter: 2577 | bound: 29 | nc: 39 | ncall: 90433 | eff(%): 2.850 | loglstar: -inf < -1.636 < inf | logz: -24.180 +/- 0.441 | dlogz: 0.120 > 0.109
iter: 2578 | bound: 29 | nc: 39 | ncall: 90472 | eff(%): 2.850 | loglstar: -inf < -1.629 < inf | logz: -24.179 +/- 0.441 | dlogz: 0.119 > 0.109
iter: 2579 | bound: 29 | nc: 39 | ncall: 90511 | eff(%): 2.849 | loglstar: -inf < -1.628 < inf | logz: -24.179 +/- 0.441 | dlogz: 0.118 > 0.109
iter: 2580 | bound: 29 | nc: 39 | ncall: 90550 | eff(%): 2.849 | loglstar: -inf < -1.627 < inf | logz: -24.178 +/- 0.441 | dlogz: 0.116 > 0.109
iter: 2581 | bound: 29 | nc: 39 | ncall: 90589 | eff(%): 2.849 | loglstar: -inf < -1.617 < inf | logz: -24.178 +/- 0.441 | dlogz: 0.115 > 0.109
iter: 2582 | bound: 29 | nc: 39 | ncall: 90628 | eff(%): 2.849 | loglstar: -inf < -1.611 < inf | logz: -24.178 +/- 0.441 | dlogz: 0.114 > 0.109
iter: 2583 | bound: 29 | nc: 39 | ncall: 90667 | eff(%): 2.849 | loglstar: -inf < -1.604 < inf | logz: -24.177 +/- 0.441 | dlogz: 0.113 > 0.109
iter: 2584 | bound: 29 | nc: 39 | ncall: 90706 | eff(%): 2.849 | loglstar: -inf < -1.595 < inf | logz: -24.177 +/- 0.441 | dlogz: 0.112 > 0.109
iter: 2585 | bound: 29 | nc: 39 | ncall: 90745 | eff(%): 2.849 | loglstar: -inf < -1.592 < inf | logz: -24.176 +/- 0.441 | dlogz: 0.111 > 0.109
iter: 2586 | bound: 29 | nc: 39 | ncall: 90784 | eff(%): 2.849 | loglstar: -inf < -1.589 < inf | logz: -24.176 +/- 0.441 | dlogz: 0.110 > 0.109
iter: 2586 | +1 | bound: 29 | nc: 1 | ncall: 90785 | eff(%): 2.850 | loglstar: -inf < -1.582 < inf | logz: -24.175 +/- 0.441 | dlogz: 0.108 > 0.109
iter: 2586 | +2 | bound: 29 | nc: 1 | ncall: 90786 | eff(%): 2.851 | loglstar: -inf < -1.580 < inf | logz: -24.175 +/- 0.441 | dlogz: 0.107 > 0.109
iter: 2586 | +3 | bound: 29 | nc: 1 | ncall: 90787 | eff(%): 2.852 | loglstar: -inf < -1.567 < inf | logz: -24.175 +/- 0.441 | dlogz: 0.105 > 0.109
iter: 2586 | +4 | bound: 29 | nc: 1 | ncall: 90788 | eff(%): 2.853 | loglstar: -inf < -1.564 < inf | logz: -24.174 +/- 0.441 | dlogz: 0.104 > 0.109
iter: 2586 | +5 | bound: 29 | nc: 1 | ncall: 90789 | eff(%): 2.854 | loglstar: -inf < -1.558 < inf | logz: -24.174 +/- 0.441 | dlogz: 0.103 > 0.109
iter: 2586 | +6 | bound: 29 | nc: 1 | ncall: 90790 | eff(%): 2.855 | loglstar: -inf < -1.545 < inf | logz: -24.173 +/- 0.441 | dlogz: 0.102 > 0.109
iter: 2586 | +7 | bound: 29 | nc: 1 | ncall: 90791 | eff(%): 2.856 | loglstar: -inf < -1.543 < inf | logz: -24.173 +/- 0.441 | dlogz: 0.101 > 0.109
iter: 2586 | +8 | bound: 29 | nc: 1 | ncall: 90792 | eff(%): 2.857 | loglstar: -inf < -1.537 < inf | logz: -24.172 +/- 0.441 | dlogz: 0.100 > 0.109
iter: 2586 | +9 | bound: 29 | nc: 1 | ncall: 90793 | eff(%): 2.858 | loglstar: -inf < -1.534 < inf | logz: -24.172 +/- 0.441 | dlogz: 0.099 > 0.109
iter: 2586 | +10 | bound: 29 | nc: 1 | ncall: 90794 | eff(%): 2.860 | loglstar: -inf < -1.534 < inf | logz: -24.171 +/- 0.441 | dlogz: 0.098 > 0.109
iter: 2586 | +11 | bound: 29 | nc: 1 | ncall: 90795 | eff(%): 2.861 | loglstar: -inf < -1.532 < inf | logz: -24.171 +/- 0.441 | dlogz: 0.097 > 0.109
iter: 2586 | +12 | bound: 29 | nc: 1 | ncall: 90796 | eff(%): 2.862 | loglstar: -inf < -1.531 < inf | logz: -24.171 +/- 0.441 | dlogz: 0.096 > 0.109
iter: 2586 | +13 | bound: 29 | nc: 1 | ncall: 90797 | eff(%): 2.863 | loglstar: -inf < -1.530 < inf | logz: -24.170 +/- 0.441 | dlogz: 0.095 > 0.109
iter: 2586 | +14 | bound: 29 | nc: 1 | ncall: 90798 | eff(%): 2.864 | loglstar: -inf < -1.525 < inf | logz: -24.170 +/- 0.441 | dlogz: 0.094 > 0.109
iter: 2586 | +15 | bound: 29 | nc: 1 | ncall: 90799 | eff(%): 2.865 | loglstar: -inf < -1.522 < inf | logz: -24.169 +/- 0.441 | dlogz: 0.093 > 0.109
iter: 2586 | +16 | bound: 29 | nc: 1 | ncall: 90800 | eff(%): 2.866 | loglstar: -inf < -1.516 < inf | logz: -24.169 +/- 0.441 | dlogz: 0.092 > 0.109
iter: 2586 | +17 | bound: 29 | nc: 1 | ncall: 90801 | eff(%): 2.867 | loglstar: -inf < -1.516 < inf | logz: -24.168 +/- 0.441 | dlogz: 0.091 > 0.109
iter: 2586 | +18 | bound: 29 | nc: 1 | ncall: 90802 | eff(%): 2.868 | loglstar: -inf < -1.497 < inf | logz: -24.168 +/- 0.441 | dlogz: 0.089 > 0.109
iter: 2586 | +19 | bound: 29 | nc: 1 | ncall: 90803 | eff(%): 2.869 | loglstar: -inf < -1.492 < inf | logz: -24.167 +/- 0.441 | dlogz: 0.088 > 0.109
iter: 2586 | +20 | bound: 29 | nc: 1 | ncall: 90804 | eff(%): 2.871 | loglstar: -inf < -1.489 < inf | logz: -24.167 +/- 0.441 | dlogz: 0.087 > 0.109
iter: 2586 | +21 | bound: 29 | nc: 1 | ncall: 90805 | eff(%): 2.872 | loglstar: -inf < -1.483 < inf | logz: -24.166 +/- 0.441 | dlogz: 0.086 > 0.109
iter: 2586 | +22 | bound: 29 | nc: 1 | ncall: 90806 | eff(%): 2.873 | loglstar: -inf < -1.482 < inf | logz: -24.166 +/- 0.441 | dlogz: 0.085 > 0.109
iter: 2586 | +23 | bound: 29 | nc: 1 | ncall: 90807 | eff(%): 2.874 | loglstar: -inf < -1.478 < inf | logz: -24.165 +/- 0.441 | dlogz: 0.084 > 0.109
iter: 2586 | +24 | bound: 29 | nc: 1 | ncall: 90808 | eff(%): 2.875 | loglstar: -inf < -1.475 < inf | logz: -24.165 +/- 0.441 | dlogz: 0.083 > 0.109
iter: 2586 | +25 | bound: 29 | nc: 1 | ncall: 90809 | eff(%): 2.876 | loglstar: -inf < -1.468 < inf | logz: -24.165 +/- 0.441 | dlogz: 0.082 > 0.109
iter: 2586 | +26 | bound: 29 | nc: 1 | ncall: 90810 | eff(%): 2.877 | loglstar: -inf < -1.464 < inf | logz: -24.164 +/- 0.441 | dlogz: 0.081 > 0.109
iter: 2586 | +27 | bound: 29 | nc: 1 | ncall: 90811 | eff(%): 2.878 | loglstar: -inf < -1.449 < inf | logz: -24.164 +/- 0.441 | dlogz: 0.080 > 0.109
iter: 2586 | +28 | bound: 29 | nc: 1 | ncall: 90812 | eff(%): 2.879 | loglstar: -inf < -1.446 < inf | logz: -24.163 +/- 0.441 | dlogz: 0.079 > 0.109
iter: 2586 | +29 | bound: 29 | nc: 1 | ncall: 90813 | eff(%): 2.880 | loglstar: -inf < -1.446 < inf | logz: -24.163 +/- 0.441 | dlogz: 0.078 > 0.109
iter: 2586 | +30 | bound: 29 | nc: 1 | ncall: 90814 | eff(%): 2.882 | loglstar: -inf < -1.442 < inf | logz: -24.162 +/- 0.441 | dlogz: 0.077 > 0.109
iter: 2586 | +31 | bound: 29 | nc: 1 | ncall: 90815 | eff(%): 2.883 | loglstar: -inf < -1.442 < inf | logz: -24.162 +/- 0.441 | dlogz: 0.076 > 0.109
iter: 2586 | +32 | bound: 29 | nc: 1 | ncall: 90816 | eff(%): 2.884 | loglstar: -inf < -1.438 < inf | logz: -24.161 +/- 0.441 | dlogz: 0.074 > 0.109
iter: 2586 | +33 | bound: 29 | nc: 1 | ncall: 90817 | eff(%): 2.885 | loglstar: -inf < -1.431 < inf | logz: -24.161 +/- 0.441 | dlogz: 0.073 > 0.109
iter: 2586 | +34 | bound: 29 | nc: 1 | ncall: 90818 | eff(%): 2.886 | loglstar: -inf < -1.426 < inf | logz: -24.160 +/- 0.441 | dlogz: 0.072 > 0.109
iter: 2586 | +35 | bound: 29 | nc: 1 | ncall: 90819 | eff(%): 2.887 | loglstar: -inf < -1.411 < inf | logz: -24.160 +/- 0.441 | dlogz: 0.071 > 0.109
iter: 2586 | +36 | bound: 29 | nc: 1 | ncall: 90820 | eff(%): 2.888 | loglstar: -inf < -1.408 < inf | logz: -24.159 +/- 0.441 | dlogz: 0.070 > 0.109
iter: 2586 | +37 | bound: 29 | nc: 1 | ncall: 90821 | eff(%): 2.889 | loglstar: -inf < -1.408 < inf | logz: -24.159 +/- 0.441 | dlogz: 0.069 > 0.109
iter: 2586 | +38 | bound: 29 | nc: 1 | ncall: 90822 | eff(%): 2.890 | loglstar: -inf < -1.406 < inf | logz: -24.158 +/- 0.442 | dlogz: 0.068 > 0.109
iter: 2586 | +39 | bound: 29 | nc: 1 | ncall: 90823 | eff(%): 2.891 | loglstar: -inf < -1.400 < inf | logz: -24.158 +/- 0.442 | dlogz: 0.067 > 0.109
iter: 2586 | +40 | bound: 29 | nc: 1 | ncall: 90824 | eff(%): 2.893 | loglstar: -inf < -1.399 < inf | logz: -24.157 +/- 0.442 | dlogz: 0.066 > 0.109
iter: 2586 | +41 | bound: 29 | nc: 1 | ncall: 90825 | eff(%): 2.894 | loglstar: -inf < -1.398 < inf | logz: -24.157 +/- 0.442 | dlogz: 0.065 > 0.109
iter: 2586 | +42 | bound: 29 | nc: 1 | ncall: 90826 | eff(%): 2.895 | loglstar: -inf < -1.396 < inf | logz: -24.156 +/- 0.442 | dlogz: 0.064 > 0.109
iter: 2586 | +43 | bound: 29 | nc: 1 | ncall: 90827 | eff(%): 2.896 | loglstar: -inf < -1.391 < inf | logz: -24.156 +/- 0.442 | dlogz: 0.063 > 0.109
iter: 2586 | +44 | bound: 29 | nc: 1 | ncall: 90828 | eff(%): 2.897 | loglstar: -inf < -1.389 < inf | logz: -24.155 +/- 0.442 | dlogz: 0.062 > 0.109
iter: 2586 | +45 | bound: 29 | nc: 1 | ncall: 90829 | eff(%): 2.898 | loglstar: -inf < -1.389 < inf | logz: -24.155 +/- 0.442 | dlogz: 0.060 > 0.109
iter: 2586 | +46 | bound: 29 | nc: 1 | ncall: 90830 | eff(%): 2.899 | loglstar: -inf < -1.386 < inf | logz: -24.154 +/- 0.442 | dlogz: 0.059 > 0.109
iter: 2586 | +47 | bound: 29 | nc: 1 | ncall: 90831 | eff(%): 2.900 | loglstar: -inf < -1.380 < inf | logz: -24.154 +/- 0.442 | dlogz: 0.058 > 0.109
iter: 2586 | +48 | bound: 29 | nc: 1 | ncall: 90832 | eff(%): 2.901 | loglstar: -inf < -1.372 < inf | logz: -24.153 +/- 0.442 | dlogz: 0.057 > 0.109
iter: 2586 | +49 | bound: 29 | nc: 1 | ncall: 90833 | eff(%): 2.902 | loglstar: -inf < -1.352 < inf | logz: -24.153 +/- 0.442 | dlogz: 0.056 > 0.109
iter: 2586 | +50 | bound: 29 | nc: 1 | ncall: 90834 | eff(%): 2.904 | loglstar: -inf < -1.350 < inf | logz: -24.152 +/- 0.442 | dlogz: 0.055 > 0.109
iter: 2586 | +51 | bound: 29 | nc: 1 | ncall: 90835 | eff(%): 2.905 | loglstar: -inf < -1.327 < inf | logz: -24.151 +/- 0.442 | dlogz: 0.054 > 0.109
iter: 2586 | +52 | bound: 29 | nc: 1 | ncall: 90836 | eff(%): 2.906 | loglstar: -inf < -1.326 < inf | logz: -24.151 +/- 0.442 | dlogz: 0.053 > 0.109
iter: 2586 | +53 | bound: 29 | nc: 1 | ncall: 90837 | eff(%): 2.907 | loglstar: -inf < -1.323 < inf | logz: -24.150 +/- 0.442 | dlogz: 0.052 > 0.109
iter: 2586 | +54 | bound: 29 | nc: 1 | ncall: 90838 | eff(%): 2.908 | loglstar: -inf < -1.318 < inf | logz: -24.150 +/- 0.442 | dlogz: 0.051 > 0.109
iter: 2586 | +55 | bound: 29 | nc: 1 | ncall: 90839 | eff(%): 2.909 | loglstar: -inf < -1.313 < inf | logz: -24.149 +/- 0.442 | dlogz: 0.050 > 0.109
iter: 2586 | +56 | bound: 29 | nc: 1 | ncall: 90840 | eff(%): 2.910 | loglstar: -inf < -1.304 < inf | logz: -24.149 +/- 0.442 | dlogz: 0.049 > 0.109
iter: 2586 | +57 | bound: 29 | nc: 1 | ncall: 90841 | eff(%): 2.911 | loglstar: -inf < -1.293 < inf | logz: -24.148 +/- 0.442 | dlogz: 0.048 > 0.109
iter: 2586 | +58 | bound: 29 | nc: 1 | ncall: 90842 | eff(%): 2.912 | loglstar: -inf < -1.283 < inf | logz: -24.148 +/- 0.442 | dlogz: 0.046 > 0.109
iter: 2586 | +59 | bound: 29 | nc: 1 | ncall: 90843 | eff(%): 2.914 | loglstar: -inf < -1.283 < inf | logz: -24.147 +/- 0.442 | dlogz: 0.045 > 0.109
iter: 2586 | +60 | bound: 29 | nc: 1 | ncall: 90844 | eff(%): 2.915 | loglstar: -inf < -1.256 < inf | logz: -24.147 +/- 0.442 | dlogz: 0.044 > 0.109
iter: 2586 | +61 | bound: 29 | nc: 1 | ncall: 90845 | eff(%): 2.916 | loglstar: -inf < -1.246 < inf | logz: -24.146 +/- 0.442 | dlogz: 0.043 > 0.109
iter: 2586 | +62 | bound: 29 | nc: 1 | ncall: 90846 | eff(%): 2.917 | loglstar: -inf < -1.246 < inf | logz: -24.145 +/- 0.442 | dlogz: 0.042 > 0.109
iter: 2586 | +63 | bound: 29 | nc: 1 | ncall: 90847 | eff(%): 2.918 | loglstar: -inf < -1.225 < inf | logz: -24.145 +/- 0.442 | dlogz: 0.041 > 0.109
iter: 2586 | +64 | bound: 29 | nc: 1 | ncall: 90848 | eff(%): 2.919 | loglstar: -inf < -1.222 < inf | logz: -24.144 +/- 0.442 | dlogz: 0.040 > 0.109
iter: 2586 | +65 | bound: 29 | nc: 1 | ncall: 90849 | eff(%): 2.920 | loglstar: -inf < -1.220 < inf | logz: -24.144 +/- 0.442 | dlogz: 0.039 > 0.109
iter: 2586 | +66 | bound: 29 | nc: 1 | ncall: 90850 | eff(%): 2.921 | loglstar: -inf < -1.217 < inf | logz: -24.143 +/- 0.442 | dlogz: 0.038 > 0.109
iter: 2586 | +67 | bound: 29 | nc: 1 | ncall: 90851 | eff(%): 2.922 | loglstar: -inf < -1.215 < inf | logz: -24.142 +/- 0.442 | dlogz: 0.037 > 0.109
iter: 2586 | +68 | bound: 29 | nc: 1 | ncall: 90852 | eff(%): 2.923 | loglstar: -inf < -1.206 < inf | logz: -24.142 +/- 0.442 | dlogz: 0.036 > 0.109
iter: 2586 | +69 | bound: 29 | nc: 1 | ncall: 90853 | eff(%): 2.925 | loglstar: -inf < -1.199 < inf | logz: -24.141 +/- 0.442 | dlogz: 0.035 > 0.109
iter: 2586 | +70 | bound: 29 | nc: 1 | ncall: 90854 | eff(%): 2.926 | loglstar: -inf < -1.195 < inf | logz: -24.141 +/- 0.443 | dlogz: 0.033 > 0.109
iter: 2586 | +71 | bound: 29 | nc: 1 | ncall: 90855 | eff(%): 2.927 | loglstar: -inf < -1.194 < inf | logz: -24.140 +/- 0.443 | dlogz: 0.032 > 0.109
iter: 2586 | +72 | bound: 29 | nc: 1 | ncall: 90856 | eff(%): 2.928 | loglstar: -inf < -1.180 < inf | logz: -24.139 +/- 0.443 | dlogz: 0.031 > 0.109
iter: 2586 | +73 | bound: 29 | nc: 1 | ncall: 90857 | eff(%): 2.929 | loglstar: -inf < -1.178 < inf | logz: -24.139 +/- 0.443 | dlogz: 0.030 > 0.109
iter: 2586 | +74 | bound: 29 | nc: 1 | ncall: 90858 | eff(%): 2.930 | loglstar: -inf < -1.162 < inf | logz: -24.138 +/- 0.443 | dlogz: 0.029 > 0.109
iter: 2586 | +75 | bound: 29 | nc: 1 | ncall: 90859 | eff(%): 2.931 | loglstar: -inf < -1.113 < inf | logz: -24.137 +/- 0.443 | dlogz: 0.028 > 0.109
iter: 2586 | +76 | bound: 29 | nc: 1 | ncall: 90860 | eff(%): 2.932 | loglstar: -inf < -1.111 < inf | logz: -24.137 +/- 0.443 | dlogz: 0.027 > 0.109
iter: 2586 | +77 | bound: 29 | nc: 1 | ncall: 90861 | eff(%): 2.933 | loglstar: -inf < -1.105 < inf | logz: -24.136 +/- 0.443 | dlogz: 0.026 > 0.109
iter: 2586 | +78 | bound: 29 | nc: 1 | ncall: 90862 | eff(%): 2.934 | loglstar: -inf < -1.105 < inf | logz: -24.135 +/- 0.443 | dlogz: 0.025 > 0.109
iter: 2586 | +79 | bound: 29 | nc: 1 | ncall: 90863 | eff(%): 2.936 | loglstar: -inf < -1.097 < inf | logz: -24.135 +/- 0.443 | dlogz: 0.024 > 0.109
iter: 2586 | +80 | bound: 29 | nc: 1 | ncall: 90864 | eff(%): 2.937 | loglstar: -inf < -1.089 < inf | logz: -24.134 +/- 0.443 | dlogz: 0.023 > 0.109
iter: 2586 | +81 | bound: 29 | nc: 1 | ncall: 90865 | eff(%): 2.938 | loglstar: -inf < -1.074 < inf | logz: -24.133 +/- 0.443 | dlogz: 0.022 > 0.109
iter: 2586 | +82 | bound: 29 | nc: 1 | ncall: 90866 | eff(%): 2.939 | loglstar: -inf < -1.071 < inf | logz: -24.133 +/- 0.443 | dlogz: 0.020 > 0.109
iter: 2586 | +83 | bound: 29 | nc: 1 | ncall: 90867 | eff(%): 2.940 | loglstar: -inf < -1.053 < inf | logz: -24.132 +/- 0.443 | dlogz: 0.019 > 0.109
iter: 2586 | +84 | bound: 29 | nc: 1 | ncall: 90868 | eff(%): 2.941 | loglstar: -inf < -1.042 < inf | logz: -24.131 +/- 0.444 | dlogz: 0.018 > 0.109
iter: 2586 | +85 | bound: 29 | nc: 1 | ncall: 90869 | eff(%): 2.942 | loglstar: -inf < -1.015 < inf | logz: -24.131 +/- 0.444 | dlogz: 0.017 > 0.109
iter: 2586 | +86 | bound: 29 | nc: 1 | ncall: 90870 | eff(%): 2.943 | loglstar: -inf < -1.009 < inf | logz: -24.130 +/- 0.444 | dlogz: 0.016 > 0.109
iter: 2586 | +87 | bound: 29 | nc: 1 | ncall: 90871 | eff(%): 2.944 | loglstar: -inf < -0.982 < inf | logz: -24.129 +/- 0.444 | dlogz: 0.015 > 0.109
iter: 2586 | +88 | bound: 29 | nc: 1 | ncall: 90872 | eff(%): 2.945 | loglstar: -inf < -0.971 < inf | logz: -24.128 +/- 0.444 | dlogz: 0.014 > 0.109
iter: 2586 | +89 | bound: 29 | nc: 1 | ncall: 90873 | eff(%): 2.947 | loglstar: -inf < -0.937 < inf | logz: -24.128 +/- 0.444 | dlogz: 0.013 > 0.109
iter: 2586 | +90 | bound: 29 | nc: 1 | ncall: 90874 | eff(%): 2.948 | loglstar: -inf < -0.906 < inf | logz: -24.127 +/- 0.444 | dlogz: 0.012 > 0.109
iter: 2586 | +91 | bound: 29 | nc: 1 | ncall: 90875 | eff(%): 2.949 | loglstar: -inf < -0.881 < inf | logz: -24.126 +/- 0.445 | dlogz: 0.011 > 0.109
iter: 2586 | +92 | bound: 29 | nc: 1 | ncall: 90876 | eff(%): 2.950 | loglstar: -inf < -0.857 < inf | logz: -24.125 +/- 0.445 | dlogz: 0.010 > 0.109
iter: 2586 | +93 | bound: 29 | nc: 1 | ncall: 90877 | eff(%): 2.951 | loglstar: -inf < -0.833 < inf | logz: -24.124 +/- 0.445 | dlogz: 0.009 > 0.109
iter: 2586 | +94 | bound: 29 | nc: 1 | ncall: 90878 | eff(%): 2.952 | loglstar: -inf < -0.794 < inf | logz: -24.124 +/- 0.446 | dlogz: 0.008 > 0.109
iter: 2586 | +95 | bound: 29 | nc: 1 | ncall: 90879 | eff(%): 2.953 | loglstar: -inf < -0.720 < inf | logz: -24.123 +/- 0.446 | dlogz: 0.006 > 0.109
iter: 2586 | +96 | bound: 29 | nc: 1 | ncall: 90880 | eff(%): 2.954 | loglstar: -inf < -0.683 < inf | logz: -24.122 +/- 0.447 | dlogz: 0.005 > 0.109
iter: 2586 | +97 | bound: 29 | nc: 1 | ncall: 90881 | eff(%): 2.955 | loglstar: -inf < -0.682 < inf | logz: -24.121 +/- 0.447 | dlogz: 0.004 > 0.109
iter: 2586 | +98 | bound: 29 | nc: 1 | ncall: 90882 | eff(%): 2.956 | loglstar: -inf < -0.668 < inf | logz: -24.120 +/- 0.448 | dlogz: 0.003 > 0.109
iter: 2586 | +99 | bound: 29 | nc: 1 | ncall: 90883 | eff(%): 2.958 | loglstar: -inf < -0.637 < inf | logz: -24.119 +/- 0.449 | dlogz: 0.002 > 0.109
iter: 2586 | +100 | bound: 29 | nc: 1 | ncall: 90884 | eff(%): 2.959 | loglstar: -inf < -0.606 < inf | logz: -24.118 +/- 0.452 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -125.25%
Elapsed Time for Photometry: 106.69138340699999
Starting 2.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36168381, -69.46125064)>
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -6479.459 < inf | logz: -6484.767 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -3602.689 < inf | logz: -3608.007 +/- 0.230 | dlogz: 6303.215 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -3534.669 < inf | logz: -3539.998 +/- 0.230 | dlogz: 3426.445 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -3326.075 < inf | logz: -3331.413 +/- 0.230 | dlogz: 3358.425 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -3225.860 < inf | logz: -3231.208 +/- 0.231 | dlogz: 3149.831 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -3019.074 < inf | logz: -3024.432 +/- 0.231 | dlogz: 3049.615 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -2546.755 < inf | logz: -2552.123 +/- 0.231 | dlogz: 2842.830 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -2189.387 < inf | logz: -2194.765 +/- 0.231 | dlogz: 2370.511 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -2093.284 < inf | logz: -2098.672 +/- 0.232 | dlogz: 2013.142 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -2066.799 < inf | logz: -2072.197 +/- 0.232 | dlogz: 1917.040 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -2051.420 < inf | logz: -2056.828 +/- 0.232 | dlogz: 1890.555 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -1914.747 < inf | logz: -1920.165 +/- 0.232 | dlogz: 1875.176 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -1877.421 < inf | logz: -1882.849 +/- 0.232 | dlogz: 1738.503 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -1875.348 < inf | logz: -1880.560 +/- 0.218 | dlogz: 1701.177 > 0.109
iter: 15 | bound: 0 | nc: 2 | ncall: 116 | eff(%): 12.931 | loglstar: -inf < -1848.032 < inf | logz: -1853.480 +/- 0.233 | dlogz: 1698.879 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 13.675 | loglstar: -inf < -1790.974 < inf | logz: -1796.431 +/- 0.233 | dlogz: 1671.788 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 14.407 | loglstar: -inf < -1776.871 < inf | logz: -1782.338 +/- 0.233 | dlogz: 1614.729 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 15.126 | loglstar: -inf < -1602.614 < inf | logz: -1608.091 +/- 0.233 | dlogz: 1600.627 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 15.833 | loglstar: -inf < -1598.726 < inf | logz: -1604.173 +/- 0.229 | dlogz: 1426.370 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 16.529 | loglstar: -inf < -1547.427 < inf | logz: -1552.924 +/- 0.234 | dlogz: 1422.441 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 17.213 | loglstar: -inf < -1481.598 < inf | logz: -1487.106 +/- 0.234 | dlogz: 1371.182 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 17.886 | loglstar: -inf < -1424.240 < inf | logz: -1429.758 +/- 0.234 | dlogz: 1305.354 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 18.548 | loglstar: -inf < -1376.895 < inf | logz: -1382.422 +/- 0.235 | dlogz: 1247.996 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 19.200 | loglstar: -inf < -1376.067 < inf | logz: -1380.974 +/- 0.212 | dlogz: 1200.651 > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 127 | eff(%): 19.685 | loglstar: -inf < -1370.971 < inf | logz: -1376.500 +/- 0.233 | dlogz: 1199.192 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 20.312 | loglstar: -inf < -1300.983 < inf | logz: -1306.540 +/- 0.235 | dlogz: 1194.709 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 20.930 | loglstar: -inf < -1282.078 < inf | logz: -1287.645 +/- 0.235 | dlogz: 1124.739 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 21.538 | loglstar: -inf < -1220.007 < inf | logz: -1225.584 +/- 0.236 | dlogz: 1105.834 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 22.137 | loglstar: -inf < -1151.900 < inf | logz: -1157.487 +/- 0.236 | dlogz: 1043.763 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 22.727 | loglstar: -inf < -1106.410 < inf | logz: -1112.007 +/- 0.236 | dlogz: 975.656 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 23.308 | loglstar: -inf < -1079.366 < inf | logz: -1084.972 +/- 0.236 | dlogz: 930.166 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 23.881 | loglstar: -inf < -1009.188 < inf | logz: -1014.804 +/- 0.236 | dlogz: 903.121 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 24.444 | loglstar: -inf < -923.251 < inf | logz: -928.878 +/- 0.237 | dlogz: 832.943 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 25.000 | loglstar: -inf < -886.585 < inf | logz: -892.222 +/- 0.237 | dlogz: 747.007 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 25.547 | loglstar: -inf < -871.330 < inf | logz: -876.976 +/- 0.237 | dlogz: 710.341 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 26.087 | loglstar: -inf < -846.491 < inf | logz: -852.147 +/- 0.237 | dlogz: 695.085 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 26.619 | loglstar: -inf < -802.872 < inf | logz: -808.538 +/- 0.237 | dlogz: 670.246 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 27.143 | loglstar: -inf < -796.723 < inf | logz: -802.395 +/- 0.237 | dlogz: 626.628 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 27.660 | loglstar: -inf < -793.336 < inf | logz: -798.957 +/- 0.232 | dlogz: 620.475 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 28.169 | loglstar: -inf < -786.980 < inf | logz: -792.673 +/- 0.238 | dlogz: 617.026 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 28.671 | loglstar: -inf < -785.072 < inf | logz: -790.517 +/- 0.223 | dlogz: 610.732 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 29.167 | loglstar: -inf < -782.551 < inf | logz: -788.097 +/- 0.226 | dlogz: 608.567 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 29.655 | loglstar: -inf < -738.218 < inf | logz: -743.944 +/- 0.239 | dlogz: 606.137 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 30.137 | loglstar: -inf < -724.544 < inf | logz: -730.281 +/- 0.239 | dlogz: 561.973 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 30.612 | loglstar: -inf < -709.323 < inf | logz: -715.069 +/- 0.239 | dlogz: 548.300 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 31.081 | loglstar: -inf < -707.876 < inf | logz: -713.245 +/- 0.221 | dlogz: 533.079 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 31.544 | loglstar: -inf < -701.680 < inf | logz: -707.441 +/- 0.239 | dlogz: 531.245 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 32.000 | loglstar: -inf < -695.927 < inf | logz: -701.696 +/- 0.239 | dlogz: 525.431 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 32.450 | loglstar: -inf < -686.073 < inf | logz: -691.859 +/- 0.240 | dlogz: 519.676 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 32.895 | loglstar: -inf < -672.172 < inf | logz: -677.967 +/- 0.240 | dlogz: 509.829 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 154 | eff(%): 33.117 | loglstar: -inf < -671.703 < inf | logz: -676.694 +/- 0.217 | dlogz: 495.927 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 33.548 | loglstar: -inf < -670.894 < inf | logz: -675.809 +/- 0.208 | dlogz: 494.644 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 33.974 | loglstar: -inf < -652.282 < inf | logz: -658.107 +/- 0.241 | dlogz: 493.749 > 0.109
iter: 54 | bound: 0 | nc: 3 | ncall: 159 | eff(%): 33.962 | loglstar: -inf < -648.213 < inf | logz: -654.015 +/- 0.237 | dlogz: 476.037 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 34.375 | loglstar: -inf < -647.517 < inf | logz: -652.660 +/- 0.218 | dlogz: 471.935 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 34.783 | loglstar: -inf < -631.890 < inf | logz: -637.745 +/- 0.241 | dlogz: 470.570 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 162 | eff(%): 35.185 | loglstar: -inf < -629.063 < inf | logz: -634.816 +/- 0.233 | dlogz: 455.646 > 0.109
iter: 58 | bound: 0 | nc: 2 | ncall: 164 | eff(%): 35.366 | loglstar: -inf < -628.415 < inf | logz: -633.542 +/- 0.216 | dlogz: 452.706 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 35.758 | loglstar: -inf < -625.022 < inf | logz: -630.807 +/- 0.233 | dlogz: 451.422 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 36.145 | loglstar: -inf < -620.606 < inf | logz: -626.476 +/- 0.239 | dlogz: 448.678 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 168 | eff(%): 36.310 | loglstar: -inf < -615.895 < inf | logz: -621.782 +/- 0.240 | dlogz: 444.337 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 170 | eff(%): 36.471 | loglstar: -inf < -614.013 < inf | logz: -619.659 +/- 0.227 | dlogz: 439.632 > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 172 | eff(%): 36.628 | loglstar: -inf < -613.811 < inf | logz: -618.672 +/- 0.213 | dlogz: 437.500 > 0.109
iter: 64 | bound: 0 | nc: 3 | ncall: 175 | eff(%): 36.571 | loglstar: -inf < -613.088 < inf | logz: -617.956 +/- 0.206 | dlogz: 436.503 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 176 | eff(%): 36.932 | loglstar: -inf < -607.123 < inf | logz: -613.058 +/- 0.242 | dlogz: 435.777 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 37.288 | loglstar: -inf < -604.837 < inf | logz: -610.605 +/- 0.231 | dlogz: 430.868 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 37.640 | loglstar: -inf < -600.757 < inf | logz: -606.686 +/- 0.240 | dlogz: 428.406 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 37.989 | loglstar: -inf < -583.017 < inf | logz: -588.992 +/- 0.244 | dlogz: 424.476 > 0.109
iter: 69 | bound: 0 | nc: 5 | ncall: 184 | eff(%): 37.500 | loglstar: -inf < -582.377 < inf | logz: -587.639 +/- 0.222 | dlogz: 406.772 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 37.838 | loglstar: -inf < -581.788 < inf | logz: -586.786 +/- 0.211 | dlogz: 405.410 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 187 | eff(%): 37.968 | loglstar: -inf < -580.893 < inf | logz: -585.971 +/- 0.207 | dlogz: 404.547 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 188 | eff(%): 38.298 | loglstar: -inf < -580.740 < inf | logz: -585.356 +/- 0.202 | dlogz: 403.722 > 0.109
iter: 73 | bound: 0 | nc: 7 | ncall: 195 | eff(%): 37.436 | loglstar: -inf < -579.168 < inf | logz: -584.472 +/- 0.206 | dlogz: 403.097 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 196 | eff(%): 37.755 | loglstar: -inf < -578.325 < inf | logz: -583.516 +/- 0.207 | dlogz: 402.203 > 0.109
iter: 75 | bound: 0 | nc: 4 | ncall: 200 | eff(%): 37.500 | loglstar: -inf < -577.578 < inf | logz: -582.672 +/- 0.206 | dlogz: 401.237 > 0.109
iter: 76 | bound: 0 | nc: 2 | ncall: 202 | eff(%): 37.624 | loglstar: -inf < -577.142 < inf | logz: -581.992 +/- 0.203 | dlogz: 400.384 > 0.109
iter: 77 | bound: 0 | nc: 3 | ncall: 205 | eff(%): 37.561 | loglstar: -inf < -570.770 < inf | logz: -576.828 +/- 0.244 | dlogz: 399.693 > 0.109
iter: 78 | bound: 0 | nc: 6 | ncall: 211 | eff(%): 36.967 | loglstar: -inf < -564.180 < inf | logz: -570.252 +/- 0.245 | dlogz: 394.519 > 0.109
iter: 79 | bound: 0 | nc: 3 | ncall: 214 | eff(%): 36.916 | loglstar: -inf < -554.538 < inf | logz: -560.622 +/- 0.246 | dlogz: 387.933 > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 218 | eff(%): 36.697 | loglstar: -inf < -554.295 < inf | logz: -559.443 +/- 0.223 | dlogz: 378.293 > 0.109
iter: 81 | bound: 0 | nc: 2 | ncall: 220 | eff(%): 36.818 | loglstar: -inf < -551.260 < inf | logz: -557.205 +/- 0.234 | dlogz: 377.104 > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 221 | eff(%): 37.104 | loglstar: -inf < -541.898 < inf | logz: -548.012 +/- 0.247 | dlogz: 374.856 > 0.109
iter: 83 | bound: 0 | nc: 5 | ncall: 226 | eff(%): 36.726 | loglstar: -inf < -541.502 < inf | logz: -546.770 +/- 0.224 | dlogz: 365.653 > 0.109
iter: 84 | bound: 0 | nc: 1 | ncall: 227 | eff(%): 37.004 | loglstar: -inf < -540.002 < inf | logz: -545.575 +/- 0.220 | dlogz: 364.402 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 228 | eff(%): 37.281 | loglstar: -inf < -538.659 < inf | logz: -544.259 +/- 0.220 | dlogz: 363.196 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 230 | eff(%): 37.391 | loglstar: -inf < -538.019 < inf | logz: -543.279 +/- 0.214 | dlogz: 361.870 > 0.109
iter: 87 | bound: 0 | nc: 3 | ncall: 233 | eff(%): 37.339 | loglstar: -inf < -534.254 < inf | logz: -540.341 +/- 0.240 | dlogz: 360.881 > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 236 | eff(%): 37.288 | loglstar: -inf < -526.553 < inf | logz: -532.726 +/- 0.248 | dlogz: 357.933 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 237 | eff(%): 37.553 | loglstar: -inf < -526.152 < inf | logz: -531.483 +/- 0.225 | dlogz: 350.308 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 239 | eff(%): 37.657 | loglstar: -inf < -522.813 < inf | logz: -528.894 +/- 0.238 | dlogz: 349.055 > 0.109
iter: 91 | bound: 0 | nc: 1 | ncall: 240 | eff(%): 37.917 | loglstar: -inf < -521.840 < inf | logz: -527.453 +/- 0.225 | dlogz: 346.456 > 0.109
iter: 92 | bound: 0 | nc: 8 | ncall: 248 | eff(%): 37.097 | loglstar: -inf < -521.517 < inf | logz: -526.618 +/- 0.215 | dlogz: 345.005 > 0.109
iter: 93 | bound: 0 | nc: 4 | ncall: 252 | eff(%): 36.905 | loglstar: -inf < -520.626 < inf | logz: -525.867 +/- 0.211 | dlogz: 344.160 > 0.109
iter: 94 | bound: 0 | nc: 5 | ncall: 257 | eff(%): 36.576 | loglstar: -inf < -518.842 < inf | logz: -524.593 +/- 0.220 | dlogz: 343.399 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 258 | eff(%): 36.822 | loglstar: -inf < -514.562 < inf | logz: -520.770 +/- 0.245 | dlogz: 342.115 > 0.109
iter: 96 | bound: 0 | nc: 4 | ncall: 262 | eff(%): 36.641 | loglstar: -inf < -508.564 < inf | logz: -514.812 +/- 0.249 | dlogz: 338.282 > 0.109
iter: 97 | bound: 0 | nc: 3 | ncall: 265 | eff(%): 36.604 | loglstar: -inf < -508.510 < inf | logz: -513.705 +/- 0.226 | dlogz: 332.315 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 266 | eff(%): 36.842 | loglstar: -inf < -505.028 < inf | logz: -511.187 +/- 0.240 | dlogz: 331.198 > 0.109
iter: 99 | bound: 0 | nc: 2 | ncall: 268 | eff(%): 36.940 | loglstar: -inf < -500.238 < inf | logz: -506.503 +/- 0.248 | dlogz: 328.669 > 0.109
iter: 100 | bound: 0 | nc: 2 | ncall: 270 | eff(%): 37.037 | loglstar: -inf < -499.824 < inf | logz: -505.267 +/- 0.227 | dlogz: 323.976 > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 271 | eff(%): 37.269 | loglstar: -inf < -499.498 < inf | logz: -504.569 +/- 0.216 | dlogz: 322.729 > 0.109
iter: 102 | bound: 0 | nc: 4 | ncall: 275 | eff(%): 37.091 | loglstar: -inf < -498.224 < inf | logz: -503.727 +/- 0.215 | dlogz: 322.022 > 0.109
iter: 103 | bound: 0 | nc: 3 | ncall: 278 | eff(%): 37.050 | loglstar: -inf < -495.569 < inf | logz: -501.685 +/- 0.234 | dlogz: 321.170 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 279 | eff(%): 37.276 | loglstar: -inf < -494.386 < inf | logz: -500.196 +/- 0.227 | dlogz: 319.118 > 0.109
iter: 105 | bound: 0 | nc: 3 | ncall: 282 | eff(%): 37.234 | loglstar: -inf < -492.088 < inf | logz: -498.191 +/- 0.235 | dlogz: 317.619 > 0.109
iter: 106 | bound: 0 | nc: 2 | ncall: 284 | eff(%): 37.324 | loglstar: -inf < -491.744 < inf | logz: -497.134 +/- 0.223 | dlogz: 315.604 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 285 | eff(%): 37.544 | loglstar: -inf < -490.400 < inf | logz: -496.095 +/- 0.221 | dlogz: 314.537 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 286 | eff(%): 37.762 | loglstar: -inf < -487.356 < inf | logz: -493.597 +/- 0.240 | dlogz: 313.488 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 287 | eff(%): 37.979 | loglstar: -inf < -486.242 < inf | logz: -492.090 +/- 0.229 | dlogz: 310.980 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 288 | eff(%): 38.194 | loglstar: -inf < -482.491 < inf | logz: -488.822 +/- 0.246 | dlogz: 309.463 > 0.109
iter: 111 | bound: 0 | nc: 1 | ncall: 289 | eff(%): 38.408 | loglstar: -inf < -481.542 < inf | logz: -487.356 +/- 0.230 | dlogz: 306.185 > 0.109
iter: 112 | bound: 0 | nc: 12 | ncall: 301 | eff(%): 37.209 | loglstar: -inf < -474.306 < inf | logz: -480.716 +/- 0.252 | dlogz: 304.709 > 0.109
iter: 113 | bound: 0 | nc: 3 | ncall: 304 | eff(%): 37.171 | loglstar: -inf < -472.500 < inf | logz: -478.637 +/- 0.238 | dlogz: 298.059 > 0.109
iter: 114 | bound: 0 | nc: 11 | ncall: 315 | eff(%): 36.190 | loglstar: -inf < -471.048 < inf | logz: -477.043 +/- 0.232 | dlogz: 295.970 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 316 | eff(%): 36.392 | loglstar: -inf < -468.278 < inf | logz: -474.571 +/- 0.241 | dlogz: 294.366 > 0.109
iter: 116 | bound: 0 | nc: 3 | ncall: 319 | eff(%): 36.364 | loglstar: -inf < -466.650 < inf | logz: -472.747 +/- 0.235 | dlogz: 291.885 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 322 | eff(%): 36.335 | loglstar: -inf < -465.539 < inf | logz: -471.411 +/- 0.228 | dlogz: 290.050 > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 323 | eff(%): 36.533 | loglstar: -inf < -465.352 < inf | logz: -470.618 +/- 0.220 | dlogz: 288.705 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 324 | eff(%): 36.728 | loglstar: -inf < -464.630 < inf | logz: -469.973 +/- 0.215 | dlogz: 287.901 > 0.109
iter: 120 | bound: 0 | nc: 7 | ncall: 331 | eff(%): 36.254 | loglstar: -inf < -461.412 < inf | logz: -467.750 +/- 0.240 | dlogz: 287.246 > 0.109
iter: 121 | bound: 0 | nc: 9 | ncall: 340 | eff(%): 35.588 | loglstar: -inf < -458.271 < inf | logz: -464.684 +/- 0.247 | dlogz: 285.013 > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 343 | eff(%): 35.569 | loglstar: -inf < -453.971 < inf | logz: -460.455 +/- 0.252 | dlogz: 281.937 > 0.109
iter: 123 | bound: 0 | nc: 3 | ncall: 346 | eff(%): 35.549 | loglstar: -inf < -453.833 < inf | logz: -459.334 +/- 0.231 | dlogz: 277.698 > 0.109
iter: 124 | bound: 0 | nc: 5 | ncall: 351 | eff(%): 35.328 | loglstar: -inf < -452.693 < inf | logz: -458.429 +/- 0.224 | dlogz: 276.568 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 352 | eff(%): 35.511 | loglstar: -inf < -449.028 < inf | logz: -455.491 +/- 0.247 | dlogz: 275.653 > 0.109
iter: 126 | bound: 0 | nc: 2 | ncall: 354 | eff(%): 35.593 | loglstar: -inf < -447.514 < inf | logz: -453.687 +/- 0.237 | dlogz: 272.704 > 0.109
iter: 127 | bound: 0 | nc: 2 | ncall: 356 | eff(%): 35.674 | loglstar: -inf < -447.082 < inf | logz: -452.686 +/- 0.226 | dlogz: 270.891 > 0.109
iter: 128 | bound: 0 | nc: 3 | ncall: 359 | eff(%): 35.655 | loglstar: -inf < -445.985 < inf | logz: -451.762 +/- 0.223 | dlogz: 269.879 > 0.109
iter: 129 | bound: 0 | nc: 3 | ncall: 362 | eff(%): 35.635 | loglstar: -inf < -445.143 < inf | logz: -450.852 +/- 0.221 | dlogz: 268.946 > 0.109
iter: 130 | bound: 0 | nc: 6 | ncall: 368 | eff(%): 35.326 | loglstar: -inf < -444.931 < inf | logz: -450.197 +/- 0.216 | dlogz: 268.026 > 0.109
iter: 131 | bound: 0 | nc: 3 | ncall: 371 | eff(%): 35.310 | loglstar: -inf < -441.219 < inf | logz: -447.710 +/- 0.245 | dlogz: 267.361 > 0.109
iter: 132 | bound: 0 | nc: 5 | ncall: 376 | eff(%): 35.106 | loglstar: -inf < -441.157 < inf | logz: -446.670 +/- 0.230 | dlogz: 264.864 > 0.109
iter: 133 | bound: 0 | nc: 1 | ncall: 377 | eff(%): 35.279 | loglstar: -inf < -439.670 < inf | logz: -445.644 +/- 0.227 | dlogz: 263.814 > 0.109
iter: 134 | bound: 0 | nc: 6 | ncall: 383 | eff(%): 34.987 | loglstar: -inf < -439.577 < inf | logz: -444.908 +/- 0.221 | dlogz: 262.778 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 384 | eff(%): 35.156 | loglstar: -inf < -439.038 < inf | logz: -444.359 +/- 0.216 | dlogz: 262.032 > 0.109
iter: 136 | bound: 0 | nc: 1 | ncall: 385 | eff(%): 35.325 | loglstar: -inf < -435.800 < inf | logz: -442.279 +/- 0.242 | dlogz: 261.473 > 0.109
iter: 137 | bound: 0 | nc: 16 | ncall: 401 | eff(%): 34.165 | loglstar: -inf < -433.074 < inf | logz: -439.601 +/- 0.247 | dlogz: 259.384 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 402 | eff(%): 34.328 | loglstar: -inf < -431.719 < inf | logz: -437.948 +/- 0.238 | dlogz: 256.695 > 0.109
iter: 139 | bound: 0 | nc: 5 | ncall: 407 | eff(%): 34.152 | loglstar: -inf < -429.670 < inf | logz: -436.065 +/- 0.240 | dlogz: 255.032 > 0.109
iter: 140 | bound: 0 | nc: 2 | ncall: 409 | eff(%): 34.230 | loglstar: -inf < -429.489 < inf | logz: -435.097 +/- 0.229 | dlogz: 253.140 > 0.109
iter: 141 | bound: 0 | nc: 6 | ncall: 415 | eff(%): 33.976 | loglstar: -inf < -428.621 < inf | logz: -434.339 +/- 0.223 | dlogz: 252.161 > 0.109
iter: 142 | bound: 0 | nc: 12 | ncall: 427 | eff(%): 33.255 | loglstar: -inf < -428.186 < inf | logz: -433.675 +/- 0.219 | dlogz: 251.394 > 0.109
iter: 143 | bound: 0 | nc: 1 | ncall: 428 | eff(%): 33.411 | loglstar: -inf < -425.733 < inf | logz: -432.131 +/- 0.236 | dlogz: 250.720 > 0.109
iter: 144 | bound: 0 | nc: 7 | ncall: 435 | eff(%): 33.103 | loglstar: -inf < -425.316 < inf | logz: -431.100 +/- 0.228 | dlogz: 249.166 > 0.109
iter: 145 | bound: 0 | nc: 4 | ncall: 439 | eff(%): 33.030 | loglstar: -inf < -423.673 < inf | logz: -429.885 +/- 0.231 | dlogz: 248.125 > 0.109
iter: 146 | bound: 0 | nc: 7 | ncall: 446 | eff(%): 32.735 | loglstar: -inf < -423.646 < inf | logz: -429.105 +/- 0.224 | dlogz: 246.900 > 0.109
iter: 147 | bound: 0 | nc: 1 | ncall: 447 | eff(%): 32.886 | loglstar: -inf < -419.322 < inf | logz: -426.023 +/- 0.253 | dlogz: 246.110 > 0.109
iter: 148 | bound: 0 | nc: 6 | ncall: 453 | eff(%): 32.671 | loglstar: -inf < -418.977 < inf | logz: -424.844 +/- 0.236 | dlogz: 243.017 > 0.109
iter: 149 | bound: 0 | nc: 5 | ncall: 458 | eff(%): 32.533 | loglstar: -inf < -416.679 < inf | logz: -423.159 +/- 0.241 | dlogz: 241.829 > 0.109
iter: 150 | bound: 0 | nc: 1 | ncall: 459 | eff(%): 32.680 | loglstar: -inf < -416.160 < inf | logz: -422.073 +/- 0.232 | dlogz: 240.134 > 0.109
iter: 151 | bound: 0 | nc: 9 | ncall: 468 | eff(%): 32.265 | loglstar: -inf < -415.516 < inf | logz: -421.287 +/- 0.226 | dlogz: 239.038 > 0.109
iter: 152 | bound: 0 | nc: 6 | ncall: 474 | eff(%): 32.068 | loglstar: -inf < -414.281 < inf | logz: -420.343 +/- 0.227 | dlogz: 238.242 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 475 | eff(%): 32.211 | loglstar: -inf < -414.121 < inf | logz: -419.641 +/- 0.222 | dlogz: 237.288 > 0.109
iter: 154 | bound: 0 | nc: 27 | ncall: 502 | eff(%): 30.677 | loglstar: -inf < -413.846 < inf | logz: -419.156 +/- 0.217 | dlogz: 236.576 > 0.109
iter: 155 | bound: 0 | nc: 9 | ncall: 511 | eff(%): 30.333 | loglstar: -inf < -412.593 < inf | logz: -418.476 +/- 0.219 | dlogz: 236.081 > 0.109
iter: 156 | bound: 0 | nc: 13 | ncall: 524 | eff(%): 29.771 | loglstar: -inf < -411.059 < inf | logz: -417.331 +/- 0.229 | dlogz: 235.391 > 0.109
iter: 157 | bound: 0 | nc: 1 | ncall: 525 | eff(%): 29.905 | loglstar: -inf < -410.763 < inf | logz: -416.497 +/- 0.225 | dlogz: 234.236 > 0.109
iter: 158 | bound: 0 | nc: 1 | ncall: 526 | eff(%): 30.038 | loglstar: -inf < -410.749 < inf | logz: -415.999 +/- 0.220 | dlogz: 233.393 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 529 | eff(%): 30.057 | loglstar: -inf < -408.443 < inf | logz: -414.848 +/- 0.232 | dlogz: 232.884 > 0.109
iter: 160 | bound: 0 | nc: 14 | ncall: 543 | eff(%): 29.466 | loglstar: -inf < -407.305 < inf | logz: -413.585 +/- 0.233 | dlogz: 231.723 > 0.109
iter: 161 | bound: 0 | nc: 5 | ncall: 548 | eff(%): 29.380 | loglstar: -inf < -405.259 < inf | logz: -411.845 +/- 0.242 | dlogz: 230.450 > 0.109
iter: 162 | bound: 0 | nc: 9 | ncall: 557 | eff(%): 29.084 | loglstar: -inf < -403.742 < inf | logz: -410.232 +/- 0.241 | dlogz: 228.700 > 0.109
iter: 163 | bound: 0 | nc: 16 | ncall: 573 | eff(%): 28.447 | loglstar: -inf < -403.085 < inf | logz: -409.166 +/- 0.234 | dlogz: 227.077 > 0.109
iter: 164 | bound: 0 | nc: 32 | ncall: 605 | eff(%): 27.107 | loglstar: -inf < -402.891 < inf | logz: -408.500 +/- 0.227 | dlogz: 226.001 > 0.109
iter: 165 | bound: 0 | nc: 5 | ncall: 610 | eff(%): 27.049 | loglstar: -inf < -400.784 < inf | logz: -407.265 +/- 0.236 | dlogz: 225.325 > 0.109
iter: 166 | bound: 0 | nc: 7 | ncall: 617 | eff(%): 26.904 | loglstar: -inf < -400.502 < inf | logz: -406.367 +/- 0.230 | dlogz: 224.081 > 0.109
iter: 167 | bound: 0 | nc: 4 | ncall: 621 | eff(%): 26.892 | loglstar: -inf < -399.791 < inf | logz: -405.666 +/- 0.226 | dlogz: 223.173 > 0.109
iter: 168 | bound: 0 | nc: 3 | ncall: 624 | eff(%): 26.923 | loglstar: -inf < -399.608 < inf | logz: -405.114 +/- 0.222 | dlogz: 222.462 > 0.109
iter: 169 | bound: 0 | nc: 8 | ncall: 632 | eff(%): 26.741 | loglstar: -inf < -397.922 < inf | logz: -404.212 +/- 0.228 | dlogz: 221.900 > 0.109
iter: 170 | bound: 0 | nc: 1 | ncall: 633 | eff(%): 26.856 | loglstar: -inf < -397.026 < inf | logz: -403.213 +/- 0.230 | dlogz: 220.987 > 0.109
iter: 171 | bound: 0 | nc: 5 | ncall: 638 | eff(%): 26.803 | loglstar: -inf < -396.886 < inf | logz: -402.543 +/- 0.225 | dlogz: 219.979 > 0.109
iter: 172 | bound: 0 | nc: 8 | ncall: 646 | eff(%): 26.625 | loglstar: -inf < -396.181 < inf | logz: -401.966 +/- 0.222 | dlogz: 219.299 > 0.109
iter: 173 | bound: 0 | nc: 1 | ncall: 647 | eff(%): 26.739 | loglstar: -inf < -395.860 < inf | logz: -401.440 +/- 0.220 | dlogz: 218.712 > 0.109
iter: 174 | bound: 0 | nc: 3 | ncall: 650 | eff(%): 26.769 | loglstar: -inf < -395.360 < inf | logz: -400.957 +/- 0.218 | dlogz: 218.176 > 0.109
iter: 175 | bound: 0 | nc: 6 | ncall: 656 | eff(%): 26.677 | loglstar: -inf < -392.918 < inf | logz: -399.583 +/- 0.238 | dlogz: 217.683 > 0.109
iter: 176 | bound: 0 | nc: 2 | ncall: 658 | eff(%): 26.748 | loglstar: -inf < -392.490 < inf | logz: -398.580 +/- 0.233 | dlogz: 216.299 > 0.109
iter: 177 | bound: 0 | nc: 4 | ncall: 662 | eff(%): 26.737 | loglstar: -inf < -390.795 < inf | logz: -397.343 +/- 0.238 | dlogz: 215.286 > 0.109
iter: 178 | bound: 0 | nc: 16 | ncall: 678 | eff(%): 26.254 | loglstar: -inf < -389.984 < inf | logz: -396.268 +/- 0.235 | dlogz: 214.040 > 0.109
iter: 179 | bound: 0 | nc: 18 | ncall: 696 | eff(%): 25.718 | loglstar: -inf < -388.911 < inf | logz: -395.249 +/- 0.234 | dlogz: 212.955 > 0.109
iter: 180 | bound: 0 | nc: 8 | ncall: 704 | eff(%): 25.568 | loglstar: -inf < -388.866 < inf | logz: -394.573 +/- 0.229 | dlogz: 211.925 > 0.109
iter: 181 | bound: 0 | nc: 11 | ncall: 715 | eff(%): 25.315 | loglstar: -inf < -384.228 < inf | logz: -391.279 +/- 0.261 | dlogz: 211.240 > 0.109
iter: 182 | bound: 0 | nc: 1 | ncall: 716 | eff(%): 25.419 | loglstar: -inf < -383.337 < inf | logz: -389.834 +/- 0.245 | dlogz: 207.936 > 0.109
iter: 183 | bound: 0 | nc: 3 | ncall: 719 | eff(%): 25.452 | loglstar: -inf < -383.324 < inf | logz: -389.101 +/- 0.235 | dlogz: 206.480 > 0.109
iter: 184 | bound: 0 | nc: 8 | ncall: 727 | eff(%): 25.309 | loglstar: -inf < -382.759 < inf | logz: -388.562 +/- 0.229 | dlogz: 205.738 > 0.109
iter: 185 | bound: 0 | nc: 16 | ncall: 743 | eff(%): 24.899 | loglstar: -inf < -382.266 < inf | logz: -388.035 +/- 0.225 | dlogz: 205.189 > 0.109
iter: 186 | bound: 0 | nc: 10 | ncall: 753 | eff(%): 24.701 | loglstar: -inf < -381.506 < inf | logz: -387.453 +/- 0.224 | dlogz: 204.652 > 0.109
iter: 187 | bound: 0 | nc: 4 | ncall: 757 | eff(%): 24.703 | loglstar: -inf < -381.447 < inf | logz: -386.975 +/- 0.221 | dlogz: 204.060 > 0.109
iter: 188 | bound: 0 | nc: 4 | ncall: 761 | eff(%): 24.704 | loglstar: -inf < -381.103 < inf | logz: -386.592 +/- 0.218 | dlogz: 203.572 > 0.109
iter: 189 | bound: 0 | nc: 10 | ncall: 771 | eff(%): 24.514 | loglstar: -inf < -380.261 < inf | logz: -386.114 +/- 0.219 | dlogz: 203.179 > 0.109
iter: 190 | bound: 0 | nc: 10 | ncall: 781 | eff(%): 24.328 | loglstar: -inf < -379.806 < inf | logz: -385.597 +/- 0.219 | dlogz: 202.691 > 0.109
iter: 191 | bound: 0 | nc: 17 | ncall: 798 | eff(%): 23.935 | loglstar: -inf < -379.284 < inf | logz: -385.092 +/- 0.219 | dlogz: 202.164 > 0.109
iter: 192 | bound: 0 | nc: 20 | ncall: 818 | eff(%): 23.472 | loglstar: -inf < -379.171 < inf | logz: -384.672 +/- 0.218 | dlogz: 201.649 > 0.109
iter: 193 | bound: 0 | nc: 5 | ncall: 823 | eff(%): 23.451 | loglstar: -inf < -377.464 < inf | logz: -383.898 +/- 0.227 | dlogz: 201.219 > 0.109
iter: 194 | bound: 0 | nc: 24 | ncall: 847 | eff(%): 22.904 | loglstar: -inf < -374.000 < inf | logz: -381.133 +/- 0.259 | dlogz: 200.435 > 0.109
iter: 195 | bound: 0 | nc: 8 | ncall: 855 | eff(%): 22.807 | loglstar: -inf < -371.078 < inf | logz: -378.209 +/- 0.260 | dlogz: 197.660 > 0.109
iter: 196 | bound: 0 | nc: 19 | ncall: 874 | eff(%): 22.426 | loglstar: -inf < -367.961 < inf | logz: -375.120 +/- 0.262 | dlogz: 194.726 > 0.109
iter: 197 | bound: 0 | nc: 2 | ncall: 876 | eff(%): 22.489 | loglstar: -inf < -367.918 < inf | logz: -374.073 +/- 0.245 | dlogz: 213.291 > 0.109
iter: 198 | bound: 0 | nc: 9 | ncall: 885 | eff(%): 22.373 | loglstar: -inf < -367.203 < inf | logz: -373.380 +/- 0.237 | dlogz: 212.234 > 0.109
iter: 199 | bound: 0 | nc: 1 | ncall: 886 | eff(%): 22.460 | loglstar: -inf < -363.493 < inf | logz: -370.678 +/- 0.260 | dlogz: 211.532 > 0.109
iter: 200 | bound: 0 | nc: 12 | ncall: 898 | eff(%): 22.272 | loglstar: -inf < -362.806 < inf | logz: -369.371 +/- 0.247 | dlogz: 208.820 > 0.109
iter: 201 | bound: 0 | nc: 21 | ncall: 919 | eff(%): 21.872 | loglstar: -inf < -359.184 < inf | logz: -366.403 +/- 0.262 | dlogz: 207.503 > 0.109
iter: 202 | bound: 0 | nc: 4 | ncall: 923 | eff(%): 21.885 | loglstar: -inf < -357.816 < inf | logz: -364.697 +/- 0.251 | dlogz: 204.525 > 0.109
iter: 203 | bound: 0 | nc: 2 | ncall: 925 | eff(%): 21.946 | loglstar: -inf < -357.244 < inf | logz: -363.671 +/- 0.242 | dlogz: 202.809 > 0.109
iter: 204 | bound: 0 | nc: 19 | ncall: 944 | eff(%): 21.610 | loglstar: -inf < -355.858 < inf | logz: -362.562 +/- 0.242 | dlogz: 201.773 > 0.109
iter: 205 | bound: 0 | nc: 6 | ncall: 950 | eff(%): 21.579 | loglstar: -inf < -355.619 < inf | logz: -361.772 +/- 0.236 | dlogz: 200.654 > 0.109
iter: 206 | bound: 0 | nc: 11 | ncall: 961 | eff(%): 21.436 | loglstar: -inf < -355.272 < inf | logz: -361.223 +/- 0.231 | dlogz: 199.854 > 0.109
iter: 207 | bound: 0 | nc: 26 | ncall: 987 | eff(%): 20.973 | loglstar: -inf < -354.076 < inf | logz: -360.503 +/- 0.232 | dlogz: 199.295 > 0.109
iter: 208 | bound: 0 | nc: 17 | ncall: 1004 | eff(%): 20.717 | loglstar: -inf < -354.040 < inf | logz: -359.918 +/- 0.229 | dlogz: 198.565 > 0.109
iter: 209 | bound: 0 | nc: 30 | ncall: 1034 | eff(%): 20.213 | loglstar: -inf < -353.714 < inf | logz: -359.491 +/- 0.226 | dlogz: 197.970 > 0.109
iter: 210 | bound: 0 | nc: 5 | ncall: 1039 | eff(%): 20.212 | loglstar: -inf < -352.710 < inf | logz: -358.934 +/- 0.227 | dlogz: 197.533 > 0.109
iter: 211 | bound: 0 | nc: 17 | ncall: 1056 | eff(%): 19.981 | loglstar: -inf < -352.468 < inf | logz: -358.402 +/- 0.226 | dlogz: 196.967 > 0.109
iter: 212 | bound: 0 | nc: 2 | ncall: 1058 | eff(%): 20.038 | loglstar: -inf < -352.204 < inf | logz: -357.979 +/- 0.224 | dlogz: 196.424 > 0.109
iter: 213 | bound: 0 | nc: 18 | ncall: 1076 | eff(%): 19.796 | loglstar: -inf < -352.174 < inf | logz: -357.647 +/- 0.221 | dlogz: 195.991 > 0.109
iter: 214 | bound: 0 | nc: 21 | ncall: 1097 | eff(%): 19.508 | loglstar: -inf < -351.441 < inf | logz: -357.285 +/- 0.220 | dlogz: 195.650 > 0.109
iter: 215 | bound: 0 | nc: 2 | ncall: 1099 | eff(%): 19.563 | loglstar: -inf < -351.059 < inf | logz: -356.879 +/- 0.220 | dlogz: 195.278 > 0.109
iter: 216 | bound: 0 | nc: 28 | ncall: 1127 | eff(%): 19.166 | loglstar: -inf < -350.526 < inf | logz: -356.453 +/- 0.221 | dlogz: 194.862 > 0.109
iter: 217 | bound: 0 | nc: 35 | ncall: 1162 | eff(%): 18.675 | loglstar: -inf < -350.389 < inf | logz: -356.072 +/- 0.220 | dlogz: 194.426 > 0.109
iter: 218 | bound: 0 | nc: 13 | ncall: 1175 | eff(%): 18.553 | loglstar: -inf < -346.740 < inf | logz: -354.041 +/- 0.257 | dlogz: 194.034 > 0.109
iter: 219 | bound: 0 | nc: 7 | ncall: 1182 | eff(%): 18.528 | loglstar: -inf < -345.937 < inf | logz: -352.730 +/- 0.249 | dlogz: 191.994 > 0.109
iter: 220 | bound: 0 | nc: 2 | ncall: 1184 | eff(%): 18.581 | loglstar: -inf < -345.463 < inf | logz: -351.897 +/- 0.242 | dlogz: 190.673 > 0.109
iter: 221 | bound: 0 | nc: 3 | ncall: 1187 | eff(%): 18.618 | loglstar: -inf < -345.080 < inf | logz: -351.281 +/- 0.236 | dlogz: 189.829 > 0.109
iter: 222 | bound: 0 | nc: 10 | ncall: 1197 | eff(%): 18.546 | loglstar: -inf < -344.722 < inf | logz: -350.775 +/- 0.232 | dlogz: 189.204 > 0.109
iter: 223 | bound: 0 | nc: 3 | ncall: 1200 | eff(%): 18.583 | loglstar: -inf < -343.948 < inf | logz: -350.225 +/- 0.231 | dlogz: 191.276 > 0.109
iter: 224 | bound: 0 | nc: 41 | ncall: 1241 | eff(%): 18.050 | loglstar: -inf < -343.648 < inf | logz: -349.710 +/- 0.229 | dlogz: 190.716 > 0.109
iter: 225 | bound: 0 | nc: 27 | ncall: 1268 | eff(%): 17.744 | loglstar: -inf < -343.097 < inf | logz: -349.224 +/- 0.228 | dlogz: 190.191 > 0.109
iter: 226 | bound: 0 | nc: 15 | ncall: 1283 | eff(%): 17.615 | loglstar: -inf < -342.664 < inf | logz: -348.745 +/- 0.227 | dlogz: 189.695 > 0.109
iter: 227 | bound: 0 | nc: 3 | ncall: 1286 | eff(%): 17.652 | loglstar: -inf < -342.572 < inf | logz: -348.354 +/- 0.225 | dlogz: 189.206 > 0.109
iter: 228 | bound: 0 | nc: 17 | ncall: 1303 | eff(%): 17.498 | loglstar: -inf < -341.357 < inf | logz: -347.804 +/- 0.228 | dlogz: 188.804 > 0.109
iter: 229 | bound: 0 | nc: 10 | ncall: 1313 | eff(%): 17.441 | loglstar: -inf < -341.226 < inf | logz: -347.278 +/- 0.228 | dlogz: 188.245 > 0.109
iter: 230 | bound: 0 | nc: 16 | ncall: 1329 | eff(%): 17.306 | loglstar: -inf < -340.017 < inf | logz: -346.617 +/- 0.232 | dlogz: 187.709 > 0.109
iter: 231 | bound: 0 | nc: 7 | ncall: 1336 | eff(%): 17.290 | loglstar: -inf < -339.920 < inf | logz: -346.043 +/- 0.231 | dlogz: 187.038 > 0.109
iter: 232 | bound: 0 | nc: 2 | ncall: 1338 | eff(%): 17.339 | loglstar: -inf < -339.432 < inf | logz: -345.575 +/- 0.230 | dlogz: 186.454 > 0.109
iter: 233 | bound: 0 | nc: 18 | ncall: 1356 | eff(%): 17.183 | loglstar: -inf < -338.950 < inf | logz: -345.105 +/- 0.229 | dlogz: 185.976 > 0.109
iter: 234 | bound: 0 | nc: 36 | ncall: 1392 | eff(%): 16.810 | loglstar: -inf < -337.657 < inf | logz: -344.380 +/- 0.234 | dlogz: 185.496 > 0.109
iter: 235 | bound: 0 | nc: 13 | ncall: 1405 | eff(%): 16.726 | loglstar: -inf < -337.364 < inf | logz: -343.718 +/- 0.234 | dlogz: 184.761 > 0.109
iter: 236 | bound: 0 | nc: 10 | ncall: 1415 | eff(%): 16.678 | loglstar: -inf < -337.307 < inf | logz: -343.270 +/- 0.231 | dlogz: 184.089 > 0.109
iter: 237 | bound: 0 | nc: 9 | ncall: 1424 | eff(%): 16.643 | loglstar: -inf < -336.443 < inf | logz: -342.787 +/- 0.231 | dlogz: 183.631 > 0.109
iter: 238 | bound: 0 | nc: 7 | ncall: 1431 | eff(%): 16.632 | loglstar: -inf < -336.009 < inf | logz: -342.270 +/- 0.231 | dlogz: 183.139 > 0.109
iter: 239 | bound: 0 | nc: 47 | ncall: 1478 | eff(%): 16.171 | loglstar: -inf < -335.477 < inf | logz: -341.765 +/- 0.230 | dlogz: 182.611 > 0.109
iter: 240 | bound: 0 | nc: 24 | ncall: 1502 | eff(%): 15.979 | loglstar: -inf < -335.397 < inf | logz: -341.350 +/- 0.229 | dlogz: 182.097 > 0.109
iter: 241 | bound: 0 | nc: 14 | ncall: 1516 | eff(%): 15.897 | loglstar: -inf < -334.679 < inf | logz: -340.922 +/- 0.228 | dlogz: 181.672 > 0.109
iter: 242 | bound: 0 | nc: 4 | ncall: 1520 | eff(%): 15.921 | loglstar: -inf < -334.594 < inf | logz: -340.528 +/- 0.227 | dlogz: 181.234 > 0.109
iter: 243 | bound: 0 | nc: 28 | ncall: 1548 | eff(%): 15.698 | loglstar: -inf < -334.292 < inf | logz: -340.194 +/- 0.226 | dlogz: 180.829 > 0.109
iter: 244 | bound: 0 | nc: 1 | ncall: 1549 | eff(%): 15.752 | loglstar: -inf < -333.939 < inf | logz: -339.864 +/- 0.224 | dlogz: 180.486 > 0.109
iter: 245 | bound: 0 | nc: 4 | ncall: 1553 | eff(%): 15.776 | loglstar: -inf < -333.911 < inf | logz: -339.578 +/- 0.223 | dlogz: 180.146 > 0.109
iter: 246 | bound: 0 | nc: 1 | ncall: 1554 | eff(%): 15.830 | loglstar: -inf < -332.633 < inf | logz: -339.124 +/- 0.226 | dlogz: 179.849 > 0.109
iter: 247 | bound: 0 | nc: 6 | ncall: 1560 | eff(%): 15.833 | loglstar: -inf < -330.971 < inf | logz: -338.105 +/- 0.242 | dlogz: 179.386 > 0.109
iter: 248 | bound: 0 | nc: 16 | ncall: 1576 | eff(%): 15.736 | loglstar: -inf < -330.435 < inf | logz: -337.213 +/- 0.243 | dlogz: 178.357 > 0.109
iter: 249 | bound: 0 | nc: 76 | ncall: 1652 | eff(%): 15.073 | loglstar: -inf < -329.995 < inf | logz: -336.550 +/- 0.240 | dlogz: 177.455 > 0.109
iter: 250 | bound: 0 | nc: 49 | ncall: 1701 | eff(%): 14.697 | loglstar: -inf < -329.265 < inf | logz: -335.909 +/- 0.239 | dlogz: 176.782 > 0.109
iter: 251 | bound: 0 | nc: 30 | ncall: 1731 | eff(%): 14.500 | loglstar: -inf < -328.493 < inf | logz: -335.216 +/- 0.240 | dlogz: 176.131 > 0.109
iter: 252 | bound: 0 | nc: 37 | ncall: 1768 | eff(%): 14.253 | loglstar: -inf < -327.955 < inf | logz: -334.564 +/- 0.239 | dlogz: 175.428 > 0.109
iter: 253 | bound: 0 | nc: 14 | ncall: 1782 | eff(%): 14.198 | loglstar: -inf < -327.293 < inf | logz: -333.933 +/- 0.239 | dlogz: 174.766 > 0.109
iter: 254 | bound: 0 | nc: 1 | ncall: 1783 | eff(%): 14.246 | loglstar: -inf < -326.316 < inf | logz: -333.183 +/- 0.241 | dlogz: 174.125 > 0.109
iter: 255 | bound: 0 | nc: 9 | ncall: 1792 | eff(%): 14.230 | loglstar: -inf < -326.053 < inf | logz: -332.555 +/- 0.239 | dlogz: 173.365 > 0.109
iter: 256 | bound: 0 | nc: 13 | ncall: 1805 | eff(%): 14.183 | loglstar: -inf < -325.977 < inf | logz: -332.122 +/- 0.236 | dlogz: 172.727 > 0.109
iter: 257 | bound: 0 | nc: 19 | ncall: 1824 | eff(%): 14.090 | loglstar: -inf < -324.252 < inf | logz: -331.336 +/- 0.242 | dlogz: 172.284 > 0.109
iter: 258 | bound: 0 | nc: 8 | ncall: 1832 | eff(%): 14.083 | loglstar: -inf < -323.854 < inf | logz: -330.575 +/- 0.242 | dlogz: 171.488 > 0.109
iter: 259 | bound: 0 | nc: 15 | ncall: 1847 | eff(%): 14.023 | loglstar: -inf < -323.497 < inf | logz: -330.007 +/- 0.240 | dlogz: 170.718 > 0.109
iter: 260 | bound: 0 | nc: 1 | ncall: 1848 | eff(%): 14.069 | loglstar: -inf < -323.225 < inf | logz: -329.547 +/- 0.237 | dlogz: 170.139 > 0.109
iter: 261 | bound: 0 | nc: 14 | ncall: 1862 | eff(%): 14.017 | loglstar: -inf < -322.845 < inf | logz: -329.134 +/- 0.235 | dlogz: 169.669 > 0.109
iter: 262 | bound: 0 | nc: 26 | ncall: 1888 | eff(%): 13.877 | loglstar: -inf < -322.589 < inf | logz: -328.759 +/- 0.233 | dlogz: 169.247 > 0.109
iter: 263 | bound: 0 | nc: 19 | ncall: 1907 | eff(%): 13.791 | loglstar: -inf < -322.129 < inf | logz: -328.386 +/- 0.231 | dlogz: 168.861 > 0.109
iter: 264 | bound: 0 | nc: 17 | ncall: 1924 | eff(%): 13.721 | loglstar: -inf < -322.112 < inf | logz: -328.064 +/- 0.230 | dlogz: 168.479 > 0.109
iter: 265 | bound: 0 | nc: 11 | ncall: 1935 | eff(%): 13.695 | loglstar: -inf < -320.519 < inf | logz: -327.468 +/- 0.236 | dlogz: 168.146 > 0.109
iter: 266 | bound: 0 | nc: 13 | ncall: 1948 | eff(%): 13.655 | loglstar: -inf < -320.510 < inf | logz: -326.913 +/- 0.236 | dlogz: 167.541 > 0.109
iter: 267 | bound: 0 | nc: 32 | ncall: 1980 | eff(%): 13.485 | loglstar: -inf < -320.270 < inf | logz: -326.520 +/- 0.234 | dlogz: 166.976 > 0.109
iter: 268 | bound: 0 | nc: 3 | ncall: 1983 | eff(%): 13.515 | loglstar: -inf < -318.277 < inf | logz: -325.604 +/- 0.246 | dlogz: 166.573 > 0.109
iter: 269 | bound: 0 | nc: 33 | ncall: 2016 | eff(%): 13.343 | loglstar: -inf < -317.003 < inf | logz: -324.382 +/- 0.253 | dlogz: 165.646 > 0.109
iter: 270 | bound: 0 | nc: 15 | ncall: 2031 | eff(%): 13.294 | loglstar: -inf < -316.934 < inf | logz: -323.626 +/- 0.248 | dlogz: 164.415 > 0.109
iter: 271 | bound: 0 | nc: 6 | ncall: 2037 | eff(%): 13.304 | loglstar: -inf < -316.882 < inf | logz: -323.182 +/- 0.243 | dlogz: 163.649 > 0.109
iter: 272 | bound: 0 | nc: 82 | ncall: 2119 | eff(%): 12.836 | loglstar: -inf < -316.622 < inf | logz: -322.833 +/- 0.239 | dlogz: 163.195 > 0.109
iter: 273 | bound: 0 | nc: 1 | ncall: 2120 | eff(%): 12.877 | loglstar: -inf < -316.211 < inf | logz: -322.487 +/- 0.236 | dlogz: 162.836 > 0.109
iter: 274 | bound: 0 | nc: 2 | ncall: 2122 | eff(%): 12.912 | loglstar: -inf < -316.169 < inf | logz: -322.183 +/- 0.234 | dlogz: 162.480 > 0.109
iter: 275 | bound: 0 | nc: 1 | ncall: 2123 | eff(%): 12.953 | loglstar: -inf < -315.968 < inf | logz: -321.925 +/- 0.231 | dlogz: 162.166 > 0.109
iter: 276 | bound: 0 | nc: 23 | ncall: 2146 | eff(%): 12.861 | loglstar: -inf < -315.866 < inf | logz: -321.693 +/- 0.229 | dlogz: 161.898 > 0.109
iter: 277 | bound: 0 | nc: 8 | ncall: 2154 | eff(%): 12.860 | loglstar: -inf < -315.695 < inf | logz: -321.481 +/- 0.227 | dlogz: 161.656 > 0.109
iter: 278 | bound: 0 | nc: 7 | ncall: 2161 | eff(%): 12.864 | loglstar: -inf < -315.556 < inf | logz: -321.282 +/- 0.225 | dlogz: 161.434 > 0.109
iter: 279 | bound: 0 | nc: 28 | ncall: 2189 | eff(%): 12.746 | loglstar: -inf < -315.138 < inf | logz: -321.067 +/- 0.224 | dlogz: 161.225 > 0.109
iter: 280 | bound: 0 | nc: 18 | ncall: 2207 | eff(%): 12.687 | loglstar: -inf < -313.174 < inf | logz: -320.403 +/- 0.237 | dlogz: 161.000 > 0.109
iter: 281 | bound: 0 | nc: 15 | ncall: 2222 | eff(%): 12.646 | loglstar: -inf < -313.138 < inf | logz: -319.784 +/- 0.240 | dlogz: 160.327 > 0.109
iter: 282 | bound: 0 | nc: 2 | ncall: 2224 | eff(%): 12.680 | loglstar: -inf < -313.035 < inf | logz: -319.385 +/- 0.238 | dlogz: 159.697 > 0.109
iter: 283 | bound: 0 | nc: 40 | ncall: 2264 | eff(%): 12.500 | loglstar: -inf < -312.398 < inf | logz: -318.983 +/- 0.237 | dlogz: 159.288 > 0.109
iter: 284 | bound: 0 | nc: 20 | ncall: 2284 | eff(%): 12.434 | loglstar: -inf < -310.603 < inf | logz: -318.064 +/- 0.249 | dlogz: 158.876 > 0.109
iter: 285 | bound: 0 | nc: 24 | ncall: 2308 | eff(%): 12.348 | loglstar: -inf < -310.531 < inf | logz: -317.342 +/- 0.247 | dlogz: 157.948 > 0.109
iter: 286 | bound: 0 | nc: 15 | ncall: 2323 | eff(%): 12.312 | loglstar: -inf < -310.371 < inf | logz: -316.889 +/- 0.244 | dlogz: 157.216 > 0.109
iter: 287 | bound: 0 | nc: 77 | ncall: 2400 | eff(%): 11.958 | loglstar: -inf < -309.148 < inf | logz: -316.270 +/- 0.245 | dlogz: 156.753 > 0.109
iter: 288 | bound: 0 | nc: 6 | ncall: 2406 | eff(%): 11.970 | loglstar: -inf < -309.048 < inf | logz: -315.715 +/- 0.244 | dlogz: 156.124 > 0.109
iter: 289 | bound: 0 | nc: 72 | ncall: 2478 | eff(%): 11.663 | loglstar: -inf < -308.482 < inf | logz: -315.237 +/- 0.242 | dlogz: 155.558 > 0.109
iter: 290 | bound: 0 | nc: 1 | ncall: 2479 | eff(%): 11.698 | loglstar: -inf < -308.298 < inf | logz: -314.814 +/- 0.240 | dlogz: 155.071 > 0.109
iter: 291 | bound: 0 | nc: 41 | ncall: 2520 | eff(%): 11.548 | loglstar: -inf < -307.851 < inf | logz: -314.422 +/- 0.239 | dlogz: 154.637 > 0.109
iter: 292 | bound: 0 | nc: 93 | ncall: 2613 | eff(%): 11.175 | loglstar: -inf < -307.633 < inf | logz: -314.059 +/- 0.237 | dlogz: 154.236 > 0.109
iter: 293 | bound: 0 | nc: 2 | ncall: 2615 | eff(%): 11.205 | loglstar: -inf < -306.463 < inf | logz: -313.524 +/- 0.240 | dlogz: 153.863 > 0.109
iter: 294 | bound: 0 | nc: 28 | ncall: 2643 | eff(%): 11.124 | loglstar: -inf < -305.475 < inf | logz: -312.758 +/- 0.246 | dlogz: 153.318 > 0.109
iter: 295 | bound: 0 | nc: 14 | ncall: 2657 | eff(%): 11.103 | loglstar: -inf < -305.305 < inf | logz: -312.146 +/- 0.246 | dlogz: 152.542 > 0.109
iter: 296 | bound: 0 | nc: 2 | ncall: 2659 | eff(%): 11.132 | loglstar: -inf < -304.431 < inf | logz: -311.539 +/- 0.246 | dlogz: 155.422 > 0.109
iter: 297 | bound: 0 | nc: 5 | ncall: 2664 | eff(%): 11.149 | loglstar: -inf < -304.089 < inf | logz: -310.970 +/- 0.245 | dlogz: 154.805 > 0.109
iter: 298 | bound: 0 | nc: 16 | ncall: 2680 | eff(%): 11.119 | loglstar: -inf < -303.824 < inf | logz: -310.514 +/- 0.243 | dlogz: 154.226 > 0.109
iter: 299 | bound: 0 | nc: 18 | ncall: 2698 | eff(%): 11.082 | loglstar: -inf < -303.446 < inf | logz: -310.105 +/- 0.242 | dlogz: 153.760 > 0.109
iter: 300 | bound: 0 | nc: 51 | ncall: 2749 | eff(%): 10.913 | loglstar: -inf < -301.784 < inf | logz: -309.301 +/- 0.250 | dlogz: 153.341 > 0.109
iter: 301 | bound: 0 | nc: 43 | ncall: 2792 | eff(%): 10.781 | loglstar: -inf < -300.175 < inf | logz: -307.977 +/- 0.261 | dlogz: 152.527 > 0.109
iter: 302 | bound: 0 | nc: 26 | ncall: 2818 | eff(%): 10.717 | loglstar: -inf < -300.103 < inf | logz: -307.163 +/- 0.256 | dlogz: 151.193 > 0.109
iter: 303 | bound: 0 | nc: 67 | ncall: 2885 | eff(%): 10.503 | loglstar: -inf < -299.904 < inf | logz: -306.672 +/- 0.251 | dlogz: 150.369 > 0.109
iter: 304 | bound: 0 | nc: 7 | ncall: 2892 | eff(%): 10.512 | loglstar: -inf < -299.032 < inf | logz: -306.132 +/- 0.249 | dlogz: 149.868 > 0.109
iter: 305 | bound: 0 | nc: 1 | ncall: 2893 | eff(%): 10.543 | loglstar: -inf < -298.937 < inf | logz: -305.655 +/- 0.246 | dlogz: 149.318 > 0.109
iter: 306 | bound: 0 | nc: 2 | ncall: 2895 | eff(%): 10.570 | loglstar: -inf < -298.275 < inf | logz: -305.198 +/- 0.245 | dlogz: 148.831 > 0.109
iter: 307 | bound: 0 | nc: 17 | ncall: 2912 | eff(%): 10.543 | loglstar: -inf < -297.889 < inf | logz: -304.733 +/- 0.244 | dlogz: 148.365 > 0.109
iter: 308 | bound: 0 | nc: 49 | ncall: 2961 | eff(%): 10.402 | loglstar: -inf < -297.887 < inf | logz: -304.370 +/- 0.242 | dlogz: 147.890 > 0.109
iter: 309 | bound: 0 | nc: 21 | ncall: 2982 | eff(%): 10.362 | loglstar: -inf < -297.218 < inf | logz: -304.001 +/- 0.241 | dlogz: 147.516 > 0.109
iter: 310 | bound: 0 | nc: 10 | ncall: 2992 | eff(%): 10.361 | loglstar: -inf < -297.206 < inf | logz: -303.660 +/- 0.240 | dlogz: 147.138 > 0.109
iter: 311 | bound: 0 | nc: 22 | ncall: 3014 | eff(%): 10.319 | loglstar: -inf < -297.097 < inf | logz: -303.395 +/- 0.238 | dlogz: 146.787 > 0.109
iter: 312 | bound: 0 | nc: 4 | ncall: 3018 | eff(%): 10.338 | loglstar: -inf < -297.018 < inf | logz: -303.168 +/- 0.236 | dlogz: 146.511 > 0.109
iter: 313 | bound: 0 | nc: 17 | ncall: 3035 | eff(%): 10.313 | loglstar: -inf < -296.888 < inf | logz: -302.967 +/- 0.234 | dlogz: 146.275 > 0.109
iter: 314 | bound: 0 | nc: 19 | ncall: 3054 | eff(%): 10.282 | loglstar: -inf < -296.200 < inf | logz: -302.715 +/- 0.233 | dlogz: 146.064 > 0.109
iter: 315 | bound: 0 | nc: 5 | ncall: 3059 | eff(%): 10.297 | loglstar: -inf < -296.067 < inf | logz: -302.441 +/- 0.233 | dlogz: 145.802 > 0.109
iter: 316 | bound: 0 | nc: 46 | ncall: 3105 | eff(%): 10.177 | loglstar: -inf < -296.008 < inf | logz: -302.210 +/- 0.232 | dlogz: 145.518 > 0.109
iter: 317 | bound: 0 | nc: 63 | ncall: 3168 | eff(%): 10.006 | loglstar: -inf < -295.796 < inf | logz: -301.998 +/- 0.232 | dlogz: 145.277 > 0.109
iter: 318 | bound: 0 | nc: 2 | ncall: 3170 | eff(%): 10.032 | loglstar: -inf < -294.924 < inf | logz: -301.696 +/- 0.233 | dlogz: 145.055 > 0.109
iter: 319 | bound: 0 | nc: 29 | ncall: 3199 | eff(%): 9.972 | loglstar: -inf < -294.320 < inf | logz: -301.279 +/- 0.237 | dlogz: 144.743 > 0.109
iter: 320 | bound: 1 | nc: 3 | ncall: 3202 | eff(%): 9.994 | loglstar: -inf < -293.932 < inf | logz: -300.848 +/- 0.239 | dlogz: 144.316 > 0.109
iter: 321 | bound: 1 | nc: 39 | ncall: 3241 | eff(%): 9.904 | loglstar: -inf < -293.227 < inf | logz: -300.362 +/- 0.242 | dlogz: 143.875 > 0.109
iter: 322 | bound: 1 | nc: 39 | ncall: 3280 | eff(%): 9.817 | loglstar: -inf < -292.114 < inf | logz: -299.654 +/- 0.249 | dlogz: 143.380 > 0.109
iter: 323 | bound: 1 | nc: 39 | ncall: 3319 | eff(%): 9.732 | loglstar: -inf < -291.746 < inf | logz: -298.999 +/- 0.251 | dlogz: 142.661 > 0.109
iter: 324 | bound: 1 | nc: 39 | ncall: 3358 | eff(%): 9.649 | loglstar: -inf < -291.574 < inf | logz: -298.520 +/- 0.249 | dlogz: 141.997 > 0.109
iter: 325 | bound: 1 | nc: 39 | ncall: 3397 | eff(%): 9.567 | loglstar: -inf < -291.315 < inf | logz: -298.135 +/- 0.247 | dlogz: 141.507 > 0.109
iter: 326 | bound: 1 | nc: 39 | ncall: 3436 | eff(%): 9.488 | loglstar: -inf < -290.941 < inf | logz: -297.771 +/- 0.245 | dlogz: 141.112 > 0.109
iter: 327 | bound: 1 | nc: 39 | ncall: 3475 | eff(%): 9.410 | loglstar: -inf < -290.709 < inf | logz: -297.432 +/- 0.244 | dlogz: 140.739 > 0.109
iter: 328 | bound: 1 | nc: 39 | ncall: 3514 | eff(%): 9.334 | loglstar: -inf < -290.486 < inf | logz: -297.126 +/- 0.242 | dlogz: 140.389 > 0.109
iter: 329 | bound: 1 | nc: 39 | ncall: 3553 | eff(%): 9.260 | loglstar: -inf < -290.418 < inf | logz: -296.864 +/- 0.240 | dlogz: 140.074 > 0.109
iter: 330 | bound: 1 | nc: 39 | ncall: 3592 | eff(%): 9.187 | loglstar: -inf < -290.189 < inf | logz: -296.628 +/- 0.239 | dlogz: 139.801 > 0.109
iter: 331 | bound: 1 | nc: 39 | ncall: 3631 | eff(%): 9.116 | loglstar: -inf < -289.948 < inf | logz: -296.393 +/- 0.238 | dlogz: 139.555 > 0.109
iter: 332 | bound: 1 | nc: 39 | ncall: 3670 | eff(%): 9.046 | loglstar: -inf < -289.202 < inf | logz: -296.086 +/- 0.238 | dlogz: 139.311 > 0.109
iter: 333 | bound: 1 | nc: 39 | ncall: 3709 | eff(%): 8.978 | loglstar: -inf < -289.202 < inf | logz: -295.779 +/- 0.238 | dlogz: 138.994 > 0.109
iter: 334 | bound: 1 | nc: 39 | ncall: 3748 | eff(%): 8.911 | loglstar: -inf < -289.202 < inf | logz: -295.545 +/- 0.237 | dlogz: 138.677 > 0.109
iter: 335 | bound: 1 | nc: 39 | ncall: 3787 | eff(%): 8.846 | loglstar: -inf < -289.051 < inf | logz: -295.347 +/- 0.236 | dlogz: 138.433 > 0.109
iter: 336 | bound: 1 | nc: 39 | ncall: 3826 | eff(%): 8.782 | loglstar: -inf < -288.903 < inf | logz: -295.159 +/- 0.235 | dlogz: 138.224 > 0.109
iter: 337 | bound: 1 | nc: 39 | ncall: 3865 | eff(%): 8.719 | loglstar: -inf < -287.090 < inf | logz: -294.659 +/- 0.243 | dlogz: 138.027 > 0.109
iter: 338 | bound: 1 | nc: 39 | ncall: 3904 | eff(%): 8.658 | loglstar: -inf < -286.441 < inf | logz: -293.977 +/- 0.250 | dlogz: 137.516 > 0.109
iter: 339 | bound: 1 | nc: 39 | ncall: 3943 | eff(%): 8.598 | loglstar: -inf < -286.441 < inf | logz: -293.477 +/- 0.250 | dlogz: 136.825 > 0.109
iter: 340 | bound: 1 | nc: 39 | ncall: 3982 | eff(%): 8.538 | loglstar: -inf < -286.431 < inf | logz: -293.150 +/- 0.247 | dlogz: 136.315 > 0.109
iter: 341 | bound: 1 | nc: 39 | ncall: 4021 | eff(%): 8.480 | loglstar: -inf < -285.839 < inf | logz: -292.820 +/- 0.246 | dlogz: 135.977 > 0.109
iter: 342 | bound: 1 | nc: 39 | ncall: 4060 | eff(%): 8.424 | loglstar: -inf < -285.817 < inf | logz: -292.511 +/- 0.245 | dlogz: 135.638 > 0.109
iter: 343 | bound: 1 | nc: 39 | ncall: 4099 | eff(%): 8.368 | loglstar: -inf < -285.817 < inf | logz: -292.273 +/- 0.243 | dlogz: 135.319 > 0.109
iter: 344 | bound: 1 | nc: 39 | ncall: 4138 | eff(%): 8.313 | loglstar: -inf < -285.238 < inf | logz: -292.019 +/- 0.242 | dlogz: 135.071 > 0.109
iter: 345 | bound: 1 | nc: 39 | ncall: 4177 | eff(%): 8.260 | loglstar: -inf < -285.114 < inf | logz: -291.755 +/- 0.241 | dlogz: 134.807 > 0.109
iter: 346 | bound: 1 | nc: 39 | ncall: 4216 | eff(%): 8.207 | loglstar: -inf < -284.462 < inf | logz: -291.449 +/- 0.241 | dlogz: 134.532 > 0.109
iter: 347 | bound: 1 | nc: 39 | ncall: 4255 | eff(%): 8.155 | loglstar: -inf < -284.426 < inf | logz: -291.150 +/- 0.241 | dlogz: 134.217 > 0.109
iter: 348 | bound: 1 | nc: 39 | ncall: 4294 | eff(%): 8.104 | loglstar: -inf < -284.273 < inf | logz: -290.901 +/- 0.240 | dlogz: 133.908 > 0.109
iter: 349 | bound: 1 | nc: 39 | ncall: 4333 | eff(%): 8.054 | loglstar: -inf < -284.273 < inf | logz: -290.689 +/- 0.239 | dlogz: 133.649 > 0.109
iter: 350 | bound: 1 | nc: 39 | ncall: 4372 | eff(%): 8.005 | loglstar: -inf < -284.175 < inf | logz: -290.508 +/- 0.238 | dlogz: 133.427 > 0.109
iter: 351 | bound: 1 | nc: 39 | ncall: 4411 | eff(%): 7.957 | loglstar: -inf < -284.090 < inf | logz: -290.344 +/- 0.237 | dlogz: 170.147 > 0.109
iter: 352 | bound: 1 | nc: 39 | ncall: 4450 | eff(%): 7.910 | loglstar: -inf < -283.899 < inf | logz: -290.184 +/- 0.236 | dlogz: 169.973 > 0.109
iter: 353 | bound: 1 | nc: 39 | ncall: 4489 | eff(%): 7.864 | loglstar: -inf < -283.366 < inf | logz: -289.988 +/- 0.235 | dlogz: 169.803 > 0.109
iter: 354 | bound: 1 | nc: 39 | ncall: 4528 | eff(%): 7.818 | loglstar: -inf < -283.366 < inf | logz: -289.786 +/- 0.235 | dlogz: 169.597 > 0.109
iter: 355 | bound: 1 | nc: 39 | ncall: 4567 | eff(%): 7.773 | loglstar: -inf < -282.606 < inf | logz: -289.538 +/- 0.236 | dlogz: 169.385 > 0.109
iter: 356 | bound: 1 | nc: 39 | ncall: 4606 | eff(%): 7.729 | loglstar: -inf < -280.869 < inf | logz: -288.850 +/- 0.251 | dlogz: 169.127 > 0.109
iter: 357 | bound: 1 | nc: 39 | ncall: 4645 | eff(%): 7.686 | loglstar: -inf < -278.460 < inf | logz: -287.045 +/- 0.278 | dlogz: 168.429 > 0.109
iter: 358 | bound: 1 | nc: 39 | ncall: 4684 | eff(%): 7.643 | loglstar: -inf < -278.446 < inf | logz: -286.118 +/- 0.270 | dlogz: 166.614 > 0.109
iter: 359 | bound: 1 | nc: 39 | ncall: 4723 | eff(%): 7.601 | loglstar: -inf < -278.328 < inf | logz: -285.623 +/- 0.264 | dlogz: 165.677 > 0.109
iter: 360 | bound: 1 | nc: 39 | ncall: 4762 | eff(%): 7.560 | loglstar: -inf < -278.328 < inf | logz: -285.277 +/- 0.259 | dlogz: 165.172 > 0.109
iter: 361 | bound: 1 | nc: 39 | ncall: 4801 | eff(%): 7.519 | loglstar: -inf < -278.303 < inf | logz: -285.022 +/- 0.255 | dlogz: 164.816 > 0.109
iter: 362 | bound: 1 | nc: 39 | ncall: 4840 | eff(%): 7.479 | loglstar: -inf < -277.864 < inf | logz: -284.769 +/- 0.252 | dlogz: 164.551 > 0.109
iter: 363 | bound: 1 | nc: 39 | ncall: 4879 | eff(%): 7.440 | loglstar: -inf < -277.596 < inf | logz: -284.499 +/- 0.250 | dlogz: 164.288 > 0.109
iter: 364 | bound: 1 | nc: 39 | ncall: 4918 | eff(%): 7.401 | loglstar: -inf < -277.455 < inf | logz: -284.247 +/- 0.248 | dlogz: 164.008 > 0.109
iter: 365 | bound: 1 | nc: 39 | ncall: 4957 | eff(%): 7.363 | loglstar: -inf < -276.737 < inf | logz: -283.940 +/- 0.247 | dlogz: 163.746 > 0.109
iter: 366 | bound: 1 | nc: 39 | ncall: 4996 | eff(%): 7.326 | loglstar: -inf < -275.483 < inf | logz: -283.357 +/- 0.254 | dlogz: 163.429 > 0.109
iter: 367 | bound: 1 | nc: 39 | ncall: 5035 | eff(%): 7.289 | loglstar: -inf < -275.271 < inf | logz: -282.791 +/- 0.255 | dlogz: 162.836 > 0.109
iter: 368 | bound: 1 | nc: 39 | ncall: 5074 | eff(%): 7.253 | loglstar: -inf < -274.880 < inf | logz: -282.329 +/- 0.255 | dlogz: 162.260 > 0.109
iter: 369 | bound: 1 | nc: 39 | ncall: 5113 | eff(%): 7.217 | loglstar: -inf < -274.532 < inf | logz: -281.905 +/- 0.254 | dlogz: 161.788 > 0.109
iter: 370 | bound: 1 | nc: 39 | ncall: 5152 | eff(%): 7.182 | loglstar: -inf < -273.929 < inf | logz: -281.456 +/- 0.254 | dlogz: 193.977 > 0.109
iter: 371 | bound: 1 | nc: 39 | ncall: 5191 | eff(%): 7.147 | loglstar: -inf < -273.781 < inf | logz: -281.051 +/- 0.254 | dlogz: 193.518 > 0.109
iter: 372 | bound: 1 | nc: 39 | ncall: 5230 | eff(%): 7.113 | loglstar: -inf < -273.777 < inf | logz: -280.747 +/- 0.252 | dlogz: 193.102 > 0.109
iter: 373 | bound: 1 | nc: 39 | ncall: 5269 | eff(%): 7.079 | loglstar: -inf < -273.045 < inf | logz: -280.410 +/- 0.251 | dlogz: 192.789 > 0.109
iter: 374 | bound: 1 | nc: 39 | ncall: 5308 | eff(%): 7.046 | loglstar: -inf < -272.292 < inf | logz: -279.942 +/- 0.253 | dlogz: 192.442 > 0.109
iter: 375 | bound: 1 | nc: 39 | ncall: 5347 | eff(%): 7.013 | loglstar: -inf < -272.292 < inf | logz: -279.532 +/- 0.253 | dlogz: 191.964 > 0.109
iter: 376 | bound: 1 | nc: 39 | ncall: 5386 | eff(%): 6.981 | loglstar: -inf < -272.174 < inf | logz: -279.231 +/- 0.252 | dlogz: 191.543 > 0.109
iter: 377 | bound: 1 | nc: 39 | ncall: 5425 | eff(%): 6.949 | loglstar: -inf < -270.878 < inf | logz: -278.740 +/- 0.255 | dlogz: 191.232 > 0.109
iter: 378 | bound: 1 | nc: 39 | ncall: 5464 | eff(%): 6.918 | loglstar: -inf < -270.019 < inf | logz: -278.040 +/- 0.260 | dlogz: 190.731 > 0.109
iter: 379 | bound: 1 | nc: 39 | ncall: 5503 | eff(%): 6.887 | loglstar: -inf < -270.017 < inf | logz: -277.508 +/- 0.260 | dlogz: 190.021 > 0.109
iter: 380 | bound: 1 | nc: 39 | ncall: 5542 | eff(%): 6.857 | loglstar: -inf < -270.017 < inf | logz: -277.163 +/- 0.257 | dlogz: 189.480 > 0.109
iter: 381 | bound: 1 | nc: 39 | ncall: 5581 | eff(%): 6.827 | loglstar: -inf < -268.932 < inf | logz: -276.714 +/- 0.257 | dlogz: 189.125 > 0.109
iter: 382 | bound: 1 | nc: 39 | ncall: 5620 | eff(%): 6.797 | loglstar: -inf < -266.782 < inf | logz: -275.443 +/- 0.275 | dlogz: 188.666 > 0.109
iter: 383 | bound: 1 | nc: 39 | ncall: 5659 | eff(%): 6.768 | loglstar: -inf < -265.978 < inf | logz: -274.323 +/- 0.274 | dlogz: 187.385 > 0.109
iter: 384 | bound: 1 | nc: 39 | ncall: 5698 | eff(%): 6.739 | loglstar: -inf < -265.963 < inf | logz: -273.667 +/- 0.269 | dlogz: 186.255 > 0.109
iter: 385 | bound: 1 | nc: 39 | ncall: 5737 | eff(%): 6.711 | loglstar: -inf < -265.796 < inf | logz: -273.245 +/- 0.265 | dlogz: 185.588 > 0.109
iter: 386 | bound: 1 | nc: 39 | ncall: 5776 | eff(%): 6.683 | loglstar: -inf < -265.455 < inf | logz: -272.878 +/- 0.261 | dlogz: 185.157 > 0.109
iter: 387 | bound: 1 | nc: 39 | ncall: 5815 | eff(%): 6.655 | loglstar: -inf < -265.176 < inf | logz: -272.533 +/- 0.259 | dlogz: 184.780 > 0.109
iter: 388 | bound: 1 | nc: 39 | ncall: 5854 | eff(%): 6.628 | loglstar: -inf < -265.009 < inf | logz: -272.226 +/- 0.256 | dlogz: 184.425 > 0.109
iter: 389 | bound: 1 | nc: 39 | ncall: 5893 | eff(%): 6.601 | loglstar: -inf < -264.725 < inf | logz: -271.940 +/- 0.254 | dlogz: 184.108 > 0.109
iter: 390 | bound: 1 | nc: 39 | ncall: 5932 | eff(%): 6.575 | loglstar: -inf < -264.725 < inf | logz: -271.691 +/- 0.253 | dlogz: 183.812 > 0.109
iter: 391 | bound: 1 | nc: 39 | ncall: 5971 | eff(%): 6.548 | loglstar: -inf < -264.226 < inf | logz: -271.439 +/- 0.251 | dlogz: 183.553 > 0.109
iter: 392 | bound: 1 | nc: 39 | ncall: 6010 | eff(%): 6.522 | loglstar: -inf < -264.002 < inf | logz: -271.170 +/- 0.251 | dlogz: 183.291 > 0.109
iter: 393 | bound: 1 | nc: 39 | ncall: 6049 | eff(%): 6.497 | loglstar: -inf < -261.823 < inf | logz: -270.348 +/- 0.265 | dlogz: 183.012 > 0.109
iter: 394 | bound: 1 | nc: 39 | ncall: 6088 | eff(%): 6.472 | loglstar: -inf < -261.823 < inf | logz: -269.651 +/- 0.266 | dlogz: 182.180 > 0.109
iter: 395 | bound: 1 | nc: 39 | ncall: 6127 | eff(%): 6.447 | loglstar: -inf < -261.118 < inf | logz: -269.095 +/- 0.265 | dlogz: 181.473 > 0.109
iter: 396 | bound: 1 | nc: 39 | ncall: 6166 | eff(%): 6.422 | loglstar: -inf < -261.111 < inf | logz: -268.645 +/- 0.263 | dlogz: 180.907 > 0.109
iter: 397 | bound: 1 | nc: 39 | ncall: 6205 | eff(%): 6.398 | loglstar: -inf < -261.064 < inf | logz: -268.331 +/- 0.260 | dlogz: 180.447 > 0.109
iter: 398 | bound: 1 | nc: 39 | ncall: 6244 | eff(%): 6.374 | loglstar: -inf < -260.595 < inf | logz: -268.028 +/- 0.258 | dlogz: 180.124 > 0.109
iter: 399 | bound: 1 | nc: 39 | ncall: 6283 | eff(%): 6.350 | loglstar: -inf < -260.421 < inf | logz: -267.729 +/- 0.256 | dlogz: 179.810 > 0.109
iter: 400 | bound: 1 | nc: 39 | ncall: 6322 | eff(%): 6.327 | loglstar: -inf < -260.317 < inf | logz: -267.471 +/- 0.255 | dlogz: 179.501 > 0.109
iter: 401 | bound: 1 | nc: 39 | ncall: 6361 | eff(%): 6.304 | loglstar: -inf < -259.814 < inf | logz: -267.199 +/- 0.254 | dlogz: 179.234 > 0.109
iter: 402 | bound: 1 | nc: 39 | ncall: 6400 | eff(%): 6.281 | loglstar: -inf < -259.803 < inf | logz: -266.939 +/- 0.253 | dlogz: 178.951 > 0.109
iter: 403 | bound: 1 | nc: 39 | ncall: 6439 | eff(%): 6.259 | loglstar: -inf < -258.442 < inf | logz: -266.496 +/- 0.257 | dlogz: 178.682 > 0.109
iter: 404 | bound: 1 | nc: 39 | ncall: 6478 | eff(%): 6.236 | loglstar: -inf < -258.418 < inf | logz: -266.044 +/- 0.258 | dlogz: 178.229 > 0.109
iter: 405 | bound: 1 | nc: 39 | ncall: 6517 | eff(%): 6.215 | loglstar: -inf < -258.168 < inf | logz: -265.696 +/- 0.257 | dlogz: 177.767 > 0.109
iter: 406 | bound: 1 | nc: 39 | ncall: 6556 | eff(%): 6.193 | loglstar: -inf < -257.602 < inf | logz: -265.324 +/- 0.258 | dlogz: 177.409 > 0.109
iter: 407 | bound: 1 | nc: 39 | ncall: 6595 | eff(%): 6.171 | loglstar: -inf < -256.652 < inf | logz: -264.791 +/- 0.261 | dlogz: 177.026 > 0.109
iter: 408 | bound: 1 | nc: 39 | ncall: 6634 | eff(%): 6.150 | loglstar: -inf < -256.625 < inf | logz: -264.322 +/- 0.261 | dlogz: 176.483 > 0.109
iter: 409 | bound: 1 | nc: 39 | ncall: 6673 | eff(%): 6.129 | loglstar: -inf < -256.335 < inf | logz: -263.958 +/- 0.260 | dlogz: 176.004 > 0.109
iter: 410 | bound: 1 | nc: 39 | ncall: 6712 | eff(%): 6.108 | loglstar: -inf < -256.231 < inf | logz: -263.647 +/- 0.259 | dlogz: 175.631 > 0.109
iter: 411 | bound: 1 | nc: 39 | ncall: 6751 | eff(%): 6.088 | loglstar: -inf < -256.033 < inf | logz: -263.378 +/- 0.257 | dlogz: 175.310 > 0.109
iter: 412 | bound: 1 | nc: 39 | ncall: 6790 | eff(%): 6.068 | loglstar: -inf < -256.007 < inf | logz: -263.147 +/- 0.255 | dlogz: 175.031 > 0.109
iter: 413 | bound: 1 | nc: 39 | ncall: 6829 | eff(%): 6.048 | loglstar: -inf < -255.458 < inf | logz: -262.898 +/- 0.255 | dlogz: 174.790 > 0.109
iter: 414 | bound: 1 | nc: 39 | ncall: 6868 | eff(%): 6.028 | loglstar: -inf < -254.477 < inf | logz: -262.488 +/- 0.257 | dlogz: 174.531 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 6907 | eff(%): 6.008 | loglstar: -inf < -254.098 < inf | logz: -262.020 +/- 0.260 | dlogz: 174.111 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 6946 | eff(%): 5.989 | loglstar: -inf < -254.007 < inf | logz: -261.642 +/- 0.260 | dlogz: 173.634 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 6985 | eff(%): 5.970 | loglstar: -inf < -253.105 < inf | logz: -261.194 +/- 0.261 | dlogz: 173.245 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 7024 | eff(%): 5.951 | loglstar: -inf < -252.500 < inf | logz: -260.652 +/- 0.264 | dlogz: 172.787 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 7063 | eff(%): 5.932 | loglstar: -inf < -251.435 < inf | logz: -259.936 +/- 0.269 | dlogz: 172.235 > 0.109
iter: 420 | bound: 2 | nc: 39 | ncall: 7102 | eff(%): 5.914 | loglstar: -inf < -250.957 < inf | logz: -259.252 +/- 0.270 | dlogz: 171.510 > 0.109
iter: 421 | bound: 2 | nc: 39 | ncall: 7141 | eff(%): 5.896 | loglstar: -inf < -249.949 < inf | logz: -258.494 +/- 0.273 | dlogz: 170.815 > 0.109
iter: 422 | bound: 2 | nc: 39 | ncall: 7180 | eff(%): 5.877 | loglstar: -inf < -249.849 < inf | logz: -257.900 +/- 0.271 | dlogz: 170.047 > 0.109
iter: 423 | bound: 2 | nc: 39 | ncall: 7219 | eff(%): 5.860 | loglstar: -inf < -249.241 < inf | logz: -257.393 +/- 0.269 | dlogz: 169.443 > 0.109
iter: 424 | bound: 2 | nc: 39 | ncall: 7258 | eff(%): 5.842 | loglstar: -inf < -249.010 < inf | logz: -256.938 +/- 0.268 | dlogz: 168.926 > 0.109
iter: 425 | bound: 2 | nc: 39 | ncall: 7297 | eff(%): 5.824 | loglstar: -inf < -248.267 < inf | logz: -256.452 +/- 0.267 | dlogz: 168.461 > 0.109
iter: 426 | bound: 2 | nc: 39 | ncall: 7336 | eff(%): 5.807 | loglstar: -inf < -248.026 < inf | logz: -255.990 +/- 0.267 | dlogz: 167.965 > 0.109
iter: 427 | bound: 2 | nc: 39 | ncall: 7375 | eff(%): 5.790 | loglstar: -inf < -247.163 < inf | logz: -255.465 +/- 0.268 | dlogz: 167.494 > 0.109
iter: 428 | bound: 2 | nc: 39 | ncall: 7414 | eff(%): 5.773 | loglstar: -inf < -246.893 < inf | logz: -254.959 +/- 0.267 | dlogz: 166.958 > 0.109
iter: 429 | bound: 2 | nc: 39 | ncall: 7453 | eff(%): 5.756 | loglstar: -inf < -246.450 < inf | logz: -254.509 +/- 0.267 | dlogz: 166.443 > 0.109
iter: 430 | bound: 2 | nc: 39 | ncall: 7492 | eff(%): 5.739 | loglstar: -inf < -246.450 < inf | logz: -254.143 +/- 0.265 | dlogz: 165.982 > 0.109
iter: 431 | bound: 2 | nc: 39 | ncall: 7531 | eff(%): 5.723 | loglstar: -inf < -245.870 < inf | logz: -253.793 +/- 0.264 | dlogz: 165.606 > 0.109
iter: 432 | bound: 2 | nc: 39 | ncall: 7570 | eff(%): 5.707 | loglstar: -inf < -245.677 < inf | logz: -253.446 +/- 0.263 | dlogz: 165.247 > 0.109
iter: 433 | bound: 2 | nc: 39 | ncall: 7609 | eff(%): 5.691 | loglstar: -inf < -245.132 < inf | logz: -253.087 +/- 0.263 | dlogz: 164.890 > 0.109
iter: 434 | bound: 2 | nc: 39 | ncall: 7648 | eff(%): 5.675 | loglstar: -inf < -244.602 < inf | logz: -252.674 +/- 0.264 | dlogz: 164.521 > 0.109
iter: 435 | bound: 2 | nc: 39 | ncall: 7687 | eff(%): 5.659 | loglstar: -inf < -243.725 < inf | logz: -252.133 +/- 0.267 | dlogz: 164.098 > 0.109
iter: 436 | bound: 2 | nc: 39 | ncall: 7726 | eff(%): 5.643 | loglstar: -inf < -243.515 < inf | logz: -251.630 +/- 0.267 | dlogz: 163.547 > 0.109
iter: 437 | bound: 2 | nc: 39 | ncall: 7765 | eff(%): 5.628 | loglstar: -inf < -243.502 < inf | logz: -251.269 +/- 0.266 | dlogz: 163.034 > 0.109
iter: 438 | bound: 2 | nc: 39 | ncall: 7804 | eff(%): 5.613 | loglstar: -inf < -243.363 < inf | logz: -250.988 +/- 0.264 | dlogz: 162.663 > 0.109
iter: 439 | bound: 2 | nc: 39 | ncall: 7843 | eff(%): 5.597 | loglstar: -inf < -243.363 < inf | logz: -250.756 +/- 0.262 | dlogz: 162.372 > 0.109
iter: 440 | bound: 2 | nc: 39 | ncall: 7882 | eff(%): 5.582 | loglstar: -inf < -242.509 < inf | logz: -250.462 +/- 0.262 | dlogz: 162.130 > 0.109
iter: 441 | bound: 2 | nc: 39 | ncall: 7921 | eff(%): 5.567 | loglstar: -inf < -241.605 < inf | logz: -249.985 +/- 0.265 | dlogz: 161.826 > 0.109
iter: 442 | bound: 2 | nc: 39 | ncall: 7960 | eff(%): 5.553 | loglstar: -inf < -241.532 < inf | logz: -249.543 +/- 0.266 | dlogz: 161.339 > 0.109
iter: 443 | bound: 2 | nc: 39 | ncall: 7999 | eff(%): 5.538 | loglstar: -inf < -241.470 < inf | logz: -249.222 +/- 0.264 | dlogz: 160.887 > 0.109
iter: 444 | bound: 2 | nc: 39 | ncall: 8038 | eff(%): 5.524 | loglstar: -inf < -239.313 < inf | logz: -248.367 +/- 0.277 | dlogz: 160.556 > 0.109
iter: 445 | bound: 2 | nc: 39 | ncall: 8077 | eff(%): 5.509 | loglstar: -inf < -238.984 < inf | logz: -247.570 +/- 0.278 | dlogz: 159.692 > 0.109
iter: 446 | bound: 2 | nc: 39 | ncall: 8116 | eff(%): 5.495 | loglstar: -inf < -237.948 < inf | logz: -246.778 +/- 0.279 | dlogz: 158.885 > 0.109
iter: 447 | bound: 2 | nc: 39 | ncall: 8155 | eff(%): 5.481 | loglstar: -inf < -237.851 < inf | logz: -246.169 +/- 0.277 | dlogz: 158.083 > 0.109
iter: 448 | bound: 2 | nc: 39 | ncall: 8194 | eff(%): 5.467 | loglstar: -inf < -237.326 < inf | logz: -245.675 +/- 0.274 | dlogz: 157.463 > 0.109
iter: 449 | bound: 2 | nc: 39 | ncall: 8233 | eff(%): 5.454 | loglstar: -inf < -236.687 < inf | logz: -245.144 +/- 0.274 | dlogz: 156.960 > 0.109
iter: 450 | bound: 2 | nc: 39 | ncall: 8272 | eff(%): 5.440 | loglstar: -inf < -235.480 < inf | logz: -244.374 +/- 0.278 | dlogz: 156.419 > 0.109
iter: 451 | bound: 2 | nc: 39 | ncall: 8311 | eff(%): 5.427 | loglstar: -inf < -235.347 < inf | logz: -243.744 +/- 0.277 | dlogz: 155.639 > 0.109
iter: 452 | bound: 2 | nc: 39 | ncall: 8350 | eff(%): 5.413 | loglstar: -inf < -235.224 < inf | logz: -243.322 +/- 0.274 | dlogz: 154.999 > 0.109
iter: 453 | bound: 2 | nc: 39 | ncall: 8389 | eff(%): 5.400 | loglstar: -inf < -234.555 < inf | logz: -242.894 +/- 0.272 | dlogz: 154.567 > 0.109
iter: 454 | bound: 2 | nc: 39 | ncall: 8428 | eff(%): 5.387 | loglstar: -inf < -234.474 < inf | logz: -242.505 +/- 0.271 | dlogz: 154.129 > 0.109
iter: 455 | bound: 2 | nc: 39 | ncall: 8467 | eff(%): 5.374 | loglstar: -inf < -234.237 < inf | logz: -242.186 +/- 0.269 | dlogz: 153.730 > 0.109
iter: 456 | bound: 2 | nc: 39 | ncall: 8506 | eff(%): 5.361 | loglstar: -inf < -234.178 < inf | logz: -241.914 +/- 0.267 | dlogz: 153.400 > 0.109
iter: 457 | bound: 2 | nc: 39 | ncall: 8545 | eff(%): 5.348 | loglstar: -inf < -234.083 < inf | logz: -241.688 +/- 0.265 | dlogz: 153.119 > 0.109
iter: 458 | bound: 2 | nc: 39 | ncall: 8584 | eff(%): 5.336 | loglstar: -inf < -233.917 < inf | logz: -241.481 +/- 0.263 | dlogz: 152.883 > 0.109
iter: 459 | bound: 2 | nc: 39 | ncall: 8623 | eff(%): 5.323 | loglstar: -inf < -233.812 < inf | logz: -241.290 +/- 0.262 | dlogz: 152.666 > 0.109
iter: 460 | bound: 2 | nc: 39 | ncall: 8662 | eff(%): 5.311 | loglstar: -inf < -233.136 < inf | logz: -241.051 +/- 0.261 | dlogz: 152.465 > 0.109
iter: 461 | bound: 2 | nc: 39 | ncall: 8701 | eff(%): 5.298 | loglstar: -inf < -233.047 < inf | logz: -240.795 +/- 0.261 | dlogz: 152.216 > 0.109
iter: 462 | bound: 2 | nc: 39 | ncall: 8740 | eff(%): 5.286 | loglstar: -inf < -232.399 < inf | logz: -240.503 +/- 0.262 | dlogz: 151.950 > 0.109
iter: 463 | bound: 2 | nc: 39 | ncall: 8779 | eff(%): 5.274 | loglstar: -inf < -232.374 < inf | logz: -240.215 +/- 0.262 | dlogz: 151.648 > 0.109
iter: 464 | bound: 2 | nc: 39 | ncall: 8818 | eff(%): 5.262 | loglstar: -inf < -232.329 < inf | logz: -239.986 +/- 0.262 | dlogz: 151.350 > 0.109
iter: 465 | bound: 2 | nc: 39 | ncall: 8857 | eff(%): 5.250 | loglstar: -inf < -232.198 < inf | logz: -239.787 +/- 0.261 | dlogz: 151.112 > 0.109
iter: 466 | bound: 2 | nc: 39 | ncall: 8896 | eff(%): 5.238 | loglstar: -inf < -232.183 < inf | logz: -239.610 +/- 0.260 | dlogz: 150.902 > 0.109
iter: 467 | bound: 2 | nc: 39 | ncall: 8935 | eff(%): 5.227 | loglstar: -inf < -230.773 < inf | logz: -239.267 +/- 0.263 | dlogz: 150.716 > 0.109
iter: 468 | bound: 2 | nc: 39 | ncall: 8974 | eff(%): 5.215 | loglstar: -inf < -230.504 < inf | logz: -238.838 +/- 0.266 | dlogz: 150.362 > 0.109
iter: 469 | bound: 2 | nc: 39 | ncall: 9013 | eff(%): 5.204 | loglstar: -inf < -230.307 < inf | logz: -238.478 +/- 0.267 | dlogz: 149.924 > 0.109
iter: 470 | bound: 2 | nc: 39 | ncall: 9052 | eff(%): 5.192 | loglstar: -inf < -229.705 < inf | logz: -238.097 +/- 0.268 | dlogz: 149.554 > 0.109
iter: 471 | bound: 2 | nc: 39 | ncall: 9091 | eff(%): 5.181 | loglstar: -inf < -229.646 < inf | logz: -237.747 +/- 0.268 | dlogz: 149.162 > 0.109
iter: 472 | bound: 2 | nc: 39 | ncall: 9130 | eff(%): 5.170 | loglstar: -inf < -229.458 < inf | logz: -237.461 +/- 0.267 | dlogz: 148.803 > 0.109
iter: 473 | bound: 2 | nc: 39 | ncall: 9169 | eff(%): 5.159 | loglstar: -inf < -229.303 < inf | logz: -237.204 +/- 0.266 | dlogz: 148.506 > 0.109
iter: 474 | bound: 2 | nc: 39 | ncall: 9208 | eff(%): 5.148 | loglstar: -inf < -228.884 < inf | logz: -236.939 +/- 0.266 | dlogz: 148.240 > 0.109
iter: 475 | bound: 2 | nc: 39 | ncall: 9247 | eff(%): 5.137 | loglstar: -inf < -228.431 < inf | logz: -236.632 +/- 0.266 | dlogz: 147.964 > 0.109
iter: 476 | bound: 2 | nc: 39 | ncall: 9286 | eff(%): 5.126 | loglstar: -inf < -228.407 < inf | logz: -236.352 +/- 0.266 | dlogz: 147.648 > 0.109
iter: 477 | bound: 2 | nc: 39 | ncall: 9325 | eff(%): 5.115 | loglstar: -inf < -228.377 < inf | logz: -236.130 +/- 0.265 | dlogz: 147.358 > 0.109
iter: 478 | bound: 2 | nc: 39 | ncall: 9364 | eff(%): 5.105 | loglstar: -inf < -227.731 < inf | logz: -235.875 +/- 0.265 | dlogz: 147.126 > 0.109
iter: 479 | bound: 2 | nc: 39 | ncall: 9403 | eff(%): 5.094 | loglstar: -inf < -227.653 < inf | logz: -235.609 +/- 0.265 | dlogz: 146.861 > 0.109
iter: 480 | bound: 2 | nc: 39 | ncall: 9442 | eff(%): 5.084 | loglstar: -inf < -226.718 < inf | logz: -235.254 +/- 0.267 | dlogz: 146.585 > 0.109
iter: 481 | bound: 2 | nc: 39 | ncall: 9481 | eff(%): 5.073 | loglstar: -inf < -226.603 < inf | logz: -234.882 +/- 0.268 | dlogz: 146.221 > 0.109
iter: 482 | bound: 2 | nc: 39 | ncall: 9520 | eff(%): 5.063 | loglstar: -inf < -226.589 < inf | logz: -234.599 +/- 0.268 | dlogz: 145.838 > 0.109
iter: 483 | bound: 2 | nc: 39 | ncall: 9559 | eff(%): 5.053 | loglstar: -inf < -225.937 < inf | logz: -234.292 +/- 0.268 | dlogz: 145.545 > 0.109
iter: 484 | bound: 2 | nc: 39 | ncall: 9598 | eff(%): 5.043 | loglstar: -inf < -225.821 < inf | logz: -233.981 +/- 0.268 | dlogz: 145.229 > 0.109
iter: 485 | bound: 2 | nc: 39 | ncall: 9637 | eff(%): 5.033 | loglstar: -inf < -225.684 < inf | logz: -233.718 +/- 0.268 | dlogz: 144.907 > 0.109
iter: 486 | bound: 2 | nc: 39 | ncall: 9676 | eff(%): 5.023 | loglstar: -inf < -225.408 < inf | logz: -233.469 +/- 0.267 | dlogz: 144.634 > 0.109
iter: 487 | bound: 2 | nc: 39 | ncall: 9715 | eff(%): 5.013 | loglstar: -inf < -225.237 < inf | logz: -233.228 +/- 0.266 | dlogz: 144.375 > 0.109
iter: 488 | bound: 2 | nc: 39 | ncall: 9754 | eff(%): 5.003 | loglstar: -inf < -225.237 < inf | logz: -233.020 +/- 0.265 | dlogz: 144.125 > 0.109
iter: 489 | bound: 2 | nc: 39 | ncall: 9793 | eff(%): 4.993 | loglstar: -inf < -225.038 < inf | logz: -232.833 +/- 0.265 | dlogz: 143.906 > 0.109
iter: 490 | bound: 2 | nc: 39 | ncall: 9832 | eff(%): 4.984 | loglstar: -inf < -224.922 < inf | logz: -232.654 +/- 0.264 | dlogz: 143.710 > 0.109
iter: 491 | bound: 2 | nc: 39 | ncall: 9871 | eff(%): 4.974 | loglstar: -inf < -224.526 < inf | logz: -232.460 +/- 0.263 | dlogz: 143.520 > 0.109
iter: 492 | bound: 2 | nc: 39 | ncall: 9910 | eff(%): 4.965 | loglstar: -inf < -224.110 < inf | logz: -232.227 +/- 0.264 | dlogz: 143.317 > 0.109
iter: 493 | bound: 2 | nc: 39 | ncall: 9949 | eff(%): 4.955 | loglstar: -inf < -223.787 < inf | logz: -231.969 +/- 0.264 | dlogz: 143.074 > 0.109
iter: 494 | bound: 2 | nc: 39 | ncall: 9988 | eff(%): 4.946 | loglstar: -inf < -223.256 < inf | logz: -231.666 +/- 0.266 | dlogz: 142.805 > 0.109
iter: 495 | bound: 2 | nc: 39 | ncall: 10027 | eff(%): 4.937 | loglstar: -inf < -222.651 < inf | logz: -231.287 +/- 0.269 | dlogz: 142.493 > 0.109
iter: 496 | bound: 2 | nc: 39 | ncall: 10066 | eff(%): 4.927 | loglstar: -inf < -222.361 < inf | logz: -230.901 +/- 0.271 | dlogz: 142.104 > 0.109
iter: 497 | bound: 2 | nc: 39 | ncall: 10105 | eff(%): 4.918 | loglstar: -inf < -221.007 < inf | logz: -230.267 +/- 0.278 | dlogz: 141.707 > 0.109
iter: 498 | bound: 2 | nc: 39 | ncall: 10144 | eff(%): 4.909 | loglstar: -inf < -220.945 < inf | logz: -229.700 +/- 0.280 | dlogz: 141.063 > 0.109
iter: 499 | bound: 2 | nc: 39 | ncall: 10183 | eff(%): 4.900 | loglstar: -inf < -220.633 < inf | logz: -229.279 +/- 0.279 | dlogz: 140.487 > 0.109
iter: 500 | bound: 2 | nc: 39 | ncall: 10222 | eff(%): 4.891 | loglstar: -inf < -220.153 < inf | logz: -228.865 +/- 0.278 | dlogz: 140.056 > 0.109
iter: 501 | bound: 2 | nc: 39 | ncall: 10261 | eff(%): 4.883 | loglstar: -inf < -218.589 < inf | logz: -228.077 +/- 0.286 | dlogz: 139.632 > 0.109
iter: 502 | bound: 2 | nc: 39 | ncall: 10300 | eff(%): 4.874 | loglstar: -inf < -218.476 < inf | logz: -227.411 +/- 0.285 | dlogz: 138.834 > 0.109
iter: 503 | bound: 2 | nc: 39 | ncall: 10339 | eff(%): 4.865 | loglstar: -inf < -218.415 < inf | logz: -226.990 +/- 0.283 | dlogz: 138.159 > 0.109
iter: 504 | bound: 2 | nc: 39 | ncall: 10378 | eff(%): 4.856 | loglstar: -inf < -218.415 < inf | logz: -226.686 +/- 0.280 | dlogz: 137.727 > 0.109
iter: 505 | bound: 2 | nc: 39 | ncall: 10417 | eff(%): 4.848 | loglstar: -inf < -218.321 < inf | logz: -226.448 +/- 0.277 | dlogz: 137.413 > 0.109
iter: 506 | bound: 2 | nc: 39 | ncall: 10456 | eff(%): 4.839 | loglstar: -inf < -218.210 < inf | logz: -226.239 +/- 0.275 | dlogz: 137.165 > 0.109
iter: 507 | bound: 2 | nc: 39 | ncall: 10495 | eff(%): 4.831 | loglstar: -inf < -217.900 < inf | logz: -226.029 +/- 0.273 | dlogz: 136.946 > 0.109
iter: 508 | bound: 2 | nc: 39 | ncall: 10534 | eff(%): 4.822 | loglstar: -inf < -217.620 < inf | logz: -225.805 +/- 0.272 | dlogz: 136.726 > 0.109
iter: 509 | bound: 2 | nc: 39 | ncall: 10573 | eff(%): 4.814 | loglstar: -inf < -217.556 < inf | logz: -225.595 +/- 0.271 | dlogz: 136.493 > 0.109
iter: 510 | bound: 2 | nc: 39 | ncall: 10612 | eff(%): 4.806 | loglstar: -inf < -217.342 < inf | logz: -225.399 +/- 0.270 | dlogz: 136.273 > 0.109
iter: 511 | bound: 2 | nc: 39 | ncall: 10651 | eff(%): 4.798 | loglstar: -inf < -216.739 < inf | logz: -225.156 +/- 0.270 | dlogz: 136.067 > 0.109
iter: 512 | bound: 2 | nc: 39 | ncall: 10690 | eff(%): 4.790 | loglstar: -inf < -216.405 < inf | logz: -224.869 +/- 0.270 | dlogz: 135.813 > 0.109
iter: 513 | bound: 2 | nc: 39 | ncall: 10729 | eff(%): 4.781 | loglstar: -inf < -215.943 < inf | logz: -224.553 +/- 0.271 | dlogz: 135.517 > 0.109
iter: 514 | bound: 2 | nc: 39 | ncall: 10768 | eff(%): 4.773 | loglstar: -inf < -215.886 < inf | logz: -224.261 +/- 0.272 | dlogz: 135.191 > 0.109
iter: 515 | bound: 2 | nc: 39 | ncall: 10807 | eff(%): 4.765 | loglstar: -inf < -215.871 < inf | logz: -224.030 +/- 0.271 | dlogz: 134.889 > 0.109
iter: 516 | bound: 2 | nc: 39 | ncall: 10846 | eff(%): 4.758 | loglstar: -inf < -215.842 < inf | logz: -223.841 +/- 0.270 | dlogz: 134.648 > 0.109
iter: 517 | bound: 2 | nc: 39 | ncall: 10885 | eff(%): 4.750 | loglstar: -inf < -214.587 < inf | logz: -223.511 +/- 0.272 | dlogz: 134.449 > 0.109
iter: 518 | bound: 2 | nc: 39 | ncall: 10924 | eff(%): 4.742 | loglstar: -inf < -214.259 < inf | logz: -223.094 +/- 0.275 | dlogz: 134.109 > 0.109
iter: 519 | bound: 2 | nc: 39 | ncall: 10963 | eff(%): 4.734 | loglstar: -inf < -214.228 < inf | logz: -222.759 +/- 0.275 | dlogz: 133.682 > 0.109
iter: 520 | bound: 3 | nc: 39 | ncall: 11002 | eff(%): 4.726 | loglstar: -inf < -214.016 < inf | logz: -222.481 +/- 0.275 | dlogz: 133.337 > 0.109
iter: 521 | bound: 3 | nc: 39 | ncall: 11041 | eff(%): 4.719 | loglstar: -inf < -213.642 < inf | logz: -222.199 +/- 0.275 | dlogz: 133.049 > 0.109
iter: 522 | bound: 3 | nc: 39 | ncall: 11080 | eff(%): 4.711 | loglstar: -inf < -213.530 < inf | logz: -221.932 +/- 0.274 | dlogz: 132.757 > 0.109
iter: 523 | bound: 3 | nc: 39 | ncall: 11119 | eff(%): 4.704 | loglstar: -inf < -213.387 < inf | logz: -221.699 +/- 0.273 | dlogz: 132.481 > 0.109
iter: 524 | bound: 3 | nc: 39 | ncall: 11158 | eff(%): 4.696 | loglstar: -inf < -213.078 < inf | logz: -221.467 +/- 0.273 | dlogz: 132.237 > 0.109
iter: 525 | bound: 3 | nc: 39 | ncall: 11197 | eff(%): 4.689 | loglstar: -inf < -212.999 < inf | logz: -221.247 +/- 0.272 | dlogz: 131.995 > 0.109
iter: 526 | bound: 3 | nc: 39 | ncall: 11236 | eff(%): 4.681 | loglstar: -inf < -212.261 < inf | logz: -220.973 +/- 0.273 | dlogz: 131.765 > 0.109
iter: 527 | bound: 3 | nc: 39 | ncall: 11275 | eff(%): 4.674 | loglstar: -inf < -211.991 < inf | logz: -220.659 +/- 0.274 | dlogz: 131.482 > 0.109
iter: 528 | bound: 3 | nc: 39 | ncall: 11314 | eff(%): 4.667 | loglstar: -inf < -211.752 < inf | logz: -220.363 +/- 0.274 | dlogz: 131.157 > 0.109
iter: 529 | bound: 3 | nc: 39 | ncall: 11353 | eff(%): 4.660 | loglstar: -inf < -211.380 < inf | logz: -220.064 +/- 0.275 | dlogz: 130.851 > 0.109
iter: 530 | bound: 3 | nc: 39 | ncall: 11392 | eff(%): 4.652 | loglstar: -inf < -210.855 < inf | logz: -219.723 +/- 0.276 | dlogz: 130.543 > 0.109
iter: 531 | bound: 3 | nc: 39 | ncall: 11431 | eff(%): 4.645 | loglstar: -inf < -210.802 < inf | logz: -219.409 +/- 0.276 | dlogz: 130.191 > 0.109
iter: 532 | bound: 3 | nc: 39 | ncall: 11470 | eff(%): 4.638 | loglstar: -inf < -210.663 < inf | logz: -219.150 +/- 0.276 | dlogz: 129.867 > 0.109
iter: 533 | bound: 3 | nc: 39 | ncall: 11509 | eff(%): 4.631 | loglstar: -inf < -210.501 < inf | logz: -218.917 +/- 0.275 | dlogz: 129.599 > 0.109
iter: 534 | bound: 3 | nc: 39 | ncall: 11548 | eff(%): 4.624 | loglstar: -inf < -210.477 < inf | logz: -218.714 +/- 0.274 | dlogz: 129.356 > 0.109
iter: 535 | bound: 3 | nc: 39 | ncall: 11587 | eff(%): 4.617 | loglstar: -inf < -209.773 < inf | logz: -218.469 +/- 0.274 | dlogz: 129.143 > 0.109
iter: 536 | bound: 3 | nc: 39 | ncall: 11626 | eff(%): 4.610 | loglstar: -inf < -209.127 < inf | logz: -218.119 +/- 0.276 | dlogz: 128.888 > 0.109
iter: 537 | bound: 3 | nc: 39 | ncall: 11665 | eff(%): 4.604 | loglstar: -inf < -208.981 < inf | logz: -217.773 +/- 0.277 | dlogz: 128.528 > 0.109
iter: 538 | bound: 3 | nc: 39 | ncall: 11704 | eff(%): 4.597 | loglstar: -inf < -208.701 < inf | logz: -217.465 +/- 0.277 | dlogz: 128.172 > 0.109
iter: 539 | bound: 3 | nc: 39 | ncall: 11743 | eff(%): 4.590 | loglstar: -inf < -208.513 < inf | logz: -217.179 +/- 0.277 | dlogz: 127.853 > 0.109
iter: 540 | bound: 3 | nc: 39 | ncall: 11782 | eff(%): 4.583 | loglstar: -inf < -208.319 < inf | logz: -216.919 +/- 0.277 | dlogz: 127.558 > 0.109
iter: 541 | bound: 3 | nc: 39 | ncall: 11821 | eff(%): 4.577 | loglstar: -inf < -206.841 < inf | logz: -216.406 +/- 0.283 | dlogz: 127.288 > 0.109
iter: 542 | bound: 3 | nc: 39 | ncall: 11860 | eff(%): 4.570 | loglstar: -inf < -206.806 < inf | logz: -215.900 +/- 0.285 | dlogz: 126.765 > 0.109
iter: 543 | bound: 3 | nc: 39 | ncall: 11899 | eff(%): 4.563 | loglstar: -inf < -206.512 < inf | logz: -215.516 +/- 0.284 | dlogz: 126.249 > 0.109
iter: 544 | bound: 3 | nc: 39 | ncall: 11938 | eff(%): 4.557 | loglstar: -inf < -206.247 < inf | logz: -215.167 +/- 0.283 | dlogz: 125.855 > 0.109
iter: 545 | bound: 3 | nc: 39 | ncall: 11977 | eff(%): 4.550 | loglstar: -inf < -205.862 < inf | logz: -214.826 +/- 0.283 | dlogz: 125.496 > 0.109
iter: 546 | bound: 3 | nc: 39 | ncall: 12016 | eff(%): 4.544 | loglstar: -inf < -205.400 < inf | logz: -214.460 +/- 0.283 | dlogz: 125.145 > 0.109
iter: 547 | bound: 3 | nc: 39 | ncall: 12055 | eff(%): 4.538 | loglstar: -inf < -204.226 < inf | logz: -213.879 +/- 0.287 | dlogz: 124.769 > 0.109
iter: 548 | bound: 3 | nc: 39 | ncall: 12094 | eff(%): 4.531 | loglstar: -inf < -203.935 < inf | logz: -213.304 +/- 0.289 | dlogz: 124.179 > 0.109
iter: 549 | bound: 3 | nc: 39 | ncall: 12133 | eff(%): 4.525 | loglstar: -inf < -203.426 < inf | logz: -212.796 +/- 0.289 | dlogz: 123.593 > 0.109
iter: 550 | bound: 3 | nc: 39 | ncall: 12172 | eff(%): 4.519 | loglstar: -inf < -202.869 < inf | logz: -212.280 +/- 0.289 | dlogz: 123.076 > 0.109
iter: 551 | bound: 3 | nc: 39 | ncall: 12211 | eff(%): 4.512 | loglstar: -inf < -202.692 < inf | logz: -211.838 +/- 0.288 | dlogz: 122.550 > 0.109
iter: 552 | bound: 3 | nc: 39 | ncall: 12250 | eff(%): 4.506 | loglstar: -inf < -202.498 < inf | logz: -211.482 +/- 0.287 | dlogz: 122.097 > 0.109
iter: 553 | bound: 3 | nc: 39 | ncall: 12289 | eff(%): 4.500 | loglstar: -inf < -202.431 < inf | logz: -211.193 +/- 0.285 | dlogz: 121.732 > 0.109
iter: 554 | bound: 3 | nc: 39 | ncall: 12328 | eff(%): 4.494 | loglstar: -inf < -202.102 < inf | logz: -210.925 +/- 0.283 | dlogz: 121.432 > 0.109
iter: 555 | bound: 3 | nc: 39 | ncall: 12367 | eff(%): 4.488 | loglstar: -inf < -201.777 < inf | logz: -210.645 +/- 0.283 | dlogz: 121.154 > 0.109
iter: 556 | bound: 3 | nc: 39 | ncall: 12406 | eff(%): 4.482 | loglstar: -inf < -201.132 < inf | logz: -210.303 +/- 0.283 | dlogz: 120.865 > 0.109
iter: 557 | bound: 3 | nc: 39 | ncall: 12445 | eff(%): 4.476 | loglstar: -inf < -200.466 < inf | logz: -209.862 +/- 0.285 | dlogz: 120.513 > 0.109
iter: 558 | bound: 3 | nc: 39 | ncall: 12484 | eff(%): 4.470 | loglstar: -inf < -200.333 < inf | logz: -209.457 +/- 0.285 | dlogz: 120.062 > 0.109
iter: 559 | bound: 3 | nc: 39 | ncall: 12523 | eff(%): 4.464 | loglstar: -inf < -200.270 < inf | logz: -209.147 +/- 0.284 | dlogz: 119.647 > 0.109
iter: 560 | bound: 3 | nc: 39 | ncall: 12562 | eff(%): 4.458 | loglstar: -inf < -200.235 < inf | logz: -208.903 +/- 0.283 | dlogz: 119.327 > 0.109
iter: 561 | bound: 3 | nc: 39 | ncall: 12601 | eff(%): 4.452 | loglstar: -inf < -199.266 < inf | logz: -208.568 +/- 0.284 | dlogz: 119.073 > 0.109
iter: 562 | bound: 3 | nc: 39 | ncall: 12640 | eff(%): 4.446 | loglstar: -inf < -198.919 < inf | logz: -208.168 +/- 0.285 | dlogz: 118.728 > 0.109
iter: 563 | bound: 3 | nc: 39 | ncall: 12679 | eff(%): 4.440 | loglstar: -inf < -198.906 < inf | logz: -207.842 +/- 0.284 | dlogz: 118.318 > 0.109
iter: 564 | bound: 3 | nc: 39 | ncall: 12718 | eff(%): 4.435 | loglstar: -inf < -197.633 < inf | logz: -207.351 +/- 0.288 | dlogz: 117.982 > 0.109
iter: 565 | bound: 3 | nc: 39 | ncall: 12757 | eff(%): 4.429 | loglstar: -inf < -197.406 < inf | logz: -206.834 +/- 0.289 | dlogz: 117.481 > 0.109
iter: 566 | bound: 3 | nc: 39 | ncall: 12796 | eff(%): 4.423 | loglstar: -inf < -196.695 < inf | logz: -206.318 +/- 0.291 | dlogz: 116.955 > 0.109
iter: 567 | bound: 3 | nc: 39 | ncall: 12835 | eff(%): 4.418 | loglstar: -inf < -196.108 < inf | logz: -205.760 +/- 0.292 | dlogz: 116.429 > 0.109
iter: 568 | bound: 3 | nc: 39 | ncall: 12874 | eff(%): 4.412 | loglstar: -inf < -195.930 < inf | logz: -205.291 +/- 0.292 | dlogz: 115.860 > 0.109
iter: 569 | bound: 3 | nc: 39 | ncall: 12913 | eff(%): 4.406 | loglstar: -inf < -195.695 < inf | logz: -204.915 +/- 0.290 | dlogz: 115.381 > 0.109
iter: 570 | bound: 3 | nc: 39 | ncall: 12952 | eff(%): 4.401 | loglstar: -inf < -195.190 < inf | logz: -204.536 +/- 0.289 | dlogz: 114.995 > 0.109
iter: 571 | bound: 3 | nc: 39 | ncall: 12991 | eff(%): 4.395 | loglstar: -inf < -194.761 < inf | logz: -204.134 +/- 0.289 | dlogz: 114.606 > 0.109
iter: 572 | bound: 3 | nc: 39 | ncall: 13030 | eff(%): 4.390 | loglstar: -inf < -193.784 < inf | logz: -203.589 +/- 0.292 | dlogz: 114.195 > 0.109
iter: 573 | bound: 3 | nc: 39 | ncall: 13069 | eff(%): 4.384 | loglstar: -inf < -193.348 < inf | logz: -203.018 +/- 0.293 | dlogz: 113.640 > 0.109
iter: 574 | bound: 3 | nc: 39 | ncall: 13108 | eff(%): 4.379 | loglstar: -inf < -192.799 < inf | logz: -202.479 +/- 0.294 | dlogz: 113.059 > 0.109
iter: 575 | bound: 3 | nc: 39 | ncall: 13147 | eff(%): 4.374 | loglstar: -inf < -192.786 < inf | logz: -202.056 +/- 0.292 | dlogz: 112.510 > 0.109
iter: 576 | bound: 3 | nc: 39 | ncall: 13186 | eff(%): 4.368 | loglstar: -inf < -192.376 < inf | logz: -201.698 +/- 0.291 | dlogz: 112.077 > 0.109
iter: 577 | bound: 3 | nc: 39 | ncall: 13225 | eff(%): 4.363 | loglstar: -inf < -192.241 < inf | logz: -201.373 +/- 0.290 | dlogz: 111.709 > 0.109
iter: 578 | bound: 3 | nc: 39 | ncall: 13264 | eff(%): 4.358 | loglstar: -inf < -191.851 < inf | logz: -201.063 +/- 0.288 | dlogz: 111.374 > 0.109
iter: 579 | bound: 3 | nc: 39 | ncall: 13303 | eff(%): 4.352 | loglstar: -inf < -191.769 < inf | logz: -200.779 +/- 0.287 | dlogz: 111.054 > 0.109
iter: 580 | bound: 3 | nc: 39 | ncall: 13342 | eff(%): 4.347 | loglstar: -inf < -191.748 < inf | logz: -200.550 +/- 0.286 | dlogz: 110.760 > 0.109
iter: 581 | bound: 3 | nc: 39 | ncall: 13381 | eff(%): 4.342 | loglstar: -inf < -191.247 < inf | logz: -200.310 +/- 0.285 | dlogz: 110.521 > 0.109
iter: 582 | bound: 3 | nc: 39 | ncall: 13420 | eff(%): 4.337 | loglstar: -inf < -191.107 < inf | logz: -200.061 +/- 0.284 | dlogz: 110.271 > 0.109
iter: 583 | bound: 3 | nc: 39 | ncall: 13459 | eff(%): 4.332 | loglstar: -inf < -190.778 < inf | logz: -199.815 +/- 0.284 | dlogz: 110.012 > 0.109
iter: 584 | bound: 3 | nc: 39 | ncall: 13498 | eff(%): 4.327 | loglstar: -inf < -190.764 < inf | logz: -199.589 +/- 0.283 | dlogz: 109.756 > 0.109
iter: 585 | bound: 3 | nc: 39 | ncall: 13537 | eff(%): 4.321 | loglstar: -inf < -190.735 < inf | logz: -199.403 +/- 0.282 | dlogz: 109.520 > 0.109
iter: 586 | bound: 3 | nc: 39 | ncall: 13576 | eff(%): 4.316 | loglstar: -inf < -190.424 < inf | logz: -199.219 +/- 0.281 | dlogz: 109.324 > 0.109
iter: 587 | bound: 3 | nc: 39 | ncall: 13615 | eff(%): 4.311 | loglstar: -inf < -190.074 < inf | logz: -199.011 +/- 0.281 | dlogz: 109.131 > 0.109
iter: 588 | bound: 3 | nc: 39 | ncall: 13654 | eff(%): 4.306 | loglstar: -inf < -189.289 < inf | logz: -198.712 +/- 0.283 | dlogz: 108.912 > 0.109
iter: 589 | bound: 3 | nc: 39 | ncall: 13693 | eff(%): 4.301 | loglstar: -inf < -188.863 < inf | logz: -198.343 +/- 0.285 | dlogz: 108.603 > 0.109
iter: 590 | bound: 3 | nc: 39 | ncall: 13732 | eff(%): 4.297 | loglstar: -inf < -188.585 < inf | logz: -197.987 +/- 0.287 | dlogz: 108.225 > 0.109
iter: 591 | bound: 3 | nc: 39 | ncall: 13771 | eff(%): 4.292 | loglstar: -inf < -188.495 < inf | logz: -197.684 +/- 0.287 | dlogz: 107.859 > 0.109
iter: 592 | bound: 3 | nc: 39 | ncall: 13810 | eff(%): 4.287 | loglstar: -inf < -188.459 < inf | logz: -197.441 +/- 0.286 | dlogz: 107.546 > 0.109
iter: 593 | bound: 3 | nc: 39 | ncall: 13849 | eff(%): 4.282 | loglstar: -inf < -188.362 < inf | logz: -197.235 +/- 0.285 | dlogz: 107.293 > 0.109
iter: 594 | bound: 4 | nc: 39 | ncall: 13888 | eff(%): 4.277 | loglstar: -inf < -188.146 < inf | logz: -197.039 +/- 0.284 | dlogz: 107.077 > 0.109
iter: 595 | bound: 4 | nc: 39 | ncall: 13927 | eff(%): 4.272 | loglstar: -inf < -188.121 < inf | logz: -196.859 +/- 0.283 | dlogz: 106.871 > 0.109
iter: 596 | bound: 4 | nc: 39 | ncall: 13966 | eff(%): 4.268 | loglstar: -inf < -187.590 < inf | logz: -196.657 +/- 0.283 | dlogz: 106.681 > 0.109
iter: 597 | bound: 4 | nc: 39 | ncall: 14005 | eff(%): 4.263 | loglstar: -inf < -187.210 < inf | logz: -196.410 +/- 0.283 | dlogz: 106.469 > 0.109
iter: 598 | bound: 4 | nc: 39 | ncall: 14044 | eff(%): 4.258 | loglstar: -inf < -187.078 < inf | logz: -196.167 +/- 0.284 | dlogz: 106.212 > 0.109
iter: 599 | bound: 4 | nc: 39 | ncall: 14083 | eff(%): 4.253 | loglstar: -inf < -187.025 < inf | logz: -195.956 +/- 0.283 | dlogz: 105.959 > 0.109
iter: 600 | bound: 4 | nc: 39 | ncall: 14122 | eff(%): 4.249 | loglstar: -inf < -186.935 < inf | logz: -195.772 +/- 0.283 | dlogz: 105.738 > 0.109
iter: 601 | bound: 4 | nc: 39 | ncall: 14161 | eff(%): 4.244 | loglstar: -inf < -185.947 < inf | logz: -195.494 +/- 0.284 | dlogz: 105.544 > 0.109
iter: 602 | bound: 4 | nc: 39 | ncall: 14200 | eff(%): 4.239 | loglstar: -inf < -185.530 < inf | logz: -195.129 +/- 0.287 | dlogz: 105.256 > 0.109
iter: 603 | bound: 4 | nc: 39 | ncall: 14239 | eff(%): 4.235 | loglstar: -inf < -184.686 < inf | logz: -194.655 +/- 0.291 | dlogz: 104.881 > 0.109
iter: 604 | bound: 4 | nc: 39 | ncall: 14278 | eff(%): 4.230 | loglstar: -inf < -184.685 < inf | logz: -194.234 +/- 0.292 | dlogz: 104.397 > 0.109
iter: 605 | bound: 4 | nc: 39 | ncall: 14317 | eff(%): 4.226 | loglstar: -inf < -184.176 < inf | logz: -193.860 +/- 0.293 | dlogz: 103.966 > 0.109
iter: 606 | bound: 4 | nc: 39 | ncall: 14356 | eff(%): 4.221 | loglstar: -inf < -183.758 < inf | logz: -193.464 +/- 0.293 | dlogz: 103.582 > 0.109
iter: 607 | bound: 4 | nc: 39 | ncall: 14395 | eff(%): 4.217 | loglstar: -inf < -183.303 < inf | logz: -193.057 +/- 0.294 | dlogz: 103.176 > 0.109
iter: 608 | bound: 4 | nc: 39 | ncall: 14434 | eff(%): 4.212 | loglstar: -inf < -183.293 < inf | logz: -192.715 +/- 0.293 | dlogz: 102.759 > 0.109
iter: 609 | bound: 4 | nc: 39 | ncall: 14473 | eff(%): 4.208 | loglstar: -inf < -183.080 < inf | logz: -192.436 +/- 0.292 | dlogz: 102.407 > 0.109
iter: 610 | bound: 4 | nc: 39 | ncall: 14512 | eff(%): 4.203 | loglstar: -inf < -182.831 < inf | logz: -192.170 +/- 0.291 | dlogz: 102.118 > 0.109
iter: 611 | bound: 4 | nc: 39 | ncall: 14551 | eff(%): 4.199 | loglstar: -inf < -182.388 < inf | logz: -191.883 +/- 0.291 | dlogz: 101.842 > 0.109
iter: 612 | bound: 4 | nc: 39 | ncall: 14590 | eff(%): 4.195 | loglstar: -inf < -181.958 < inf | logz: -191.560 +/- 0.291 | dlogz: 101.545 > 0.109
iter: 613 | bound: 4 | nc: 39 | ncall: 14629 | eff(%): 4.190 | loglstar: -inf < -181.699 < inf | logz: -191.237 +/- 0.291 | dlogz: 101.212 > 0.109
iter: 614 | bound: 4 | nc: 39 | ncall: 14668 | eff(%): 4.186 | loglstar: -inf < -181.543 < inf | logz: -190.949 +/- 0.291 | dlogz: 100.880 > 0.109
iter: 615 | bound: 4 | nc: 39 | ncall: 14707 | eff(%): 4.182 | loglstar: -inf < -180.922 < inf | logz: -190.625 +/- 0.292 | dlogz: 100.582 > 0.109
iter: 616 | bound: 4 | nc: 39 | ncall: 14746 | eff(%): 4.177 | loglstar: -inf < -180.892 < inf | logz: -190.317 +/- 0.292 | dlogz: 100.248 > 0.109
iter: 617 | bound: 4 | nc: 39 | ncall: 14785 | eff(%): 4.173 | loglstar: -inf < -180.696 < inf | logz: -190.058 +/- 0.291 | dlogz: 99.930 > 0.109
iter: 618 | bound: 4 | nc: 39 | ncall: 14824 | eff(%): 4.169 | loglstar: -inf < -180.635 < inf | logz: -189.830 +/- 0.290 | dlogz: 99.661 > 0.109
iter: 619 | bound: 4 | nc: 39 | ncall: 14863 | eff(%): 4.165 | loglstar: -inf < -180.270 < inf | logz: -189.604 +/- 0.290 | dlogz: 99.423 > 0.109
iter: 620 | bound: 4 | nc: 39 | ncall: 14902 | eff(%): 4.161 | loglstar: -inf < -179.923 < inf | logz: -189.353 +/- 0.289 | dlogz: 99.187 > 0.109
iter: 621 | bound: 4 | nc: 39 | ncall: 14941 | eff(%): 4.156 | loglstar: -inf < -179.435 < inf | logz: -189.061 +/- 0.290 | dlogz: 98.926 > 0.109
iter: 622 | bound: 4 | nc: 39 | ncall: 14980 | eff(%): 4.152 | loglstar: -inf < -179.098 < inf | logz: -188.744 +/- 0.291 | dlogz: 98.624 > 0.109
iter: 623 | bound: 4 | nc: 39 | ncall: 15019 | eff(%): 4.148 | loglstar: -inf < -178.441 < inf | logz: -188.366 +/- 0.293 | dlogz: 98.297 > 0.109
iter: 624 | bound: 4 | nc: 39 | ncall: 15058 | eff(%): 4.144 | loglstar: -inf < -178.180 < inf | logz: -187.980 +/- 0.294 | dlogz: 97.909 > 0.109
iter: 625 | bound: 4 | nc: 39 | ncall: 15097 | eff(%): 4.140 | loglstar: -inf < -177.790 < inf | logz: -187.613 +/- 0.295 | dlogz: 97.513 > 0.109
iter: 626 | bound: 4 | nc: 39 | ncall: 15136 | eff(%): 4.136 | loglstar: -inf < -177.479 < inf | logz: -187.255 +/- 0.295 | dlogz: 97.136 > 0.109
iter: 627 | bound: 4 | nc: 39 | ncall: 15175 | eff(%): 4.132 | loglstar: -inf < -177.436 < inf | logz: -186.955 +/- 0.295 | dlogz: 96.769 > 0.109
iter: 628 | bound: 4 | nc: 39 | ncall: 15214 | eff(%): 4.128 | loglstar: -inf < -177.353 < inf | logz: -186.713 +/- 0.294 | dlogz: 96.458 > 0.109
iter: 629 | bound: 4 | nc: 39 | ncall: 15253 | eff(%): 4.124 | loglstar: -inf < -177.196 < inf | logz: -186.497 +/- 0.292 | dlogz: 96.206 > 0.109
iter: 630 | bound: 4 | nc: 39 | ncall: 15292 | eff(%): 4.120 | loglstar: -inf < -176.900 < inf | logz: -186.279 +/- 0.292 | dlogz: 95.980 > 0.109
iter: 631 | bound: 4 | nc: 39 | ncall: 15331 | eff(%): 4.116 | loglstar: -inf < -176.803 < inf | logz: -186.070 +/- 0.291 | dlogz: 95.753 > 0.109
iter: 632 | bound: 4 | nc: 39 | ncall: 15370 | eff(%): 4.112 | loglstar: -inf < -176.586 < inf | logz: -185.871 +/- 0.290 | dlogz: 95.533 > 0.109
iter: 633 | bound: 4 | nc: 39 | ncall: 15409 | eff(%): 4.108 | loglstar: -inf < -176.352 < inf | logz: -185.669 +/- 0.290 | dlogz: 95.325 > 0.109
iter: 634 | bound: 4 | nc: 39 | ncall: 15448 | eff(%): 4.104 | loglstar: -inf < -175.831 < inf | logz: -185.429 +/- 0.290 | dlogz: 95.113 > 0.109
iter: 635 | bound: 4 | nc: 39 | ncall: 15487 | eff(%): 4.100 | loglstar: -inf < -175.561 < inf | logz: -185.162 +/- 0.291 | dlogz: 94.863 > 0.109
iter: 636 | bound: 4 | nc: 39 | ncall: 15526 | eff(%): 4.096 | loglstar: -inf < -175.527 < inf | logz: -184.925 +/- 0.291 | dlogz: 94.586 > 0.109
iter: 637 | bound: 4 | nc: 39 | ncall: 15565 | eff(%): 4.093 | loglstar: -inf < -175.377 < inf | logz: -184.717 +/- 0.290 | dlogz: 94.338 > 0.109
iter: 638 | bound: 4 | nc: 39 | ncall: 15604 | eff(%): 4.089 | loglstar: -inf < -175.298 < inf | logz: -184.529 +/- 0.290 | dlogz: 94.121 > 0.109
iter: 639 | bound: 4 | nc: 39 | ncall: 15643 | eff(%): 4.085 | loglstar: -inf < -175.187 < inf | logz: -184.358 +/- 0.289 | dlogz: 93.923 > 0.109
iter: 640 | bound: 4 | nc: 39 | ncall: 15682 | eff(%): 4.081 | loglstar: -inf < -174.950 < inf | logz: -184.187 +/- 0.288 | dlogz: 93.742 > 0.109
iter: 641 | bound: 4 | nc: 39 | ncall: 15721 | eff(%): 4.077 | loglstar: -inf < -174.558 < inf | logz: -183.991 +/- 0.288 | dlogz: 93.561 > 0.109
iter: 642 | bound: 4 | nc: 39 | ncall: 15760 | eff(%): 4.074 | loglstar: -inf < -172.896 < inf | logz: -183.486 +/- 0.296 | dlogz: 93.355 > 0.109
iter: 643 | bound: 4 | nc: 39 | ncall: 15799 | eff(%): 4.070 | loglstar: -inf < -172.167 < inf | logz: -182.785 +/- 0.304 | dlogz: 92.840 > 0.109
iter: 644 | bound: 4 | nc: 39 | ncall: 15838 | eff(%): 4.066 | loglstar: -inf < -171.690 < inf | logz: -182.155 +/- 0.306 | dlogz: 92.129 > 0.109
iter: 645 | bound: 4 | nc: 39 | ncall: 15877 | eff(%): 4.062 | loglstar: -inf < -171.528 < inf | logz: -181.672 +/- 0.305 | dlogz: 91.489 > 0.109
iter: 646 | bound: 4 | nc: 39 | ncall: 15916 | eff(%): 4.059 | loglstar: -inf < -171.378 < inf | logz: -181.305 +/- 0.303 | dlogz: 90.996 > 0.109
iter: 647 | bound: 4 | nc: 39 | ncall: 15955 | eff(%): 4.055 | loglstar: -inf < -170.547 < inf | logz: -180.874 +/- 0.303 | dlogz: 90.619 > 0.109
iter: 648 | bound: 4 | nc: 39 | ncall: 15994 | eff(%): 4.052 | loglstar: -inf < -169.748 < inf | logz: -180.298 +/- 0.306 | dlogz: 90.178 > 0.109
iter: 649 | bound: 4 | nc: 39 | ncall: 16033 | eff(%): 4.048 | loglstar: -inf < -169.288 < inf | logz: -179.726 +/- 0.306 | dlogz: 89.592 > 0.109
iter: 650 | bound: 4 | nc: 39 | ncall: 16072 | eff(%): 4.044 | loglstar: -inf < -169.281 < inf | logz: -179.300 +/- 0.305 | dlogz: 89.010 > 0.109
iter: 651 | bound: 4 | nc: 39 | ncall: 16111 | eff(%): 4.041 | loglstar: -inf < -168.952 < inf | logz: -178.955 +/- 0.303 | dlogz: 88.574 > 0.109
iter: 652 | bound: 4 | nc: 39 | ncall: 16150 | eff(%): 4.037 | loglstar: -inf < -168.480 < inf | logz: -178.593 +/- 0.303 | dlogz: 88.219 > 0.109
iter: 653 | bound: 4 | nc: 39 | ncall: 16189 | eff(%): 4.034 | loglstar: -inf < -168.256 < inf | logz: -178.244 +/- 0.302 | dlogz: 87.847 > 0.109
iter: 654 | bound: 4 | nc: 39 | ncall: 16228 | eff(%): 4.030 | loglstar: -inf < -168.182 < inf | logz: -177.954 +/- 0.301 | dlogz: 87.488 > 0.109
iter: 655 | bound: 4 | nc: 39 | ncall: 16267 | eff(%): 4.027 | loglstar: -inf < -167.526 < inf | logz: -177.633 +/- 0.300 | dlogz: 87.188 > 0.109
iter: 656 | bound: 4 | nc: 39 | ncall: 16306 | eff(%): 4.023 | loglstar: -inf < -167.434 < inf | logz: -177.314 +/- 0.300 | dlogz: 86.857 > 0.109
iter: 657 | bound: 4 | nc: 39 | ncall: 16345 | eff(%): 4.020 | loglstar: -inf < -167.418 < inf | logz: -177.064 +/- 0.299 | dlogz: 86.529 > 0.109
iter: 658 | bound: 4 | nc: 39 | ncall: 16384 | eff(%): 4.016 | loglstar: -inf < -166.995 < inf | logz: -176.817 +/- 0.298 | dlogz: 86.268 > 0.109
iter: 659 | bound: 4 | nc: 39 | ncall: 16423 | eff(%): 4.013 | loglstar: -inf < -166.785 < inf | logz: -176.561 +/- 0.298 | dlogz: 86.012 > 0.109
iter: 660 | bound: 4 | nc: 39 | ncall: 16462 | eff(%): 4.009 | loglstar: -inf < -166.621 < inf | logz: -176.323 +/- 0.297 | dlogz: 85.746 > 0.109
iter: 661 | bound: 4 | nc: 39 | ncall: 16501 | eff(%): 4.006 | loglstar: -inf < -166.448 < inf | logz: -176.101 +/- 0.296 | dlogz: 85.498 > 0.109
iter: 662 | bound: 4 | nc: 39 | ncall: 16540 | eff(%): 4.002 | loglstar: -inf < -166.447 < inf | logz: -175.907 +/- 0.295 | dlogz: 85.266 > 0.109
iter: 663 | bound: 4 | nc: 39 | ncall: 16579 | eff(%): 3.999 | loglstar: -inf < -166.388 < inf | logz: -175.741 +/- 0.294 | dlogz: 85.062 > 0.109
iter: 664 | bound: 4 | nc: 39 | ncall: 16618 | eff(%): 3.996 | loglstar: -inf < -165.883 < inf | logz: -175.553 +/- 0.294 | dlogz: 84.886 > 0.109
iter: 665 | bound: 4 | nc: 39 | ncall: 16657 | eff(%): 3.992 | loglstar: -inf < -165.817 < inf | logz: -175.355 +/- 0.294 | dlogz: 84.688 > 0.109
iter: 666 | bound: 4 | nc: 39 | ncall: 16696 | eff(%): 3.989 | loglstar: -inf < -165.282 < inf | logz: -175.134 +/- 0.294 | dlogz: 84.481 > 0.109
iter: 667 | bound: 4 | nc: 39 | ncall: 16735 | eff(%): 3.986 | loglstar: -inf < -164.759 < inf | logz: -174.846 +/- 0.295 | dlogz: 84.249 > 0.109
iter: 668 | bound: 4 | nc: 39 | ncall: 16774 | eff(%): 3.982 | loglstar: -inf < -164.620 < inf | logz: -174.557 +/- 0.296 | dlogz: 83.951 > 0.109
iter: 669 | bound: 4 | nc: 39 | ncall: 16813 | eff(%): 3.979 | loglstar: -inf < -164.260 < inf | logz: -174.277 +/- 0.297 | dlogz: 83.652 > 0.109
iter: 670 | bound: 4 | nc: 39 | ncall: 16852 | eff(%): 3.976 | loglstar: -inf < -164.213 < inf | logz: -174.021 +/- 0.297 | dlogz: 83.363 > 0.109
iter: 671 | bound: 4 | nc: 39 | ncall: 16891 | eff(%): 3.973 | loglstar: -inf < -164.112 < inf | logz: -173.806 +/- 0.297 | dlogz: 83.097 > 0.109
iter: 672 | bound: 4 | nc: 39 | ncall: 16930 | eff(%): 3.969 | loglstar: -inf < -164.095 < inf | logz: -173.620 +/- 0.296 | dlogz: 82.871 > 0.109
iter: 673 | bound: 5 | nc: 39 | ncall: 16969 | eff(%): 3.966 | loglstar: -inf < -164.005 < inf | logz: -173.457 +/- 0.295 | dlogz: 82.676 > 0.109
iter: 674 | bound: 5 | nc: 39 | ncall: 17008 | eff(%): 3.963 | loglstar: -inf < -163.920 < inf | logz: -173.307 +/- 0.294 | dlogz: 82.503 > 0.109
iter: 675 | bound: 5 | nc: 39 | ncall: 17047 | eff(%): 3.960 | loglstar: -inf < -163.761 < inf | logz: -173.161 +/- 0.294 | dlogz: 82.342 > 0.109
iter: 676 | bound: 5 | nc: 39 | ncall: 17086 | eff(%): 3.956 | loglstar: -inf < -163.525 < inf | logz: -173.010 +/- 0.293 | dlogz: 82.187 > 0.109
iter: 677 | bound: 5 | nc: 39 | ncall: 17125 | eff(%): 3.953 | loglstar: -inf < -163.500 < inf | logz: -172.863 +/- 0.293 | dlogz: 82.025 > 0.109
iter: 678 | bound: 5 | nc: 39 | ncall: 17164 | eff(%): 3.950 | loglstar: -inf < -163.264 < inf | logz: -172.719 +/- 0.292 | dlogz: 81.869 > 0.109
iter: 679 | bound: 5 | nc: 39 | ncall: 17203 | eff(%): 3.947 | loglstar: -inf < -163.075 < inf | logz: -172.567 +/- 0.292 | dlogz: 81.715 > 0.109
iter: 680 | bound: 5 | nc: 39 | ncall: 17242 | eff(%): 3.944 | loglstar: -inf < -163.016 < inf | logz: -172.421 +/- 0.292 | dlogz: 81.553 > 0.109
iter: 681 | bound: 5 | nc: 39 | ncall: 17281 | eff(%): 3.941 | loglstar: -inf < -162.869 < inf | logz: -172.282 +/- 0.291 | dlogz: 81.397 > 0.109
iter: 682 | bound: 5 | nc: 39 | ncall: 17320 | eff(%): 3.938 | loglstar: -inf < -162.333 < inf | logz: -172.111 +/- 0.292 | dlogz: 81.248 > 0.109
iter: 683 | bound: 5 | nc: 39 | ncall: 17359 | eff(%): 3.935 | loglstar: -inf < -162.213 < inf | logz: -171.921 +/- 0.292 | dlogz: 81.067 > 0.109
iter: 684 | bound: 5 | nc: 39 | ncall: 17398 | eff(%): 3.931 | loglstar: -inf < -160.742 < inf | logz: -171.524 +/- 0.298 | dlogz: 80.867 > 0.109
iter: 685 | bound: 5 | nc: 39 | ncall: 17437 | eff(%): 3.928 | loglstar: -inf < -160.592 < inf | logz: -171.073 +/- 0.302 | dlogz: 80.460 > 0.109
iter: 686 | bound: 5 | nc: 39 | ncall: 17476 | eff(%): 3.925 | loglstar: -inf < -159.887 < inf | logz: -170.613 +/- 0.305 | dlogz: 79.999 > 0.109
iter: 687 | bound: 5 | nc: 39 | ncall: 17515 | eff(%): 3.922 | loglstar: -inf < -159.878 < inf | logz: -170.214 +/- 0.306 | dlogz: 79.530 > 0.109
iter: 688 | bound: 5 | nc: 39 | ncall: 17554 | eff(%): 3.919 | loglstar: -inf < -159.627 < inf | logz: -169.896 +/- 0.306 | dlogz: 79.120 > 0.109
iter: 689 | bound: 5 | nc: 39 | ncall: 17593 | eff(%): 3.916 | loglstar: -inf < -159.131 < inf | logz: -169.559 +/- 0.306 | dlogz: 78.793 > 0.109
iter: 690 | bound: 5 | nc: 39 | ncall: 17632 | eff(%): 3.913 | loglstar: -inf < -158.792 < inf | logz: -169.207 +/- 0.306 | dlogz: 78.446 > 0.109
iter: 691 | bound: 5 | nc: 39 | ncall: 17671 | eff(%): 3.910 | loglstar: -inf < -158.668 < inf | logz: -168.894 +/- 0.305 | dlogz: 78.083 > 0.109
iter: 692 | bound: 5 | nc: 39 | ncall: 17710 | eff(%): 3.907 | loglstar: -inf < -158.291 < inf | logz: -168.597 +/- 0.305 | dlogz: 77.761 > 0.109
iter: 693 | bound: 5 | nc: 39 | ncall: 17749 | eff(%): 3.904 | loglstar: -inf < -158.163 < inf | logz: -168.317 +/- 0.304 | dlogz: 77.453 > 0.109
iter: 694 | bound: 5 | nc: 39 | ncall: 17788 | eff(%): 3.902 | loglstar: -inf < -158.018 < inf | logz: -168.072 +/- 0.304 | dlogz: 77.164 > 0.109
iter: 695 | bound: 5 | nc: 39 | ncall: 17827 | eff(%): 3.899 | loglstar: -inf < -157.291 < inf | logz: -167.770 +/- 0.304 | dlogz: 76.909 > 0.109
iter: 696 | bound: 5 | nc: 39 | ncall: 17866 | eff(%): 3.896 | loglstar: -inf < -156.896 < inf | logz: -167.410 +/- 0.305 | dlogz: 76.596 > 0.109
iter: 697 | bound: 5 | nc: 39 | ncall: 17905 | eff(%): 3.893 | loglstar: -inf < -156.894 < inf | logz: -167.104 +/- 0.305 | dlogz: 76.226 > 0.109
iter: 698 | bound: 5 | nc: 39 | ncall: 17944 | eff(%): 3.890 | loglstar: -inf < -156.494 < inf | logz: -166.822 +/- 0.305 | dlogz: 75.910 > 0.109
iter: 699 | bound: 5 | nc: 39 | ncall: 17983 | eff(%): 3.887 | loglstar: -inf < -156.438 < inf | logz: -166.560 +/- 0.304 | dlogz: 75.619 > 0.109
iter: 700 | bound: 5 | nc: 39 | ncall: 18022 | eff(%): 3.884 | loglstar: -inf < -155.917 < inf | logz: -166.286 +/- 0.304 | dlogz: 75.347 > 0.109
iter: 701 | bound: 5 | nc: 39 | ncall: 18061 | eff(%): 3.881 | loglstar: -inf < -155.509 < inf | logz: -165.970 +/- 0.305 | dlogz: 75.063 > 0.109
iter: 702 | bound: 5 | nc: 39 | ncall: 18100 | eff(%): 3.878 | loglstar: -inf < -155.359 < inf | logz: -165.670 +/- 0.305 | dlogz: 74.737 > 0.109
iter: 703 | bound: 5 | nc: 39 | ncall: 18139 | eff(%): 3.876 | loglstar: -inf < -155.176 < inf | logz: -165.406 +/- 0.305 | dlogz: 74.427 > 0.109
iter: 704 | bound: 5 | nc: 39 | ncall: 18178 | eff(%): 3.873 | loglstar: -inf < -154.883 < inf | logz: -165.148 +/- 0.304 | dlogz: 74.153 > 0.109
iter: 705 | bound: 5 | nc: 39 | ncall: 18217 | eff(%): 3.870 | loglstar: -inf < -154.634 < inf | logz: -164.891 +/- 0.304 | dlogz: 73.885 > 0.109
iter: 706 | bound: 5 | nc: 39 | ncall: 18256 | eff(%): 3.867 | loglstar: -inf < -154.603 < inf | logz: -164.662 +/- 0.304 | dlogz: 73.618 > 0.109
iter: 707 | bound: 5 | nc: 39 | ncall: 18295 | eff(%): 3.864 | loglstar: -inf < -154.434 < inf | logz: -164.460 +/- 0.303 | dlogz: 73.379 > 0.109
iter: 708 | bound: 5 | nc: 39 | ncall: 18334 | eff(%): 3.862 | loglstar: -inf < -154.039 < inf | logz: -164.241 +/- 0.303 | dlogz: 73.167 > 0.109
iter: 709 | bound: 5 | nc: 39 | ncall: 18373 | eff(%): 3.859 | loglstar: -inf < -153.968 < inf | logz: -164.025 +/- 0.302 | dlogz: 72.938 > 0.109
iter: 710 | bound: 5 | nc: 39 | ncall: 18412 | eff(%): 3.856 | loglstar: -inf < -153.789 < inf | logz: -163.827 +/- 0.302 | dlogz: 75.223 > 0.109
iter: 711 | bound: 5 | nc: 39 | ncall: 18451 | eff(%): 3.853 | loglstar: -inf < -153.699 < inf | logz: -163.643 +/- 0.301 | dlogz: 75.016 > 0.109
iter: 712 | bound: 5 | nc: 39 | ncall: 18490 | eff(%): 3.851 | loglstar: -inf < -153.324 < inf | logz: -163.449 +/- 0.301 | dlogz: 74.821 > 0.109
iter: 713 | bound: 5 | nc: 39 | ncall: 18529 | eff(%): 3.848 | loglstar: -inf < -152.782 < inf | logz: -163.201 +/- 0.302 | dlogz: 74.617 > 0.109
iter: 714 | bound: 5 | nc: 39 | ncall: 18568 | eff(%): 3.845 | loglstar: -inf < -152.533 < inf | logz: -162.929 +/- 0.303 | dlogz: 74.360 > 0.109
iter: 715 | bound: 5 | nc: 39 | ncall: 18607 | eff(%): 3.843 | loglstar: -inf < -152.391 < inf | logz: -162.677 +/- 0.303 | dlogz: 74.077 > 0.109
iter: 716 | bound: 5 | nc: 39 | ncall: 18646 | eff(%): 3.840 | loglstar: -inf < -152.376 < inf | logz: -162.464 +/- 0.303 | dlogz: 73.815 > 0.109
iter: 717 | bound: 5 | nc: 39 | ncall: 18685 | eff(%): 3.837 | loglstar: -inf < -152.142 < inf | logz: -162.268 +/- 0.303 | dlogz: 73.592 > 0.109
iter: 718 | bound: 5 | nc: 39 | ncall: 18724 | eff(%): 3.835 | loglstar: -inf < -152.053 < inf | logz: -162.081 +/- 0.302 | dlogz: 73.386 > 0.109
iter: 719 | bound: 5 | nc: 39 | ncall: 18763 | eff(%): 3.832 | loglstar: -inf < -152.014 < inf | logz: -161.915 +/- 0.302 | dlogz: 73.189 > 0.109
iter: 720 | bound: 5 | nc: 39 | ncall: 18802 | eff(%): 3.829 | loglstar: -inf < -151.586 < inf | logz: -161.737 +/- 0.301 | dlogz: 73.013 > 0.109
iter: 721 | bound: 5 | nc: 39 | ncall: 18841 | eff(%): 3.827 | loglstar: -inf < -150.445 < inf | logz: -161.397 +/- 0.305 | dlogz: 72.825 > 0.109
iter: 722 | bound: 5 | nc: 39 | ncall: 18880 | eff(%): 3.824 | loglstar: -inf < -150.444 < inf | logz: -161.038 +/- 0.307 | dlogz: 72.476 > 0.109
iter: 723 | bound: 5 | nc: 39 | ncall: 18919 | eff(%): 3.822 | loglstar: -inf < -150.414 < inf | logz: -160.773 +/- 0.307 | dlogz: 72.106 > 0.109
iter: 724 | bound: 5 | nc: 39 | ncall: 18958 | eff(%): 3.819 | loglstar: -inf < -150.043 < inf | logz: -160.521 +/- 0.307 | dlogz: 71.831 > 0.109
iter: 725 | bound: 5 | nc: 39 | ncall: 18997 | eff(%): 3.816 | loglstar: -inf < -149.633 < inf | logz: -160.237 +/- 0.307 | dlogz: 71.569 > 0.109
iter: 726 | bound: 5 | nc: 39 | ncall: 19036 | eff(%): 3.814 | loglstar: -inf < -149.486 < inf | logz: -159.962 +/- 0.307 | dlogz: 71.276 > 0.109
iter: 727 | bound: 5 | nc: 39 | ncall: 19075 | eff(%): 3.811 | loglstar: -inf < -149.304 < inf | logz: -159.715 +/- 0.307 | dlogz: 70.991 > 0.109
iter: 728 | bound: 5 | nc: 39 | ncall: 19114 | eff(%): 3.809 | loglstar: -inf < -149.198 < inf | logz: -159.491 +/- 0.307 | dlogz: 70.733 > 0.109
iter: 729 | bound: 5 | nc: 39 | ncall: 19153 | eff(%): 3.806 | loglstar: -inf < -149.067 < inf | logz: -159.290 +/- 0.306 | dlogz: 70.500 > 0.109
iter: 730 | bound: 5 | nc: 39 | ncall: 19192 | eff(%): 3.804 | loglstar: -inf < -148.958 < inf | logz: -159.104 +/- 0.305 | dlogz: 70.289 > 0.109
iter: 731 | bound: 5 | nc: 39 | ncall: 19231 | eff(%): 3.801 | loglstar: -inf < -148.747 < inf | logz: -158.924 +/- 0.305 | dlogz: 70.094 > 0.109
iter: 732 | bound: 5 | nc: 39 | ncall: 19270 | eff(%): 3.799 | loglstar: -inf < -148.592 < inf | logz: -158.746 +/- 0.304 | dlogz: 69.903 > 0.109
iter: 733 | bound: 5 | nc: 39 | ncall: 19309 | eff(%): 3.796 | loglstar: -inf < -147.813 < inf | logz: -158.501 +/- 0.305 | dlogz: 69.715 > 0.109
iter: 734 | bound: 5 | nc: 39 | ncall: 19348 | eff(%): 3.794 | loglstar: -inf < -147.539 < inf | logz: -158.208 +/- 0.307 | dlogz: 69.460 > 0.109
iter: 735 | bound: 5 | nc: 39 | ncall: 19387 | eff(%): 3.791 | loglstar: -inf < -147.513 < inf | logz: -157.953 +/- 0.307 | dlogz: 69.157 > 0.109
iter: 736 | bound: 5 | nc: 39 | ncall: 19426 | eff(%): 3.789 | loglstar: -inf < -147.480 < inf | logz: -157.747 +/- 0.306 | dlogz: 68.892 > 0.109
iter: 737 | bound: 5 | nc: 39 | ncall: 19465 | eff(%): 3.786 | loglstar: -inf < -146.978 < inf | logz: -157.525 +/- 0.307 | dlogz: 68.676 > 0.109
iter: 738 | bound: 5 | nc: 39 | ncall: 19504 | eff(%): 3.784 | loglstar: -inf < -146.652 < inf | logz: -157.268 +/- 0.307 | dlogz: 68.444 > 0.109
iter: 739 | bound: 5 | nc: 39 | ncall: 19543 | eff(%): 3.781 | loglstar: -inf < -146.220 < inf | logz: -156.981 +/- 0.308 | dlogz: 68.177 > 0.109
iter: 740 | bound: 5 | nc: 39 | ncall: 19582 | eff(%): 3.779 | loglstar: -inf < -146.139 < inf | logz: -156.710 +/- 0.308 | dlogz: 67.881 > 0.109
iter: 741 | bound: 5 | nc: 39 | ncall: 19621 | eff(%): 3.777 | loglstar: -inf < -146.017 < inf | logz: -156.479 +/- 0.308 | dlogz: 67.600 > 0.109
iter: 742 | bound: 5 | nc: 39 | ncall: 19660 | eff(%): 3.774 | loglstar: -inf < -145.701 < inf | logz: -156.250 +/- 0.308 | dlogz: 67.359 > 0.109
iter: 743 | bound: 5 | nc: 39 | ncall: 19699 | eff(%): 3.772 | loglstar: -inf < -145.632 < inf | logz: -156.033 +/- 0.308 | dlogz: 67.120 > 0.109
iter: 744 | bound: 5 | nc: 39 | ncall: 19738 | eff(%): 3.769 | loglstar: -inf < -145.073 < inf | logz: -155.790 +/- 0.308 | dlogz: 66.892 > 0.109
iter: 745 | bound: 5 | nc: 39 | ncall: 19777 | eff(%): 3.767 | loglstar: -inf < -144.773 < inf | logz: -155.513 +/- 0.309 | dlogz: 66.640 > 0.109
iter: 746 | bound: 5 | nc: 39 | ncall: 19816 | eff(%): 3.765 | loglstar: -inf < -144.538 < inf | logz: -155.241 +/- 0.309 | dlogz: 66.352 > 0.109
iter: 747 | bound: 5 | nc: 39 | ncall: 19855 | eff(%): 3.762 | loglstar: -inf < -144.417 < inf | logz: -154.995 +/- 0.309 | dlogz: 66.071 > 0.109
iter: 748 | bound: 5 | nc: 39 | ncall: 19894 | eff(%): 3.760 | loglstar: -inf < -144.393 < inf | logz: -154.786 +/- 0.309 | dlogz: 65.815 > 0.109
iter: 749 | bound: 5 | nc: 39 | ncall: 19933 | eff(%): 3.758 | loglstar: -inf < -144.251 < inf | logz: -154.601 +/- 0.308 | dlogz: 65.596 > 0.109
iter: 750 | bound: 5 | nc: 39 | ncall: 19972 | eff(%): 3.755 | loglstar: -inf < -144.142 < inf | logz: -154.427 +/- 0.308 | dlogz: 65.401 > 0.109
iter: 751 | bound: 5 | nc: 39 | ncall: 20011 | eff(%): 3.753 | loglstar: -inf < -143.795 < inf | logz: -154.244 +/- 0.307 | dlogz: 65.217 > 0.109
iter: 752 | bound: 5 | nc: 39 | ncall: 20050 | eff(%): 3.751 | loglstar: -inf < -143.308 < inf | logz: -154.017 +/- 0.308 | dlogz: 65.024 > 0.109
iter: 753 | bound: 5 | nc: 39 | ncall: 20089 | eff(%): 3.748 | loglstar: -inf < -143.008 < inf | logz: -153.761 +/- 0.309 | dlogz: 64.787 > 0.109
iter: 754 | bound: 5 | nc: 39 | ncall: 20128 | eff(%): 3.746 | loglstar: -inf < -142.593 < inf | logz: -153.480 +/- 0.310 | dlogz: 64.521 > 0.109
iter: 755 | bound: 5 | nc: 39 | ncall: 20167 | eff(%): 3.744 | loglstar: -inf < -142.491 < inf | logz: -153.212 +/- 0.310 | dlogz: 79.606 > 0.109
iter: 756 | bound: 5 | nc: 39 | ncall: 20206 | eff(%): 3.741 | loglstar: -inf < -142.450 < inf | logz: -152.989 +/- 0.310 | dlogz: 79.328 > 0.109
iter: 757 | bound: 5 | nc: 39 | ncall: 20245 | eff(%): 3.739 | loglstar: -inf < -141.735 < inf | logz: -152.721 +/- 0.311 | dlogz: 79.095 > 0.109
iter: 758 | bound: 5 | nc: 39 | ncall: 20284 | eff(%): 3.737 | loglstar: -inf < -141.643 < inf | logz: -152.438 +/- 0.311 | dlogz: 78.817 > 0.109
iter: 759 | bound: 5 | nc: 39 | ncall: 20323 | eff(%): 3.735 | loglstar: -inf < -141.510 < inf | logz: -152.196 +/- 0.311 | dlogz: 78.524 > 0.109
iter: 760 | bound: 5 | nc: 39 | ncall: 20362 | eff(%): 3.732 | loglstar: -inf < -140.717 < inf | logz: -151.885 +/- 0.313 | dlogz: 78.272 > 0.109
iter: 761 | bound: 5 | nc: 39 | ncall: 20401 | eff(%): 3.730 | loglstar: -inf < -140.486 < inf | logz: -151.541 +/- 0.314 | dlogz: 77.951 > 0.109
iter: 762 | bound: 5 | nc: 39 | ncall: 20440 | eff(%): 3.728 | loglstar: -inf < -140.299 < inf | logz: -151.237 +/- 0.314 | dlogz: 77.597 > 0.109
iter: 763 | bound: 5 | nc: 39 | ncall: 20479 | eff(%): 3.726 | loglstar: -inf < -139.929 < inf | logz: -150.939 +/- 0.315 | dlogz: 77.283 > 0.109
iter: 764 | bound: 5 | nc: 39 | ncall: 20518 | eff(%): 3.724 | loglstar: -inf < -139.826 < inf | logz: -150.663 +/- 0.314 | dlogz: 76.976 > 0.109
iter: 765 | bound: 5 | nc: 39 | ncall: 20557 | eff(%): 3.721 | loglstar: -inf < -139.488 < inf | logz: -150.400 +/- 0.314 | dlogz: 76.689 > 0.109
iter: 766 | bound: 5 | nc: 39 | ncall: 20596 | eff(%): 3.719 | loglstar: -inf < -139.313 < inf | logz: -150.142 +/- 0.314 | dlogz: 76.416 > 0.109
iter: 767 | bound: 5 | nc: 39 | ncall: 20635 | eff(%): 3.717 | loglstar: -inf < -139.236 < inf | logz: -149.916 +/- 0.313 | dlogz: 76.149 > 0.109
iter: 768 | bound: 5 | nc: 39 | ncall: 20674 | eff(%): 3.715 | loglstar: -inf < -138.764 < inf | logz: -149.676 +/- 0.313 | dlogz: 75.912 > 0.109
iter: 769 | bound: 5 | nc: 39 | ncall: 20713 | eff(%): 3.713 | loglstar: -inf < -138.752 < inf | logz: -149.444 +/- 0.313 | dlogz: 75.663 > 0.109
iter: 770 | bound: 5 | nc: 39 | ncall: 20752 | eff(%): 3.710 | loglstar: -inf < -138.167 < inf | logz: -149.190 +/- 0.313 | dlogz: 75.420 > 0.109
iter: 771 | bound: 5 | nc: 39 | ncall: 20791 | eff(%): 3.708 | loglstar: -inf < -138.033 < inf | logz: -148.923 +/- 0.314 | dlogz: 75.156 > 0.109
iter: 772 | bound: 6 | nc: 39 | ncall: 20830 | eff(%): 3.706 | loglstar: -inf < -137.992 < inf | logz: -148.698 +/- 0.313 | dlogz: 74.880 > 0.109
iter: 773 | bound: 6 | nc: 39 | ncall: 20869 | eff(%): 3.704 | loglstar: -inf < -137.927 < inf | logz: -148.507 +/- 0.313 | dlogz: 74.645 > 0.109
iter: 774 | bound: 6 | nc: 39 | ncall: 20908 | eff(%): 3.702 | loglstar: -inf < -137.778 < inf | logz: -148.332 +/- 0.312 | dlogz: 74.444 > 0.109
iter: 775 | bound: 6 | nc: 39 | ncall: 20947 | eff(%): 3.700 | loglstar: -inf < -137.087 < inf | logz: -148.103 +/- 0.312 | dlogz: 74.259 > 0.109
iter: 776 | bound: 6 | nc: 39 | ncall: 20986 | eff(%): 3.698 | loglstar: -inf < -136.384 < inf | logz: -147.762 +/- 0.315 | dlogz: 74.020 > 0.109
iter: 777 | bound: 6 | nc: 39 | ncall: 21025 | eff(%): 3.696 | loglstar: -inf < -136.358 < inf | logz: -147.434 +/- 0.316 | dlogz: 73.669 > 0.109
iter: 778 | bound: 6 | nc: 39 | ncall: 21064 | eff(%): 3.694 | loglstar: -inf < -136.330 < inf | logz: -147.184 +/- 0.315 | dlogz: 73.331 > 0.109
iter: 779 | bound: 6 | nc: 39 | ncall: 21103 | eff(%): 3.691 | loglstar: -inf < -136.181 < inf | logz: -146.969 +/- 0.315 | dlogz: 73.071 > 0.109
iter: 780 | bound: 6 | nc: 39 | ncall: 21142 | eff(%): 3.689 | loglstar: -inf < -136.094 < inf | logz: -146.774 +/- 0.314 | dlogz: 72.846 > 0.109
iter: 781 | bound: 6 | nc: 39 | ncall: 21181 | eff(%): 3.687 | loglstar: -inf < -136.048 < inf | logz: -146.602 +/- 0.313 | dlogz: 72.641 > 0.109
iter: 782 | bound: 6 | nc: 39 | ncall: 21220 | eff(%): 3.685 | loglstar: -inf < -135.982 < inf | logz: -146.449 +/- 0.313 | dlogz: 72.459 > 0.109
iter: 783 | bound: 6 | nc: 39 | ncall: 21259 | eff(%): 3.683 | loglstar: -inf < -135.845 < inf | logz: -146.304 +/- 0.312 | dlogz: 72.296 > 0.109
iter: 784 | bound: 6 | nc: 39 | ncall: 21298 | eff(%): 3.681 | loglstar: -inf < -135.682 < inf | logz: -146.160 +/- 0.311 | dlogz: 72.142 > 0.109
iter: 785 | bound: 6 | nc: 39 | ncall: 21337 | eff(%): 3.679 | loglstar: -inf < -135.463 < inf | logz: -146.011 +/- 0.311 | dlogz: 71.987 > 0.109
iter: 786 | bound: 6 | nc: 39 | ncall: 21376 | eff(%): 3.677 | loglstar: -inf < -135.189 < inf | logz: -145.848 +/- 0.310 | dlogz: 71.828 > 0.109
iter: 787 | bound: 6 | nc: 39 | ncall: 21415 | eff(%): 3.675 | loglstar: -inf < -135.163 < inf | logz: -145.690 +/- 0.310 | dlogz: 71.655 > 0.109
iter: 788 | bound: 6 | nc: 39 | ncall: 21454 | eff(%): 3.673 | loglstar: -inf < -134.449 < inf | logz: -145.489 +/- 0.311 | dlogz: 71.487 > 0.109
iter: 789 | bound: 6 | nc: 39 | ncall: 21493 | eff(%): 3.671 | loglstar: -inf < -134.287 < inf | logz: -145.255 +/- 0.312 | dlogz: 71.276 > 0.109
iter: 790 | bound: 6 | nc: 39 | ncall: 21532 | eff(%): 3.669 | loglstar: -inf < -134.053 < inf | logz: -145.030 +/- 0.312 | dlogz: 71.033 > 0.109
iter: 791 | bound: 6 | nc: 39 | ncall: 21571 | eff(%): 3.667 | loglstar: -inf < -133.650 < inf | logz: -144.784 +/- 0.313 | dlogz: 70.797 > 0.109
iter: 792 | bound: 6 | nc: 39 | ncall: 21610 | eff(%): 3.665 | loglstar: -inf < -133.631 < inf | logz: -144.553 +/- 0.314 | dlogz: 70.542 > 0.109
iter: 793 | bound: 6 | nc: 39 | ncall: 21649 | eff(%): 3.663 | loglstar: -inf < -133.530 < inf | logz: -144.355 +/- 0.314 | dlogz: 70.300 > 0.109
iter: 794 | bound: 6 | nc: 39 | ncall: 21688 | eff(%): 3.661 | loglstar: -inf < -133.524 < inf | logz: -144.184 +/- 0.313 | dlogz: 70.093 > 0.109
iter: 795 | bound: 6 | nc: 39 | ncall: 21727 | eff(%): 3.659 | loglstar: -inf < -132.544 < inf | logz: -143.933 +/- 0.315 | dlogz: 69.912 > 0.109
iter: 796 | bound: 6 | nc: 39 | ncall: 21766 | eff(%): 3.657 | loglstar: -inf < -132.501 < inf | logz: -143.650 +/- 0.316 | dlogz: 69.651 > 0.109
iter: 797 | bound: 6 | nc: 39 | ncall: 21805 | eff(%): 3.655 | loglstar: -inf < -132.191 < inf | logz: -143.391 +/- 0.316 | dlogz: 69.357 > 0.109
iter: 798 | bound: 6 | nc: 39 | ncall: 21844 | eff(%): 3.653 | loglstar: -inf < -131.696 < inf | logz: -143.096 +/- 0.317 | dlogz: 69.089 > 0.109
iter: 799 | bound: 6 | nc: 39 | ncall: 21883 | eff(%): 3.651 | loglstar: -inf < -131.541 < inf | logz: -142.803 +/- 0.318 | dlogz: 68.784 > 0.109
iter: 800 | bound: 6 | nc: 39 | ncall: 21922 | eff(%): 3.649 | loglstar: -inf < -130.986 < inf | logz: -142.487 +/- 0.319 | dlogz: 68.481 > 0.109
iter: 801 | bound: 6 | nc: 39 | ncall: 21961 | eff(%): 3.647 | loglstar: -inf < -130.676 < inf | logz: -142.148 +/- 0.320 | dlogz: 68.155 > 0.109
iter: 802 | bound: 6 | nc: 39 | ncall: 22000 | eff(%): 3.645 | loglstar: -inf < -130.590 < inf | logz: -141.853 +/- 0.321 | dlogz: 67.806 > 0.109
iter: 803 | bound: 6 | nc: 39 | ncall: 22039 | eff(%): 3.644 | loglstar: -inf < -130.185 < inf | logz: -141.569 +/- 0.321 | dlogz: 67.502 > 0.109
iter: 804 | bound: 6 | nc: 39 | ncall: 22078 | eff(%): 3.642 | loglstar: -inf < -130.032 < inf | logz: -141.292 +/- 0.321 | dlogz: 67.207 > 0.109
iter: 805 | bound: 6 | nc: 39 | ncall: 22117 | eff(%): 3.640 | loglstar: -inf < -129.762 < inf | logz: -141.032 +/- 0.320 | dlogz: 66.920 > 0.109
iter: 806 | bound: 6 | nc: 39 | ncall: 22156 | eff(%): 3.638 | loglstar: -inf < -129.573 < inf | logz: -140.782 +/- 0.320 | dlogz: 66.650 > 0.109
iter: 807 | bound: 6 | nc: 39 | ncall: 22195 | eff(%): 3.636 | loglstar: -inf < -129.325 < inf | logz: -140.540 +/- 0.320 | dlogz: 66.390 > 0.109
iter: 808 | bound: 6 | nc: 39 | ncall: 22234 | eff(%): 3.634 | loglstar: -inf < -129.156 < inf | logz: -140.308 +/- 0.319 | dlogz: 66.138 > 0.109
iter: 809 | bound: 6 | nc: 39 | ncall: 22273 | eff(%): 3.632 | loglstar: -inf < -129.067 < inf | logz: -140.099 +/- 0.319 | dlogz: 65.896 > 0.109
iter: 810 | bound: 6 | nc: 39 | ncall: 22312 | eff(%): 3.630 | loglstar: -inf < -128.932 < inf | logz: -139.909 +/- 0.318 | dlogz: 65.678 > 0.109
iter: 811 | bound: 6 | nc: 39 | ncall: 22351 | eff(%): 3.628 | loglstar: -inf < -128.797 < inf | logz: -139.730 +/- 0.318 | dlogz: 65.478 > 0.109
iter: 812 | bound: 6 | nc: 39 | ncall: 22390 | eff(%): 3.627 | loglstar: -inf < -128.783 < inf | logz: -139.569 +/- 0.317 | dlogz: 65.289 > 0.109
iter: 813 | bound: 6 | nc: 39 | ncall: 22429 | eff(%): 3.625 | loglstar: -inf < -128.528 < inf | logz: -139.413 +/- 0.316 | dlogz: 65.118 > 0.109
iter: 814 | bound: 6 | nc: 39 | ncall: 22468 | eff(%): 3.623 | loglstar: -inf < -128.469 < inf | logz: -139.259 +/- 0.316 | dlogz: 64.952 > 0.109
iter: 815 | bound: 6 | nc: 39 | ncall: 22507 | eff(%): 3.621 | loglstar: -inf < -128.324 < inf | logz: -139.113 +/- 0.315 | dlogz: 64.787 > 0.109
iter: 816 | bound: 6 | nc: 39 | ncall: 22546 | eff(%): 3.619 | loglstar: -inf < -127.834 < inf | logz: -138.939 +/- 0.315 | dlogz: 64.632 > 0.109
iter: 817 | bound: 6 | nc: 39 | ncall: 22585 | eff(%): 3.617 | loglstar: -inf < -127.827 < inf | logz: -138.760 +/- 0.315 | dlogz: 64.448 > 0.109
iter: 818 | bound: 6 | nc: 39 | ncall: 22624 | eff(%): 3.616 | loglstar: -inf < -127.824 < inf | logz: -138.609 +/- 0.315 | dlogz: 64.259 > 0.109
iter: 819 | bound: 6 | nc: 39 | ncall: 22663 | eff(%): 3.614 | loglstar: -inf < -127.051 < inf | logz: -138.409 +/- 0.316 | dlogz: 64.098 > 0.109
iter: 820 | bound: 6 | nc: 39 | ncall: 22702 | eff(%): 3.612 | loglstar: -inf < -126.365 < inf | logz: -138.098 +/- 0.318 | dlogz: 63.888 > 0.109
iter: 821 | bound: 6 | nc: 39 | ncall: 22741 | eff(%): 3.610 | loglstar: -inf < -125.996 < inf | logz: -137.740 +/- 0.321 | dlogz: 63.567 > 0.109
iter: 822 | bound: 6 | nc: 39 | ncall: 22780 | eff(%): 3.608 | loglstar: -inf < -125.617 < inf | logz: -137.379 +/- 0.323 | dlogz: 63.199 > 0.109
iter: 823 | bound: 6 | nc: 39 | ncall: 22819 | eff(%): 3.607 | loglstar: -inf < -125.495 < inf | logz: -137.058 +/- 0.324 | dlogz: 62.828 > 0.109
iter: 824 | bound: 6 | nc: 39 | ncall: 22858 | eff(%): 3.605 | loglstar: -inf < -125.410 < inf | logz: -136.795 +/- 0.323 | dlogz: 62.497 > 0.109
iter: 825 | bound: 6 | nc: 39 | ncall: 22897 | eff(%): 3.603 | loglstar: -inf < -125.342 < inf | logz: -136.574 +/- 0.323 | dlogz: 62.224 > 0.109
iter: 826 | bound: 6 | nc: 39 | ncall: 22936 | eff(%): 3.601 | loglstar: -inf < -125.314 < inf | logz: -136.386 +/- 0.322 | dlogz: 61.993 > 0.109
iter: 827 | bound: 6 | nc: 39 | ncall: 22975 | eff(%): 3.600 | loglstar: -inf < -125.217 < inf | logz: -136.221 +/- 0.321 | dlogz: 61.796 > 0.109
iter: 828 | bound: 6 | nc: 39 | ncall: 23014 | eff(%): 3.598 | loglstar: -inf < -125.196 < inf | logz: -136.072 +/- 0.320 | dlogz: 61.620 > 0.109
iter: 829 | bound: 6 | nc: 39 | ncall: 23053 | eff(%): 3.596 | loglstar: -inf < -124.978 < inf | logz: -135.928 +/- 0.319 | dlogz: 61.462 > 0.109
iter: 830 | bound: 6 | nc: 39 | ncall: 23092 | eff(%): 3.594 | loglstar: -inf < -124.913 < inf | logz: -135.786 +/- 0.319 | dlogz: 61.308 > 0.109
iter: 831 | bound: 6 | nc: 39 | ncall: 23131 | eff(%): 3.593 | loglstar: -inf < -124.906 < inf | logz: -135.659 +/- 0.318 | dlogz: 61.156 > 0.109
iter: 832 | bound: 6 | nc: 39 | ncall: 23170 | eff(%): 3.591 | loglstar: -inf < -124.629 < inf | logz: -135.530 +/- 0.317 | dlogz: 61.019 > 0.109
iter: 833 | bound: 6 | nc: 39 | ncall: 23209 | eff(%): 3.589 | loglstar: -inf < -124.565 < inf | logz: -135.399 +/- 0.317 | dlogz: 60.880 > 0.109
iter: 834 | bound: 6 | nc: 39 | ncall: 23248 | eff(%): 3.587 | loglstar: -inf < -124.277 < inf | logz: -135.262 +/- 0.316 | dlogz: 60.738 > 0.109
iter: 835 | bound: 6 | nc: 39 | ncall: 23287 | eff(%): 3.586 | loglstar: -inf < -124.074 < inf | logz: -135.112 +/- 0.316 | dlogz: 60.591 > 0.109
iter: 836 | bound: 6 | nc: 39 | ncall: 23326 | eff(%): 3.584 | loglstar: -inf < -123.356 < inf | logz: -134.904 +/- 0.317 | dlogz: 60.432 > 0.109
iter: 837 | bound: 6 | nc: 39 | ncall: 23365 | eff(%): 3.582 | loglstar: -inf < -123.136 < inf | logz: -134.657 +/- 0.319 | dlogz: 60.214 > 0.109
iter: 838 | bound: 6 | nc: 39 | ncall: 23404 | eff(%): 3.581 | loglstar: -inf < -123.134 < inf | logz: -134.441 +/- 0.319 | dlogz: 59.957 > 0.109
iter: 839 | bound: 6 | nc: 39 | ncall: 23443 | eff(%): 3.579 | loglstar: -inf < -122.950 < inf | logz: -134.249 +/- 0.319 | dlogz: 59.731 > 0.109
iter: 840 | bound: 6 | nc: 39 | ncall: 23482 | eff(%): 3.577 | loglstar: -inf < -122.686 < inf | logz: -134.052 +/- 0.320 | dlogz: 59.529 > 0.109
iter: 841 | bound: 6 | nc: 39 | ncall: 23521 | eff(%): 3.576 | loglstar: -inf < -122.459 < inf | logz: -133.849 +/- 0.320 | dlogz: 59.322 > 0.109
iter: 842 | bound: 6 | nc: 39 | ncall: 23560 | eff(%): 3.574 | loglstar: -inf < -122.455 < inf | logz: -133.664 +/- 0.320 | dlogz: 59.109 > 0.109
iter: 843 | bound: 6 | nc: 39 | ncall: 23599 | eff(%): 3.572 | loglstar: -inf < -122.283 < inf | logz: -133.495 +/- 0.320 | dlogz: 58.914 > 0.109
iter: 844 | bound: 6 | nc: 39 | ncall: 23638 | eff(%): 3.571 | loglstar: -inf < -122.126 < inf | logz: -133.329 +/- 0.320 | dlogz: 58.735 > 0.109
iter: 845 | bound: 6 | nc: 39 | ncall: 23677 | eff(%): 3.569 | loglstar: -inf < -121.911 < inf | logz: -133.161 +/- 0.319 | dlogz: 58.559 > 0.109
iter: 846 | bound: 6 | nc: 39 | ncall: 23716 | eff(%): 3.567 | loglstar: -inf < -121.829 < inf | logz: -132.998 +/- 0.319 | dlogz: 58.381 > 0.109
iter: 847 | bound: 6 | nc: 39 | ncall: 23755 | eff(%): 3.566 | loglstar: -inf < -121.604 < inf | logz: -132.838 +/- 0.319 | dlogz: 58.209 > 0.109
iter: 848 | bound: 6 | nc: 39 | ncall: 23794 | eff(%): 3.564 | loglstar: -inf < -121.541 < inf | logz: -132.682 +/- 0.319 | dlogz: 58.038 > 0.109
iter: 849 | bound: 6 | nc: 39 | ncall: 23833 | eff(%): 3.562 | loglstar: -inf < -121.475 < inf | logz: -132.540 +/- 0.319 | dlogz: 57.872 > 0.109
iter: 850 | bound: 6 | nc: 39 | ncall: 23872 | eff(%): 3.561 | loglstar: -inf < -121.243 < inf | logz: -132.397 +/- 0.319 | dlogz: 57.720 > 0.109
iter: 851 | bound: 6 | nc: 39 | ncall: 23911 | eff(%): 3.559 | loglstar: -inf < -121.183 < inf | logz: -132.257 +/- 0.318 | dlogz: 57.568 > 0.109
iter: 852 | bound: 6 | nc: 39 | ncall: 23950 | eff(%): 3.557 | loglstar: -inf < -121.036 < inf | logz: -132.122 +/- 0.318 | dlogz: 57.417 > 0.109
iter: 853 | bound: 6 | nc: 39 | ncall: 23989 | eff(%): 3.556 | loglstar: -inf < -121.028 < inf | logz: -131.995 +/- 0.318 | dlogz: 57.272 > 0.109
iter: 854 | bound: 6 | nc: 39 | ncall: 24028 | eff(%): 3.554 | loglstar: -inf < -120.734 < inf | logz: -131.866 +/- 0.318 | dlogz: 57.136 > 0.109
iter: 855 | bound: 6 | nc: 39 | ncall: 24067 | eff(%): 3.553 | loglstar: -inf < -120.609 < inf | logz: -131.729 +/- 0.318 | dlogz: 56.997 > 0.109
iter: 856 | bound: 6 | nc: 39 | ncall: 24106 | eff(%): 3.551 | loglstar: -inf < -120.563 < inf | logz: -131.600 +/- 0.317 | dlogz: 56.850 > 0.109
iter: 857 | bound: 6 | nc: 39 | ncall: 24145 | eff(%): 3.549 | loglstar: -inf < -120.450 < inf | logz: -131.477 +/- 0.317 | dlogz: 56.710 > 0.109
iter: 858 | bound: 6 | nc: 39 | ncall: 24184 | eff(%): 3.548 | loglstar: -inf < -119.893 < inf | logz: -131.324 +/- 0.318 | dlogz: 59.561 > 0.109
iter: 859 | bound: 6 | nc: 39 | ncall: 24223 | eff(%): 3.546 | loglstar: -inf < -119.100 < inf | logz: -131.072 +/- 0.320 | dlogz: 59.398 > 0.109
iter: 860 | bound: 6 | nc: 39 | ncall: 24262 | eff(%): 3.545 | loglstar: -inf < -118.789 < inf | logz: -130.766 +/- 0.323 | dlogz: 59.136 > 0.109
iter: 861 | bound: 6 | nc: 39 | ncall: 24301 | eff(%): 3.543 | loglstar: -inf < -118.309 < inf | logz: -130.433 +/- 0.326 | dlogz: 58.820 > 0.109
iter: 862 | bound: 6 | nc: 39 | ncall: 24340 | eff(%): 3.541 | loglstar: -inf < -118.294 < inf | logz: -130.133 +/- 0.327 | dlogz: 58.477 > 0.109
iter: 863 | bound: 6 | nc: 39 | ncall: 24379 | eff(%): 3.540 | loglstar: -inf < -118.189 < inf | logz: -129.892 +/- 0.327 | dlogz: 58.167 > 0.109
iter: 864 | bound: 6 | nc: 39 | ncall: 24418 | eff(%): 3.538 | loglstar: -inf < -118.114 < inf | logz: -129.684 +/- 0.327 | dlogz: 57.917 > 0.109
iter: 865 | bound: 6 | nc: 39 | ncall: 24457 | eff(%): 3.537 | loglstar: -inf < -117.983 < inf | logz: -129.496 +/- 0.326 | dlogz: 57.698 > 0.109
iter: 866 | bound: 6 | nc: 39 | ncall: 24496 | eff(%): 3.535 | loglstar: -inf < -117.780 < inf | logz: -129.313 +/- 0.326 | dlogz: 57.500 > 0.109
iter: 867 | bound: 6 | nc: 39 | ncall: 24535 | eff(%): 3.534 | loglstar: -inf < -117.576 < inf | logz: -129.128 +/- 0.325 | dlogz: 57.307 > 0.109
iter: 868 | bound: 6 | nc: 39 | ncall: 24574 | eff(%): 3.532 | loglstar: -inf < -117.435 < inf | logz: -128.947 +/- 0.325 | dlogz: 57.112 > 0.109
iter: 869 | bound: 6 | nc: 39 | ncall: 24613 | eff(%): 3.531 | loglstar: -inf < -116.878 < inf | logz: -128.732 +/- 0.325 | dlogz: 56.921 > 0.109
iter: 870 | bound: 6 | nc: 39 | ncall: 24652 | eff(%): 3.529 | loglstar: -inf < -116.505 < inf | logz: -128.470 +/- 0.326 | dlogz: 56.696 > 0.109
iter: 871 | bound: 6 | nc: 39 | ncall: 24691 | eff(%): 3.528 | loglstar: -inf < -116.338 < inf | logz: -128.211 +/- 0.327 | dlogz: 56.424 > 0.109
iter: 872 | bound: 7 | nc: 39 | ncall: 24730 | eff(%): 3.526 | loglstar: -inf < -116.223 < inf | logz: -127.981 +/- 0.327 | dlogz: 56.156 > 0.109
iter: 873 | bound: 7 | nc: 39 | ncall: 24769 | eff(%): 3.525 | loglstar: -inf < -116.116 < inf | logz: -127.776 +/- 0.327 | dlogz: 55.916 > 0.109
iter: 874 | bound: 7 | nc: 39 | ncall: 24808 | eff(%): 3.523 | loglstar: -inf < -116.106 < inf | logz: -127.599 +/- 0.327 | dlogz: 55.701 > 0.109
iter: 875 | bound: 7 | nc: 39 | ncall: 24847 | eff(%): 3.522 | loglstar: -inf < -115.779 < inf | logz: -127.422 +/- 0.326 | dlogz: 55.513 > 0.109
iter: 876 | bound: 7 | nc: 39 | ncall: 24886 | eff(%): 3.520 | loglstar: -inf < -115.497 < inf | logz: -127.226 +/- 0.326 | dlogz: 55.327 > 0.109
iter: 877 | bound: 7 | nc: 39 | ncall: 24925 | eff(%): 3.519 | loglstar: -inf < -115.402 < inf | logz: -127.034 +/- 0.326 | dlogz: 55.121 > 0.109
iter: 878 | bound: 7 | nc: 39 | ncall: 24964 | eff(%): 3.517 | loglstar: -inf < -115.394 < inf | logz: -126.868 +/- 0.326 | dlogz: 54.919 > 0.109
iter: 879 | bound: 7 | nc: 39 | ncall: 25003 | eff(%): 3.516 | loglstar: -inf < -115.338 < inf | logz: -126.722 +/- 0.325 | dlogz: 54.742 > 0.109
iter: 880 | bound: 7 | nc: 39 | ncall: 25042 | eff(%): 3.514 | loglstar: -inf < -114.705 < inf | logz: -126.540 +/- 0.325 | dlogz: 54.587 > 0.109
iter: 881 | bound: 7 | nc: 39 | ncall: 25081 | eff(%): 3.513 | loglstar: -inf < -114.519 < inf | logz: -126.328 +/- 0.326 | dlogz: 54.395 > 0.109
iter: 882 | bound: 7 | nc: 39 | ncall: 25120 | eff(%): 3.511 | loglstar: -inf < -114.294 < inf | logz: -126.118 +/- 0.326 | dlogz: 54.173 > 0.109
iter: 883 | bound: 7 | nc: 39 | ncall: 25159 | eff(%): 3.510 | loglstar: -inf < -113.544 < inf | logz: -125.837 +/- 0.328 | dlogz: 53.953 > 0.109
iter: 884 | bound: 7 | nc: 39 | ncall: 25198 | eff(%): 3.508 | loglstar: -inf < -113.391 < inf | logz: -125.532 +/- 0.330 | dlogz: 53.662 > 0.109
iter: 885 | bound: 7 | nc: 39 | ncall: 25237 | eff(%): 3.507 | loglstar: -inf < -113.272 < inf | logz: -125.271 +/- 0.330 | dlogz: 53.347 > 0.109
iter: 886 | bound: 7 | nc: 39 | ncall: 25276 | eff(%): 3.505 | loglstar: -inf < -113.105 < inf | logz: -125.038 +/- 0.330 | dlogz: 53.076 > 0.109
iter: 887 | bound: 7 | nc: 39 | ncall: 25315 | eff(%): 3.504 | loglstar: -inf < -112.855 < inf | logz: -124.811 +/- 0.330 | dlogz: 52.833 > 0.109
iter: 888 | bound: 7 | nc: 39 | ncall: 25354 | eff(%): 3.502 | loglstar: -inf < -112.774 < inf | logz: -124.599 +/- 0.330 | dlogz: 52.596 > 0.109
iter: 889 | bound: 7 | nc: 39 | ncall: 25393 | eff(%): 3.501 | loglstar: -inf < -112.499 < inf | logz: -124.394 +/- 0.330 | dlogz: 52.375 > 0.109
iter: 890 | bound: 7 | nc: 39 | ncall: 25432 | eff(%): 3.500 | loglstar: -inf < -112.081 < inf | logz: -124.161 +/- 0.330 | dlogz: 52.160 > 0.109
iter: 891 | bound: 7 | nc: 39 | ncall: 25471 | eff(%): 3.498 | loglstar: -inf < -111.956 < inf | logz: -123.926 +/- 0.330 | dlogz: 51.916 > 0.109
iter: 892 | bound: 7 | nc: 39 | ncall: 25510 | eff(%): 3.497 | loglstar: -inf < -111.769 < inf | logz: -123.708 +/- 0.330 | dlogz: 51.671 > 0.109
iter: 893 | bound: 7 | nc: 39 | ncall: 25549 | eff(%): 3.495 | loglstar: -inf < -111.734 < inf | logz: -123.513 +/- 0.330 | dlogz: 51.444 > 0.109
iter: 894 | bound: 7 | nc: 39 | ncall: 25588 | eff(%): 3.494 | loglstar: -inf < -111.714 < inf | logz: -123.348 +/- 0.329 | dlogz: 51.239 > 0.109
iter: 895 | bound: 7 | nc: 39 | ncall: 25627 | eff(%): 3.492 | loglstar: -inf < -111.587 < inf | logz: -123.196 +/- 0.329 | dlogz: 51.063 > 0.109
iter: 896 | bound: 7 | nc: 39 | ncall: 25666 | eff(%): 3.491 | loglstar: -inf < -111.231 < inf | logz: -123.032 +/- 0.328 | dlogz: 50.902 > 0.109
iter: 897 | bound: 7 | nc: 39 | ncall: 25705 | eff(%): 3.490 | loglstar: -inf < -111.125 < inf | logz: -122.860 +/- 0.328 | dlogz: 50.727 > 0.109
iter: 898 | bound: 7 | nc: 39 | ncall: 25744 | eff(%): 3.488 | loglstar: -inf < -110.946 < inf | logz: -122.694 +/- 0.328 | dlogz: 59.133 > 0.109
iter: 899 | bound: 7 | nc: 39 | ncall: 25783 | eff(%): 3.487 | loglstar: -inf < -110.841 < inf | logz: -122.534 +/- 0.328 | dlogz: 60.773 > 0.109
iter: 900 | bound: 7 | nc: 39 | ncall: 25822 | eff(%): 3.485 | loglstar: -inf < -110.804 < inf | logz: -122.388 +/- 0.327 | dlogz: 60.603 > 0.109
iter: 901 | bound: 7 | nc: 39 | ncall: 25861 | eff(%): 3.484 | loglstar: -inf < -110.773 < inf | logz: -122.258 +/- 0.327 | dlogz: 60.447 > 0.109
iter: 902 | bound: 7 | nc: 39 | ncall: 25900 | eff(%): 3.483 | loglstar: -inf < -110.490 < inf | logz: -122.124 +/- 0.327 | dlogz: 60.306 > 0.109
iter: 903 | bound: 7 | nc: 39 | ncall: 25939 | eff(%): 3.481 | loglstar: -inf < -110.433 < inf | logz: -121.989 +/- 0.326 | dlogz: 60.163 > 0.109
iter: 904 | bound: 7 | nc: 39 | ncall: 25978 | eff(%): 3.480 | loglstar: -inf < -110.421 < inf | logz: -121.866 +/- 0.326 | dlogz: 60.017 > 0.109
iter: 905 | bound: 7 | nc: 39 | ncall: 26017 | eff(%): 3.478 | loglstar: -inf < -110.172 < inf | logz: -121.744 +/- 0.326 | dlogz: 59.885 > 0.109
iter: 906 | bound: 7 | nc: 39 | ncall: 26056 | eff(%): 3.477 | loglstar: -inf < -110.133 < inf | logz: -121.620 +/- 0.325 | dlogz: 59.752 > 0.109
iter: 907 | bound: 7 | nc: 39 | ncall: 26095 | eff(%): 3.476 | loglstar: -inf < -110.118 < inf | logz: -121.509 +/- 0.325 | dlogz: 59.619 > 0.109
iter: 908 | bound: 7 | nc: 39 | ncall: 26134 | eff(%): 3.474 | loglstar: -inf < -109.941 < inf | logz: -121.399 +/- 0.325 | dlogz: 59.497 > 0.109
iter: 909 | bound: 7 | nc: 39 | ncall: 26173 | eff(%): 3.473 | loglstar: -inf < -109.855 < inf | logz: -121.289 +/- 0.324 | dlogz: 59.378 > 0.109
iter: 910 | bound: 7 | nc: 39 | ncall: 26212 | eff(%): 3.472 | loglstar: -inf < -109.835 < inf | logz: -121.186 +/- 0.324 | dlogz: 59.258 > 0.109
iter: 911 | bound: 7 | nc: 39 | ncall: 26251 | eff(%): 3.470 | loglstar: -inf < -109.749 < inf | logz: -121.088 +/- 0.324 | dlogz: 59.145 > 0.109
iter: 912 | bound: 7 | nc: 39 | ncall: 26290 | eff(%): 3.469 | loglstar: -inf < -109.670 < inf | logz: -120.993 +/- 0.324 | dlogz: 59.037 > 0.109
iter: 913 | bound: 7 | nc: 39 | ncall: 26329 | eff(%): 3.468 | loglstar: -inf < -109.499 < inf | logz: -120.895 +/- 0.323 | dlogz: 58.932 > 0.109
iter: 914 | bound: 7 | nc: 39 | ncall: 26368 | eff(%): 3.466 | loglstar: -inf < -109.054 < inf | logz: -120.775 +/- 0.323 | dlogz: 58.824 > 0.109
iter: 915 | bound: 7 | nc: 39 | ncall: 26407 | eff(%): 3.465 | loglstar: -inf < -108.983 < inf | logz: -120.643 +/- 0.324 | dlogz: 60.198 > 0.109
iter: 916 | bound: 7 | nc: 39 | ncall: 26446 | eff(%): 3.464 | loglstar: -inf < -108.658 < inf | logz: -120.501 +/- 0.324 | dlogz: 60.056 > 0.109
iter: 917 | bound: 7 | nc: 39 | ncall: 26485 | eff(%): 3.462 | loglstar: -inf < -108.480 < inf | logz: -120.348 +/- 0.325 | dlogz: 59.905 > 0.109
iter: 918 | bound: 7 | nc: 39 | ncall: 26524 | eff(%): 3.461 | loglstar: -inf < -108.151 < inf | logz: -120.179 +/- 0.326 | dlogz: 59.741 > 0.109
iter: 919 | bound: 7 | nc: 39 | ncall: 26563 | eff(%): 3.460 | loglstar: -inf < -107.705 < inf | logz: -119.973 +/- 0.327 | dlogz: 59.563 > 0.109
iter: 920 | bound: 7 | nc: 39 | ncall: 26602 | eff(%): 3.458 | loglstar: -inf < -107.699 < inf | logz: -119.770 +/- 0.328 | dlogz: 59.347 > 0.109
iter: 921 | bound: 7 | nc: 39 | ncall: 26641 | eff(%): 3.457 | loglstar: -inf < -107.423 < inf | logz: -119.578 +/- 0.329 | dlogz: 59.133 > 0.109
iter: 922 | bound: 7 | nc: 39 | ncall: 26680 | eff(%): 3.456 | loglstar: -inf < -107.411 < inf | logz: -119.397 +/- 0.329 | dlogz: 58.931 > 0.109
iter: 923 | bound: 7 | nc: 39 | ncall: 26719 | eff(%): 3.454 | loglstar: -inf < -107.272 < inf | logz: -119.234 +/- 0.330 | dlogz: 58.741 > 0.109
iter: 924 | bound: 7 | nc: 39 | ncall: 26758 | eff(%): 3.453 | loglstar: -inf < -107.192 < inf | logz: -119.081 +/- 0.330 | dlogz: 58.568 > 0.109
iter: 925 | bound: 7 | nc: 39 | ncall: 26797 | eff(%): 3.452 | loglstar: -inf < -106.800 < inf | logz: -118.914 +/- 0.330 | dlogz: 58.405 > 0.109
iter: 926 | bound: 7 | nc: 39 | ncall: 26836 | eff(%): 3.451 | loglstar: -inf < -106.759 < inf | logz: -118.744 +/- 0.330 | dlogz: 58.228 > 0.109
iter: 927 | bound: 7 | nc: 39 | ncall: 26875 | eff(%): 3.449 | loglstar: -inf < -106.642 < inf | logz: -118.589 +/- 0.330 | dlogz: 58.048 > 0.109
iter: 928 | bound: 7 | nc: 39 | ncall: 26914 | eff(%): 3.448 | loglstar: -inf < -106.382 < inf | logz: -118.430 +/- 0.330 | dlogz: 57.883 > 0.109
iter: 929 | bound: 7 | nc: 39 | ncall: 26953 | eff(%): 3.447 | loglstar: -inf < -106.330 < inf | logz: -118.273 +/- 0.330 | dlogz: 57.714 > 0.109
iter: 930 | bound: 7 | nc: 39 | ncall: 26992 | eff(%): 3.445 | loglstar: -inf < -106.316 < inf | logz: -118.135 +/- 0.330 | dlogz: 57.547 > 0.109
iter: 931 | bound: 7 | nc: 39 | ncall: 27031 | eff(%): 3.444 | loglstar: -inf < -106.186 < inf | logz: -118.007 +/- 0.330 | dlogz: 57.399 > 0.109
iter: 932 | bound: 7 | nc: 39 | ncall: 27070 | eff(%): 3.443 | loglstar: -inf < -105.981 < inf | logz: -117.874 +/- 0.330 | dlogz: 57.261 > 0.109
iter: 933 | bound: 7 | nc: 39 | ncall: 27109 | eff(%): 3.442 | loglstar: -inf < -105.761 < inf | logz: -117.732 +/- 0.330 | dlogz: 57.118 > 0.109
iter: 934 | bound: 7 | nc: 39 | ncall: 27148 | eff(%): 3.440 | loglstar: -inf < -105.525 < inf | logz: -117.580 +/- 0.330 | dlogz: 56.966 > 0.109
iter: 935 | bound: 7 | nc: 39 | ncall: 27187 | eff(%): 3.439 | loglstar: -inf < -105.431 < inf | logz: -117.428 +/- 0.330 | dlogz: 56.804 > 0.109
iter: 936 | bound: 7 | nc: 39 | ncall: 27226 | eff(%): 3.438 | loglstar: -inf < -105.179 < inf | logz: -117.273 +/- 0.330 | dlogz: 56.642 > 0.109
iter: 937 | bound: 7 | nc: 39 | ncall: 27265 | eff(%): 3.437 | loglstar: -inf < -104.824 < inf | logz: -117.096 +/- 0.331 | dlogz: 56.478 > 0.109
iter: 938 | bound: 7 | nc: 39 | ncall: 27304 | eff(%): 3.435 | loglstar: -inf < -104.541 < inf | logz: -116.898 +/- 0.332 | dlogz: 56.291 > 0.109
iter: 939 | bound: 7 | nc: 39 | ncall: 27343 | eff(%): 3.434 | loglstar: -inf < -104.337 < inf | logz: -116.694 +/- 0.333 | dlogz: 56.082 > 0.109
iter: 940 | bound: 7 | nc: 39 | ncall: 27382 | eff(%): 3.433 | loglstar: -inf < -104.298 < inf | logz: -116.507 +/- 0.333 | dlogz: 55.868 > 0.109
iter: 941 | bound: 7 | nc: 39 | ncall: 27421 | eff(%): 3.432 | loglstar: -inf < -103.966 < inf | logz: -116.320 +/- 0.333 | dlogz: 55.672 > 0.109
iter: 942 | bound: 7 | nc: 39 | ncall: 27460 | eff(%): 3.430 | loglstar: -inf < -103.852 < inf | logz: -116.131 +/- 0.334 | dlogz: 55.475 > 0.109
iter: 943 | bound: 7 | nc: 39 | ncall: 27499 | eff(%): 3.429 | loglstar: -inf < -103.811 < inf | logz: -115.961 +/- 0.334 | dlogz: 55.275 > 0.109
iter: 944 | bound: 7 | nc: 39 | ncall: 27538 | eff(%): 3.428 | loglstar: -inf < -103.494 < inf | logz: -115.790 +/- 0.334 | dlogz: 55.096 > 0.109
iter: 945 | bound: 7 | nc: 39 | ncall: 27577 | eff(%): 3.427 | loglstar: -inf < -103.425 < inf | logz: -115.619 +/- 0.334 | dlogz: 54.915 > 0.109
iter: 946 | bound: 7 | nc: 39 | ncall: 27616 | eff(%): 3.426 | loglstar: -inf < -103.386 < inf | logz: -115.467 +/- 0.334 | dlogz: 54.734 > 0.109
iter: 947 | bound: 7 | nc: 39 | ncall: 27655 | eff(%): 3.424 | loglstar: -inf < -102.900 < inf | logz: -115.295 +/- 0.334 | dlogz: 54.572 > 0.109
iter: 948 | bound: 7 | nc: 39 | ncall: 27694 | eff(%): 3.423 | loglstar: -inf < -102.787 < inf | logz: -115.109 +/- 0.334 | dlogz: 54.390 > 0.109
iter: 949 | bound: 7 | nc: 39 | ncall: 27733 | eff(%): 3.422 | loglstar: -inf < -102.738 < inf | logz: -114.942 +/- 0.334 | dlogz: 54.194 > 0.109
iter: 950 | bound: 7 | nc: 39 | ncall: 27772 | eff(%): 3.421 | loglstar: -inf < -102.728 < inf | logz: -114.796 +/- 0.334 | dlogz: 54.017 > 0.109
iter: 951 | bound: 7 | nc: 39 | ncall: 27811 | eff(%): 3.420 | loglstar: -inf < -102.679 < inf | logz: -114.666 +/- 0.334 | dlogz: 53.861 > 0.109
iter: 952 | bound: 7 | nc: 39 | ncall: 27850 | eff(%): 3.418 | loglstar: -inf < -102.646 < inf | logz: -114.548 +/- 0.333 | dlogz: 53.721 > 0.109
iter: 953 | bound: 7 | nc: 39 | ncall: 27889 | eff(%): 3.417 | loglstar: -inf < -102.639 < inf | logz: -114.441 +/- 0.333 | dlogz: 53.593 > 0.109
iter: 954 | bound: 7 | nc: 39 | ncall: 27928 | eff(%): 3.416 | loglstar: -inf < -102.627 < inf | logz: -114.345 +/- 0.332 | dlogz: 53.476 > 0.109
iter: 955 | bound: 7 | nc: 39 | ncall: 27967 | eff(%): 3.415 | loglstar: -inf < -102.538 < inf | logz: -114.253 +/- 0.332 | dlogz: 53.370 > 0.109
iter: 956 | bound: 7 | nc: 39 | ncall: 28006 | eff(%): 3.414 | loglstar: -inf < -102.379 < inf | logz: -114.160 +/- 0.331 | dlogz: 53.269 > 0.109
iter: 957 | bound: 7 | nc: 39 | ncall: 28045 | eff(%): 3.412 | loglstar: -inf < -102.234 < inf | logz: -114.062 +/- 0.331 | dlogz: 53.165 > 0.109
iter: 958 | bound: 7 | nc: 39 | ncall: 28084 | eff(%): 3.411 | loglstar: -inf < -101.845 < inf | logz: -113.946 +/- 0.331 | dlogz: 53.057 > 0.109
iter: 959 | bound: 7 | nc: 39 | ncall: 28123 | eff(%): 3.410 | loglstar: -inf < -101.810 < inf | logz: -113.823 +/- 0.331 | dlogz: 52.931 > 0.109
iter: 960 | bound: 7 | nc: 39 | ncall: 28162 | eff(%): 3.409 | loglstar: -inf < -101.778 < inf | logz: -113.710 +/- 0.331 | dlogz: 52.798 > 0.109
iter: 961 | bound: 7 | nc: 39 | ncall: 28201 | eff(%): 3.408 | loglstar: -inf < -101.706 < inf | logz: -113.605 +/- 0.331 | dlogz: 52.676 > 0.109
iter: 962 | bound: 7 | nc: 39 | ncall: 28240 | eff(%): 3.407 | loglstar: -inf < -101.652 < inf | logz: -113.505 +/- 0.331 | dlogz: 52.561 > 0.109
iter: 963 | bound: 7 | nc: 39 | ncall: 28279 | eff(%): 3.405 | loglstar: -inf < -100.451 < inf | logz: -113.315 +/- 0.332 | dlogz: 52.451 > 0.109
iter: 964 | bound: 7 | nc: 39 | ncall: 28318 | eff(%): 3.404 | loglstar: -inf < -100.410 < inf | logz: -113.077 +/- 0.334 | dlogz: 52.251 > 0.109
iter: 965 | bound: 7 | nc: 39 | ncall: 28357 | eff(%): 3.403 | loglstar: -inf < -100.182 < inf | logz: -112.861 +/- 0.336 | dlogz: 52.003 > 0.109
iter: 966 | bound: 7 | nc: 39 | ncall: 28396 | eff(%): 3.402 | loglstar: -inf < -99.683 < inf | logz: -112.611 +/- 0.337 | dlogz: 51.777 > 0.109
iter: 967 | bound: 7 | nc: 39 | ncall: 28435 | eff(%): 3.401 | loglstar: -inf < -99.305 < inf | logz: -112.322 +/- 0.339 | dlogz: 51.517 > 0.109
iter: 968 | bound: 7 | nc: 39 | ncall: 28474 | eff(%): 3.400 | loglstar: -inf < -99.297 < inf | logz: -112.063 +/- 0.340 | dlogz: 51.218 > 0.109
iter: 969 | bound: 7 | nc: 39 | ncall: 28513 | eff(%): 3.398 | loglstar: -inf < -98.907 < inf | logz: -111.815 +/- 0.341 | dlogz: 50.949 > 0.109
iter: 970 | bound: 7 | nc: 39 | ncall: 28552 | eff(%): 3.397 | loglstar: -inf < -98.585 < inf | logz: -111.546 +/- 0.342 | dlogz: 50.691 > 0.109
iter: 971 | bound: 7 | nc: 39 | ncall: 28591 | eff(%): 3.396 | loglstar: -inf < -98.562 < inf | logz: -111.304 +/- 0.342 | dlogz: 50.412 > 0.109
iter: 972 | bound: 8 | nc: 39 | ncall: 28630 | eff(%): 3.395 | loglstar: -inf < -98.096 < inf | logz: -111.058 +/- 0.343 | dlogz: 50.160 > 0.109
iter: 973 | bound: 8 | nc: 39 | ncall: 28669 | eff(%): 3.394 | loglstar: -inf < -97.934 < inf | logz: -110.804 +/- 0.343 | dlogz: 49.904 > 0.109
iter: 974 | bound: 8 | nc: 39 | ncall: 28708 | eff(%): 3.393 | loglstar: -inf < -97.737 < inf | logz: -110.569 +/- 0.343 | dlogz: 49.640 > 0.109
iter: 975 | bound: 8 | nc: 39 | ncall: 28747 | eff(%): 3.392 | loglstar: -inf < -97.596 < inf | logz: -110.349 +/- 0.343 | dlogz: 49.395 > 0.109
iter: 976 | bound: 8 | nc: 39 | ncall: 28786 | eff(%): 3.391 | loglstar: -inf < -97.585 < inf | logz: -110.158 +/- 0.342 | dlogz: 49.165 > 0.109
iter: 977 | bound: 8 | nc: 39 | ncall: 28825 | eff(%): 3.389 | loglstar: -inf < -97.327 < inf | logz: -109.977 +/- 0.342 | dlogz: 48.964 > 0.109
iter: 978 | bound: 8 | nc: 39 | ncall: 28864 | eff(%): 3.388 | loglstar: -inf < -97.095 < inf | logz: -109.787 +/- 0.342 | dlogz: 48.773 > 0.109
iter: 979 | bound: 8 | nc: 39 | ncall: 28903 | eff(%): 3.387 | loglstar: -inf < -96.852 < inf | logz: -109.591 +/- 0.342 | dlogz: 48.574 > 0.109
iter: 980 | bound: 8 | nc: 39 | ncall: 28942 | eff(%): 3.386 | loglstar: -inf < -96.846 < inf | logz: -109.410 +/- 0.342 | dlogz: 48.367 > 0.109
iter: 981 | bound: 8 | nc: 39 | ncall: 28981 | eff(%): 3.385 | loglstar: -inf < -96.745 < inf | logz: -109.250 +/- 0.341 | dlogz: 48.176 > 0.109
iter: 982 | bound: 8 | nc: 39 | ncall: 29020 | eff(%): 3.384 | loglstar: -inf < -96.667 < inf | logz: -109.102 +/- 0.341 | dlogz: 48.006 > 0.109
iter: 983 | bound: 8 | nc: 39 | ncall: 29059 | eff(%): 3.383 | loglstar: -inf < -96.485 < inf | logz: -108.957 +/- 0.340 | dlogz: 47.848 > 0.109
iter: 984 | bound: 8 | nc: 39 | ncall: 29098 | eff(%): 3.382 | loglstar: -inf < -96.308 < inf | logz: -108.808 +/- 0.340 | dlogz: 47.693 > 0.109
iter: 985 | bound: 8 | nc: 39 | ncall: 29137 | eff(%): 3.381 | loglstar: -inf < -94.594 < inf | logz: -108.412 +/- 0.345 | dlogz: 47.535 > 0.109
iter: 986 | bound: 8 | nc: 39 | ncall: 29176 | eff(%): 3.379 | loglstar: -inf < -94.479 < inf | logz: -107.953 +/- 0.349 | dlogz: 47.129 > 0.109
iter: 987 | bound: 8 | nc: 39 | ncall: 29215 | eff(%): 3.378 | loglstar: -inf < -94.247 < inf | logz: -107.592 +/- 0.349 | dlogz: 46.660 > 0.109
iter: 988 | bound: 8 | nc: 39 | ncall: 29254 | eff(%): 3.377 | loglstar: -inf < -94.236 < inf | logz: -107.301 +/- 0.349 | dlogz: 46.288 > 0.109
iter: 989 | bound: 8 | nc: 39 | ncall: 29293 | eff(%): 3.376 | loglstar: -inf < -94.083 < inf | logz: -107.061 +/- 0.348 | dlogz: 45.988 > 0.109
iter: 990 | bound: 8 | nc: 39 | ncall: 29332 | eff(%): 3.375 | loglstar: -inf < -94.029 < inf | logz: -106.851 +/- 0.348 | dlogz: 45.738 > 0.109
iter: 991 | bound: 8 | nc: 39 | ncall: 29371 | eff(%): 3.374 | loglstar: -inf < -94.014 < inf | logz: -106.673 +/- 0.347 | dlogz: 45.518 > 0.109
iter: 992 | bound: 8 | nc: 39 | ncall: 29410 | eff(%): 3.373 | loglstar: -inf < -93.844 < inf | logz: -106.510 +/- 0.346 | dlogz: 45.330 > 0.109
iter: 993 | bound: 8 | nc: 39 | ncall: 29449 | eff(%): 3.372 | loglstar: -inf < -93.676 < inf | logz: -106.347 +/- 0.345 | dlogz: 45.157 > 0.109
iter: 994 | bound: 8 | nc: 39 | ncall: 29488 | eff(%): 3.371 | loglstar: -inf < -93.594 < inf | logz: -106.192 +/- 0.344 | dlogz: 44.984 > 0.109
iter: 995 | bound: 8 | nc: 39 | ncall: 29527 | eff(%): 3.370 | loglstar: -inf < -93.566 < inf | logz: -106.052 +/- 0.344 | dlogz: 44.819 > 0.109
iter: 996 | bound: 8 | nc: 39 | ncall: 29566 | eff(%): 3.369 | loglstar: -inf < -93.511 < inf | logz: -105.926 +/- 0.343 | dlogz: 44.669 > 0.109
iter: 997 | bound: 8 | nc: 39 | ncall: 29605 | eff(%): 3.368 | loglstar: -inf < -93.350 < inf | logz: -105.802 +/- 0.342 | dlogz: 44.533 > 0.109
iter: 998 | bound: 8 | nc: 39 | ncall: 29644 | eff(%): 3.367 | loglstar: -inf < -93.320 < inf | logz: -105.683 +/- 0.342 | dlogz: 44.399 > 0.109
iter: 999 | bound: 8 | nc: 39 | ncall: 29683 | eff(%): 3.366 | loglstar: -inf < -93.239 < inf | logz: -105.572 +/- 0.341 | dlogz: 44.271 > 0.109
iter: 1000 | bound: 8 | nc: 39 | ncall: 29722 | eff(%): 3.365 | loglstar: -inf < -93.160 < inf | logz: -105.465 +/- 0.340 | dlogz: 44.150 > 0.109
iter: 1001 | bound: 8 | nc: 39 | ncall: 29761 | eff(%): 3.363 | loglstar: -inf < -93.140 < inf | logz: -105.365 +/- 0.340 | dlogz: 44.033 > 0.109
iter: 1002 | bound: 8 | nc: 39 | ncall: 29800 | eff(%): 3.362 | loglstar: -inf < -92.813 < inf | logz: -105.258 +/- 0.339 | dlogz: 43.923 > 0.109
iter: 1003 | bound: 8 | nc: 39 | ncall: 29839 | eff(%): 3.361 | loglstar: -inf < -92.763 < inf | logz: -105.144 +/- 0.339 | dlogz: 43.805 > 0.109
iter: 1004 | bound: 8 | nc: 39 | ncall: 29878 | eff(%): 3.360 | loglstar: -inf < -92.640 < inf | logz: -105.034 +/- 0.339 | dlogz: 43.682 > 0.109
iter: 1005 | bound: 8 | nc: 39 | ncall: 29917 | eff(%): 3.359 | loglstar: -inf < -92.319 < inf | logz: -104.912 +/- 0.339 | dlogz: 48.787 > 0.109
iter: 1006 | bound: 8 | nc: 39 | ncall: 29956 | eff(%): 3.358 | loglstar: -inf < -92.283 < inf | logz: -104.786 +/- 0.339 | dlogz: 48.655 > 0.109
iter: 1007 | bound: 8 | nc: 39 | ncall: 29995 | eff(%): 3.357 | loglstar: -inf < -92.272 < inf | logz: -104.672 +/- 0.339 | dlogz: 48.519 > 0.109
iter: 1008 | bound: 8 | nc: 39 | ncall: 30034 | eff(%): 3.356 | loglstar: -inf < -92.231 < inf | logz: -104.569 +/- 0.338 | dlogz: 48.395 > 0.109
iter: 1009 | bound: 8 | nc: 39 | ncall: 30073 | eff(%): 3.355 | loglstar: -inf < -92.139 < inf | logz: -104.470 +/- 0.338 | dlogz: 48.282 > 0.109
iter: 1010 | bound: 8 | nc: 39 | ncall: 30112 | eff(%): 3.354 | loglstar: -inf < -91.680 < inf | logz: -104.351 +/- 0.338 | dlogz: 48.173 > 0.109
iter: 1011 | bound: 8 | nc: 39 | ncall: 30151 | eff(%): 3.353 | loglstar: -inf < -91.559 < inf | logz: -104.216 +/- 0.339 | dlogz: 48.044 > 0.109
iter: 1012 | bound: 8 | nc: 39 | ncall: 30190 | eff(%): 3.352 | loglstar: -inf < -91.363 < inf | logz: -104.078 +/- 0.339 | dlogz: 47.899 > 0.109
iter: 1013 | bound: 8 | nc: 39 | ncall: 30229 | eff(%): 3.351 | loglstar: -inf < -91.062 < inf | logz: -103.927 +/- 0.339 | dlogz: 47.752 > 0.109
iter: 1014 | bound: 8 | nc: 39 | ncall: 30268 | eff(%): 3.350 | loglstar: -inf < -91.022 < inf | logz: -103.775 +/- 0.340 | dlogz: 47.590 > 0.109
iter: 1015 | bound: 8 | nc: 39 | ncall: 30307 | eff(%): 3.349 | loglstar: -inf < -91.017 < inf | logz: -103.642 +/- 0.340 | dlogz: 47.429 > 0.109
iter: 1016 | bound: 8 | nc: 39 | ncall: 30346 | eff(%): 3.348 | loglstar: -inf < -90.849 < inf | logz: -103.516 +/- 0.340 | dlogz: 47.286 > 0.109
iter: 1017 | bound: 8 | nc: 39 | ncall: 30385 | eff(%): 3.347 | loglstar: -inf < -90.823 < inf | logz: -103.394 +/- 0.340 | dlogz: 47.150 > 0.109
iter: 1018 | bound: 8 | nc: 39 | ncall: 30424 | eff(%): 3.346 | loglstar: -inf < -90.475 < inf | logz: -103.265 +/- 0.340 | dlogz: 47.018 > 0.109
iter: 1019 | bound: 8 | nc: 39 | ncall: 30463 | eff(%): 3.345 | loglstar: -inf < -90.203 < inf | logz: -103.113 +/- 0.341 | dlogz: 46.878 > 0.109
iter: 1020 | bound: 8 | nc: 39 | ncall: 30502 | eff(%): 3.344 | loglstar: -inf < -90.031 < inf | logz: -102.954 +/- 0.341 | dlogz: 46.717 > 0.109
iter: 1021 | bound: 8 | nc: 39 | ncall: 30541 | eff(%): 3.343 | loglstar: -inf < -89.910 < inf | logz: -102.798 +/- 0.342 | dlogz: 46.548 > 0.109
iter: 1022 | bound: 8 | nc: 39 | ncall: 30580 | eff(%): 3.342 | loglstar: -inf < -89.691 < inf | logz: -102.641 +/- 0.342 | dlogz: 46.382 > 0.109
iter: 1023 | bound: 8 | nc: 39 | ncall: 30619 | eff(%): 3.341 | loglstar: -inf < -89.238 < inf | logz: -102.455 +/- 0.343 | dlogz: 46.215 > 0.109
iter: 1024 | bound: 8 | nc: 39 | ncall: 30658 | eff(%): 3.340 | loglstar: -inf < -89.200 < inf | logz: -102.264 +/- 0.344 | dlogz: 46.019 > 0.109
iter: 1025 | bound: 8 | nc: 39 | ncall: 30697 | eff(%): 3.339 | loglstar: -inf < -88.947 < inf | logz: -102.081 +/- 0.344 | dlogz: 45.818 > 0.109
iter: 1026 | bound: 8 | nc: 39 | ncall: 30736 | eff(%): 3.338 | loglstar: -inf < -88.803 < inf | logz: -101.899 +/- 0.345 | dlogz: 45.625 > 0.109
iter: 1027 | bound: 8 | nc: 39 | ncall: 30775 | eff(%): 3.337 | loglstar: -inf < -88.460 < inf | logz: -101.705 +/- 0.345 | dlogz: 45.433 > 0.109
iter: 1028 | bound: 8 | nc: 39 | ncall: 30814 | eff(%): 3.336 | loglstar: -inf < -88.130 < inf | logz: -101.487 +/- 0.346 | dlogz: 45.229 > 0.109
iter: 1029 | bound: 8 | nc: 39 | ncall: 30853 | eff(%): 3.335 | loglstar: -inf < -88.030 < inf | logz: -101.274 +/- 0.347 | dlogz: 45.001 > 0.109
iter: 1030 | bound: 8 | nc: 39 | ncall: 30892 | eff(%): 3.334 | loglstar: -inf < -88.020 < inf | logz: -101.091 +/- 0.347 | dlogz: 44.778 > 0.109
iter: 1031 | bound: 8 | nc: 39 | ncall: 30931 | eff(%): 3.333 | loglstar: -inf < -87.953 < inf | logz: -100.933 +/- 0.347 | dlogz: 44.586 > 0.109
iter: 1032 | bound: 8 | nc: 39 | ncall: 30970 | eff(%): 3.332 | loglstar: -inf < -87.358 < inf | logz: -100.741 +/- 0.347 | dlogz: 44.417 > 0.109
iter: 1033 | bound: 8 | nc: 39 | ncall: 31009 | eff(%): 3.331 | loglstar: -inf < -87.328 < inf | logz: -100.537 +/- 0.348 | dlogz: 44.215 > 0.109
iter: 1034 | bound: 8 | nc: 39 | ncall: 31048 | eff(%): 3.330 | loglstar: -inf < -87.280 < inf | logz: -100.363 +/- 0.348 | dlogz: 44.002 > 0.109
iter: 1035 | bound: 8 | nc: 39 | ncall: 31087 | eff(%): 3.329 | loglstar: -inf < -86.866 < inf | logz: -100.178 +/- 0.348 | dlogz: 43.818 > 0.109
iter: 1036 | bound: 8 | nc: 39 | ncall: 31126 | eff(%): 3.328 | loglstar: -inf < -86.699 < inf | logz: -99.980 +/- 0.348 | dlogz: 43.623 > 0.109
iter: 1037 | bound: 8 | nc: 39 | ncall: 31165 | eff(%): 3.327 | loglstar: -inf < -86.641 < inf | logz: -99.799 +/- 0.348 | dlogz: 43.415 > 0.109
iter: 1038 | bound: 8 | nc: 39 | ncall: 31204 | eff(%): 3.326 | loglstar: -inf < -86.630 < inf | logz: -99.642 +/- 0.348 | dlogz: 43.223 > 0.109
iter: 1039 | bound: 8 | nc: 39 | ncall: 31243 | eff(%): 3.326 | loglstar: -inf < -86.626 < inf | logz: -99.506 +/- 0.348 | dlogz: 43.056 > 0.109
iter: 1040 | bound: 8 | nc: 39 | ncall: 31282 | eff(%): 3.325 | loglstar: -inf < -86.232 < inf | logz: -99.361 +/- 0.347 | dlogz: 42.911 > 0.109
iter: 1041 | bound: 8 | nc: 39 | ncall: 31321 | eff(%): 3.324 | loglstar: -inf < -86.193 < inf | logz: -99.211 +/- 0.347 | dlogz: 42.756 > 0.109
iter: 1042 | bound: 8 | nc: 39 | ncall: 31360 | eff(%): 3.323 | loglstar: -inf < -86.129 < inf | logz: -99.074 +/- 0.347 | dlogz: 42.596 > 0.109
iter: 1043 | bound: 8 | nc: 39 | ncall: 31399 | eff(%): 3.322 | loglstar: -inf < -86.062 < inf | logz: -98.948 +/- 0.347 | dlogz: 42.449 > 0.109
iter: 1044 | bound: 8 | nc: 39 | ncall: 31438 | eff(%): 3.321 | loglstar: -inf < -85.932 < inf | logz: -98.826 +/- 0.346 | dlogz: 42.313 > 0.109
iter: 1045 | bound: 8 | nc: 39 | ncall: 31477 | eff(%): 3.320 | loglstar: -inf < -85.863 < inf | logz: -98.708 +/- 0.346 | dlogz: 42.181 > 0.109
iter: 1046 | bound: 8 | nc: 39 | ncall: 31516 | eff(%): 3.319 | loglstar: -inf < -85.641 < inf | logz: -98.587 +/- 0.346 | dlogz: 42.053 > 0.109
iter: 1047 | bound: 8 | nc: 39 | ncall: 31555 | eff(%): 3.318 | loglstar: -inf < -85.432 < inf | logz: -98.456 +/- 0.346 | dlogz: 41.922 > 0.109
iter: 1048 | bound: 8 | nc: 39 | ncall: 31594 | eff(%): 3.317 | loglstar: -inf < -85.252 < inf | logz: -98.319 +/- 0.346 | dlogz: 41.782 > 0.109
iter: 1049 | bound: 8 | nc: 39 | ncall: 31633 | eff(%): 3.316 | loglstar: -inf < -85.048 < inf | logz: -98.176 +/- 0.346 | dlogz: 41.634 > 0.109
iter: 1050 | bound: 8 | nc: 39 | ncall: 31672 | eff(%): 3.315 | loglstar: -inf < -84.709 < inf | logz: -98.015 +/- 0.346 | dlogz: 41.481 > 0.109
iter: 1051 | bound: 8 | nc: 39 | ncall: 31711 | eff(%): 3.314 | loglstar: -inf < -84.708 < inf | logz: -97.856 +/- 0.347 | dlogz: 41.310 > 0.109
iter: 1052 | bound: 8 | nc: 39 | ncall: 31750 | eff(%): 3.313 | loglstar: -inf < -84.690 < inf | logz: -97.719 +/- 0.347 | dlogz: 41.141 > 0.109
iter: 1053 | bound: 8 | nc: 39 | ncall: 31789 | eff(%): 3.312 | loglstar: -inf < -84.638 < inf | logz: -97.595 +/- 0.347 | dlogz: 40.994 > 0.109
iter: 1054 | bound: 8 | nc: 39 | ncall: 31828 | eff(%): 3.312 | loglstar: -inf < -84.345 < inf | logz: -97.466 +/- 0.346 | dlogz: 40.861 > 0.109
iter: 1055 | bound: 8 | nc: 39 | ncall: 31867 | eff(%): 3.311 | loglstar: -inf < -84.256 < inf | logz: -97.331 +/- 0.347 | dlogz: 40.721 > 0.109
iter: 1056 | bound: 8 | nc: 39 | ncall: 31906 | eff(%): 3.310 | loglstar: -inf < -84.154 < inf | logz: -97.203 +/- 0.346 | dlogz: 40.577 > 0.109
iter: 1057 | bound: 8 | nc: 39 | ncall: 31945 | eff(%): 3.309 | loglstar: -inf < -83.915 < inf | logz: -97.070 +/- 0.347 | dlogz: 40.438 > 0.109
iter: 1058 | bound: 8 | nc: 39 | ncall: 31984 | eff(%): 3.308 | loglstar: -inf < -83.772 < inf | logz: -96.931 +/- 0.347 | dlogz: 40.295 > 0.109
iter: 1059 | bound: 8 | nc: 39 | ncall: 32023 | eff(%): 3.307 | loglstar: -inf < -83.719 < inf | logz: -96.799 +/- 0.347 | dlogz: 44.994 > 0.109
iter: 1060 | bound: 8 | nc: 39 | ncall: 32062 | eff(%): 3.306 | loglstar: -inf < -83.642 < inf | logz: -96.676 +/- 0.347 | dlogz: 44.852 > 0.109
iter: 1061 | bound: 8 | nc: 39 | ncall: 32101 | eff(%): 3.305 | loglstar: -inf < -83.339 < inf | logz: -96.545 +/- 0.347 | dlogz: 44.719 > 0.109
iter: 1062 | bound: 8 | nc: 39 | ncall: 32140 | eff(%): 3.304 | loglstar: -inf < -83.330 < inf | logz: -96.414 +/- 0.347 | dlogz: 44.578 > 0.109
iter: 1063 | bound: 8 | nc: 39 | ncall: 32179 | eff(%): 3.303 | loglstar: -inf < -83.281 < inf | logz: -96.296 +/- 0.347 | dlogz: 44.437 > 0.109
iter: 1064 | bound: 8 | nc: 39 | ncall: 32218 | eff(%): 3.303 | loglstar: -inf < -83.131 < inf | logz: -96.180 +/- 0.347 | dlogz: 44.309 > 0.109
iter: 1065 | bound: 8 | nc: 39 | ncall: 32257 | eff(%): 3.302 | loglstar: -inf < -82.867 < inf | logz: -96.055 +/- 0.347 | dlogz: 44.184 > 0.109
iter: 1066 | bound: 8 | nc: 39 | ncall: 32296 | eff(%): 3.301 | loglstar: -inf < -82.851 < inf | logz: -95.930 +/- 0.347 | dlogz: 44.048 > 0.109
iter: 1067 | bound: 8 | nc: 39 | ncall: 32335 | eff(%): 3.300 | loglstar: -inf < -82.657 < inf | logz: -95.808 +/- 0.347 | dlogz: 48.051 > 0.109
iter: 1068 | bound: 8 | nc: 39 | ncall: 32374 | eff(%): 3.299 | loglstar: -inf < -82.601 < inf | logz: -95.688 +/- 0.347 | dlogz: 47.919 > 0.109
iter: 1069 | bound: 8 | nc: 39 | ncall: 32413 | eff(%): 3.298 | loglstar: -inf < -82.482 < inf | logz: -95.572 +/- 0.347 | dlogz: 47.788 > 0.109
iter: 1070 | bound: 8 | nc: 39 | ncall: 32452 | eff(%): 3.297 | loglstar: -inf < -82.398 < inf | logz: -95.458 +/- 0.347 | dlogz: 47.662 > 0.109
iter: 1071 | bound: 8 | nc: 39 | ncall: 32491 | eff(%): 3.296 | loglstar: -inf < -82.149 < inf | logz: -95.340 +/- 0.347 | dlogz: 47.539 > 0.109
iter: 1072 | bound: 9 | nc: 39 | ncall: 32530 | eff(%): 3.295 | loglstar: -inf < -82.042 < inf | logz: -95.216 +/- 0.347 | dlogz: 47.411 > 0.109
iter: 1073 | bound: 9 | nc: 39 | ncall: 32569 | eff(%): 3.295 | loglstar: -inf < -81.792 < inf | logz: -95.086 +/- 0.347 | dlogz: 47.277 > 0.109
iter: 1074 | bound: 9 | nc: 39 | ncall: 32608 | eff(%): 3.294 | loglstar: -inf < -81.746 < inf | logz: -94.956 +/- 0.347 | dlogz: 47.137 > 0.109
iter: 1075 | bound: 9 | nc: 39 | ncall: 32647 | eff(%): 3.293 | loglstar: -inf < -81.722 < inf | logz: -94.839 +/- 0.347 | dlogz: 46.998 > 0.109
iter: 1076 | bound: 9 | nc: 39 | ncall: 32686 | eff(%): 3.292 | loglstar: -inf < -81.554 < inf | logz: -94.724 +/- 0.347 | dlogz: 46.870 > 0.109
iter: 1077 | bound: 9 | nc: 39 | ncall: 32725 | eff(%): 3.291 | loglstar: -inf < -81.467 < inf | logz: -94.610 +/- 0.348 | dlogz: 46.745 > 0.109
iter: 1078 | bound: 9 | nc: 39 | ncall: 32764 | eff(%): 3.290 | loglstar: -inf < -81.216 < inf | logz: -94.489 +/- 0.348 | dlogz: 46.621 > 0.109
iter: 1079 | bound: 9 | nc: 39 | ncall: 32803 | eff(%): 3.289 | loglstar: -inf < -81.213 < inf | logz: -94.370 +/- 0.348 | dlogz: 46.491 > 0.109
iter: 1080 | bound: 9 | nc: 39 | ncall: 32842 | eff(%): 3.288 | loglstar: -inf < -81.146 < inf | logz: -94.261 +/- 0.348 | dlogz: 46.362 > 0.109
iter: 1081 | bound: 9 | nc: 39 | ncall: 32881 | eff(%): 3.288 | loglstar: -inf < -80.651 < inf | logz: -94.131 +/- 0.348 | dlogz: 46.243 > 0.109
iter: 1082 | bound: 9 | nc: 39 | ncall: 32920 | eff(%): 3.287 | loglstar: -inf < -80.593 < inf | logz: -93.987 +/- 0.349 | dlogz: 46.102 > 0.109
iter: 1083 | bound: 9 | nc: 39 | ncall: 32959 | eff(%): 3.286 | loglstar: -inf < -79.917 < inf | logz: -93.802 +/- 0.350 | dlogz: 45.948 > 0.109
iter: 1084 | bound: 9 | nc: 39 | ncall: 32998 | eff(%): 3.285 | loglstar: -inf < -79.203 < inf | logz: -93.512 +/- 0.353 | dlogz: 45.753 > 0.109
iter: 1085 | bound: 9 | nc: 39 | ncall: 33037 | eff(%): 3.284 | loglstar: -inf < -78.961 < inf | logz: -93.189 +/- 0.356 | dlogz: 45.453 > 0.109
iter: 1086 | bound: 9 | nc: 39 | ncall: 33076 | eff(%): 3.283 | loglstar: -inf < -78.957 < inf | logz: -92.922 +/- 0.357 | dlogz: 45.121 > 0.109
iter: 1087 | bound: 9 | nc: 39 | ncall: 33115 | eff(%): 3.283 | loglstar: -inf < -78.891 < inf | logz: -92.706 +/- 0.357 | dlogz: 44.844 > 0.109
iter: 1088 | bound: 9 | nc: 39 | ncall: 33154 | eff(%): 3.282 | loglstar: -inf < -78.821 < inf | logz: -92.519 +/- 0.357 | dlogz: 44.618 > 0.109
iter: 1089 | bound: 9 | nc: 39 | ncall: 33193 | eff(%): 3.281 | loglstar: -inf < -78.740 < inf | logz: -92.352 +/- 0.357 | dlogz: 44.421 > 0.109
iter: 1090 | bound: 9 | nc: 39 | ncall: 33232 | eff(%): 3.280 | loglstar: -inf < -78.666 < inf | logz: -92.199 +/- 0.356 | dlogz: 44.244 > 0.109
iter: 1091 | bound: 9 | nc: 39 | ncall: 33271 | eff(%): 3.279 | loglstar: -inf < -78.629 < inf | logz: -92.061 +/- 0.356 | dlogz: 44.081 > 0.109
iter: 1092 | bound: 9 | nc: 39 | ncall: 33310 | eff(%): 3.278 | loglstar: -inf < -78.405 < inf | logz: -91.925 +/- 0.355 | dlogz: 43.933 > 0.109
iter: 1093 | bound: 9 | nc: 39 | ncall: 33349 | eff(%): 3.277 | loglstar: -inf < -78.286 < inf | logz: -91.786 +/- 0.355 | dlogz: 43.787 > 0.109
iter: 1094 | bound: 9 | nc: 39 | ncall: 33388 | eff(%): 3.277 | loglstar: -inf < -78.246 < inf | logz: -91.655 +/- 0.355 | dlogz: 43.638 > 0.109
iter: 1095 | bound: 9 | nc: 39 | ncall: 33427 | eff(%): 3.276 | loglstar: -inf < -78.152 < inf | logz: -91.534 +/- 0.354 | dlogz: 43.498 > 0.109
iter: 1096 | bound: 9 | nc: 39 | ncall: 33466 | eff(%): 3.275 | loglstar: -inf < -77.992 < inf | logz: -91.412 +/- 0.354 | dlogz: 43.366 > 0.109
iter: 1097 | bound: 9 | nc: 39 | ncall: 33505 | eff(%): 3.274 | loglstar: -inf < -77.850 < inf | logz: -91.289 +/- 0.354 | dlogz: 43.235 > 0.109
iter: 1098 | bound: 9 | nc: 39 | ncall: 33544 | eff(%): 3.273 | loglstar: -inf < -77.818 < inf | logz: -91.171 +/- 0.353 | dlogz: 43.101 > 0.109
iter: 1099 | bound: 9 | nc: 39 | ncall: 33583 | eff(%): 3.272 | loglstar: -inf < -77.700 < inf | logz: -91.058 +/- 0.353 | dlogz: 42.973 > 0.109
iter: 1100 | bound: 9 | nc: 39 | ncall: 33622 | eff(%): 3.272 | loglstar: -inf < -77.641 < inf | logz: -90.950 +/- 0.353 | dlogz: 42.851 > 0.109
iter: 1101 | bound: 9 | nc: 39 | ncall: 33661 | eff(%): 3.271 | loglstar: -inf < -77.565 < inf | logz: -90.846 +/- 0.352 | dlogz: 42.732 > 0.109
iter: 1102 | bound: 9 | nc: 39 | ncall: 33700 | eff(%): 3.270 | loglstar: -inf < -77.415 < inf | logz: -90.742 +/- 0.352 | dlogz: 42.619 > 0.109
iter: 1103 | bound: 9 | nc: 39 | ncall: 33739 | eff(%): 3.269 | loglstar: -inf < -77.320 < inf | logz: -90.638 +/- 0.352 | dlogz: 42.505 > 0.109
iter: 1104 | bound: 9 | nc: 39 | ncall: 33778 | eff(%): 3.268 | loglstar: -inf < -77.211 < inf | logz: -90.535 +/- 0.352 | dlogz: 42.390 > 0.109
iter: 1105 | bound: 9 | nc: 39 | ncall: 33817 | eff(%): 3.268 | loglstar: -inf < -77.176 < inf | logz: -90.435 +/- 0.352 | dlogz: 42.277 > 0.109
iter: 1106 | bound: 9 | nc: 39 | ncall: 33856 | eff(%): 3.267 | loglstar: -inf < -77.049 < inf | logz: -90.339 +/- 0.351 | dlogz: 42.168 > 0.109
iter: 1107 | bound: 9 | nc: 39 | ncall: 33895 | eff(%): 3.266 | loglstar: -inf < -77.005 < inf | logz: -90.244 +/- 0.351 | dlogz: 42.061 > 0.109
iter: 1108 | bound: 9 | nc: 39 | ncall: 33934 | eff(%): 3.265 | loglstar: -inf < -76.942 < inf | logz: -90.154 +/- 0.351 | dlogz: 41.957 > 0.109
iter: 1109 | bound: 9 | nc: 39 | ncall: 33973 | eff(%): 3.264 | loglstar: -inf < -76.858 < inf | logz: -90.066 +/- 0.351 | dlogz: 41.857 > 0.109
iter: 1110 | bound: 9 | nc: 39 | ncall: 34012 | eff(%): 3.264 | loglstar: -inf < -76.816 < inf | logz: -89.981 +/- 0.350 | dlogz: 42.974 > 0.109
iter: 1111 | bound: 9 | nc: 39 | ncall: 34051 | eff(%): 3.263 | loglstar: -inf < -76.783 < inf | logz: -89.900 +/- 0.350 | dlogz: 42.879 > 0.109
iter: 1112 | bound: 9 | nc: 39 | ncall: 34090 | eff(%): 3.262 | loglstar: -inf < -76.672 < inf | logz: -89.821 +/- 0.350 | dlogz: 42.789 > 0.109
iter: 1113 | bound: 9 | nc: 39 | ncall: 34129 | eff(%): 3.261 | loglstar: -inf < -76.634 < inf | logz: -89.743 +/- 0.350 | dlogz: 42.699 > 0.109
iter: 1114 | bound: 9 | nc: 39 | ncall: 34168 | eff(%): 3.260 | loglstar: -inf < -76.609 < inf | logz: -89.670 +/- 0.350 | dlogz: 42.612 > 0.109
iter: 1115 | bound: 9 | nc: 39 | ncall: 34207 | eff(%): 3.260 | loglstar: -inf < -76.582 < inf | logz: -89.600 +/- 0.349 | dlogz: 42.528 > 0.109
iter: 1116 | bound: 9 | nc: 39 | ncall: 34246 | eff(%): 3.259 | loglstar: -inf < -76.569 < inf | logz: -89.534 +/- 0.349 | dlogz: 42.448 > 0.109
iter: 1117 | bound: 9 | nc: 39 | ncall: 34285 | eff(%): 3.258 | loglstar: -inf < -76.509 < inf | logz: -89.471 +/- 0.349 | dlogz: 42.372 > 0.109
iter: 1118 | bound: 9 | nc: 39 | ncall: 34324 | eff(%): 3.257 | loglstar: -inf < -76.344 < inf | logz: -89.404 +/- 0.349 | dlogz: 42.299 > 0.109
iter: 1119 | bound: 9 | nc: 39 | ncall: 34363 | eff(%): 3.256 | loglstar: -inf < -76.332 < inf | logz: -89.338 +/- 0.348 | dlogz: 42.223 > 0.109
iter: 1120 | bound: 9 | nc: 39 | ncall: 34402 | eff(%): 3.256 | loglstar: -inf < -75.729 < inf | logz: -89.251 +/- 0.349 | dlogz: 42.146 > 0.109
iter: 1121 | bound: 9 | nc: 39 | ncall: 34441 | eff(%): 3.255 | loglstar: -inf < -75.585 < inf | logz: -89.142 +/- 0.349 | dlogz: 42.049 > 0.109
iter: 1122 | bound: 9 | nc: 39 | ncall: 34480 | eff(%): 3.254 | loglstar: -inf < -75.561 < inf | logz: -89.037 +/- 0.349 | dlogz: 41.931 > 0.109
iter: 1123 | bound: 9 | nc: 39 | ncall: 34519 | eff(%): 3.253 | loglstar: -inf < -75.260 < inf | logz: -88.926 +/- 0.350 | dlogz: 41.816 > 0.109
iter: 1124 | bound: 9 | nc: 39 | ncall: 34558 | eff(%): 3.253 | loglstar: -inf < -75.169 < inf | logz: -88.808 +/- 0.350 | dlogz: 41.695 > 0.109
iter: 1125 | bound: 9 | nc: 39 | ncall: 34597 | eff(%): 3.252 | loglstar: -inf < -74.988 < inf | logz: -88.689 +/- 0.351 | dlogz: 41.567 > 0.109
iter: 1126 | bound: 9 | nc: 39 | ncall: 34636 | eff(%): 3.251 | loglstar: -inf < -74.933 < inf | logz: -88.572 +/- 0.351 | dlogz: 41.438 > 0.109
iter: 1127 | bound: 9 | nc: 39 | ncall: 34675 | eff(%): 3.250 | loglstar: -inf < -74.908 < inf | logz: -88.464 +/- 0.352 | dlogz: 41.311 > 0.109
iter: 1128 | bound: 9 | nc: 39 | ncall: 34714 | eff(%): 3.249 | loglstar: -inf < -74.873 < inf | logz: -88.364 +/- 0.352 | dlogz: 41.192 > 0.109
iter: 1129 | bound: 9 | nc: 39 | ncall: 34753 | eff(%): 3.249 | loglstar: -inf < -74.839 < inf | logz: -88.271 +/- 0.352 | dlogz: 41.083 > 0.109
iter: 1130 | bound: 9 | nc: 39 | ncall: 34792 | eff(%): 3.248 | loglstar: -inf < -74.783 < inf | logz: -88.184 +/- 0.352 | dlogz: 40.980 > 0.109
iter: 1131 | bound: 9 | nc: 39 | ncall: 34831 | eff(%): 3.247 | loglstar: -inf < -74.396 < inf | logz: -88.083 +/- 0.352 | dlogz: 40.883 > 0.109
iter: 1132 | bound: 9 | nc: 39 | ncall: 34870 | eff(%): 3.246 | loglstar: -inf < -74.390 < inf | logz: -87.976 +/- 0.352 | dlogz: 40.772 > 0.109
iter: 1133 | bound: 9 | nc: 39 | ncall: 34909 | eff(%): 3.246 | loglstar: -inf < -73.973 < inf | logz: -87.857 +/- 0.353 | dlogz: 40.655 > 0.109
iter: 1134 | bound: 9 | nc: 39 | ncall: 34948 | eff(%): 3.245 | loglstar: -inf < -73.966 < inf | logz: -87.730 +/- 0.353 | dlogz: 40.526 > 0.109
iter: 1135 | bound: 9 | nc: 39 | ncall: 34987 | eff(%): 3.244 | loglstar: -inf < -73.879 < inf | logz: -87.614 +/- 0.353 | dlogz: 40.389 > 0.109
iter: 1136 | bound: 9 | nc: 39 | ncall: 35026 | eff(%): 3.243 | loglstar: -inf < -73.850 < inf | logz: -87.505 +/- 0.354 | dlogz: 40.263 > 0.109
iter: 1137 | bound: 9 | nc: 39 | ncall: 35065 | eff(%): 3.243 | loglstar: -inf < -73.720 < inf | logz: -87.400 +/- 0.354 | dlogz: 40.144 > 0.109
iter: 1138 | bound: 9 | nc: 39 | ncall: 35104 | eff(%): 3.242 | loglstar: -inf < -73.709 < inf | logz: -87.299 +/- 0.354 | dlogz: 40.029 > 0.109
iter: 1139 | bound: 9 | nc: 39 | ncall: 35143 | eff(%): 3.241 | loglstar: -inf < -73.437 < inf | logz: -87.194 +/- 0.354 | dlogz: 39.918 > 0.109
iter: 1140 | bound: 9 | nc: 39 | ncall: 35182 | eff(%): 3.240 | loglstar: -inf < -73.336 < inf | logz: -87.083 +/- 0.354 | dlogz: 39.804 > 0.109
iter: 1141 | bound: 9 | nc: 39 | ncall: 35221 | eff(%): 3.240 | loglstar: -inf < -73.313 < inf | logz: -86.978 +/- 0.354 | dlogz: 39.683 > 0.109
iter: 1142 | bound: 9 | nc: 39 | ncall: 35260 | eff(%): 3.239 | loglstar: -inf < -73.292 < inf | logz: -86.882 +/- 0.354 | dlogz: 39.568 > 0.109
iter: 1143 | bound: 9 | nc: 39 | ncall: 35299 | eff(%): 3.238 | loglstar: -inf < -73.002 < inf | logz: -86.781 +/- 0.354 | dlogz: 39.462 > 0.109
iter: 1144 | bound: 9 | nc: 39 | ncall: 35338 | eff(%): 3.237 | loglstar: -inf < -72.761 < inf | logz: -86.663 +/- 0.355 | dlogz: 39.350 > 0.109
iter: 1145 | bound: 9 | nc: 39 | ncall: 35377 | eff(%): 3.237 | loglstar: -inf < -72.719 < inf | logz: -86.545 +/- 0.355 | dlogz: 39.223 > 0.109
iter: 1146 | bound: 9 | nc: 39 | ncall: 35416 | eff(%): 3.236 | loglstar: -inf < -72.646 < inf | logz: -86.435 +/- 0.355 | dlogz: 39.095 > 0.109
iter: 1147 | bound: 9 | nc: 39 | ncall: 35455 | eff(%): 3.235 | loglstar: -inf < -72.616 < inf | logz: -86.331 +/- 0.355 | dlogz: 38.974 > 0.109
iter: 1148 | bound: 9 | nc: 39 | ncall: 35494 | eff(%): 3.234 | loglstar: -inf < -72.590 < inf | logz: -86.236 +/- 0.355 | dlogz: 38.861 > 0.109
iter: 1149 | bound: 9 | nc: 39 | ncall: 35533 | eff(%): 3.234 | loglstar: -inf < -72.400 < inf | logz: -86.140 +/- 0.355 | dlogz: 38.756 > 0.109
iter: 1150 | bound: 9 | nc: 39 | ncall: 35572 | eff(%): 3.233 | loglstar: -inf < -72.379 < inf | logz: -86.044 +/- 0.355 | dlogz: 38.650 > 0.109
iter: 1151 | bound: 9 | nc: 39 | ncall: 35611 | eff(%): 3.232 | loglstar: -inf < -72.189 < inf | logz: -85.948 +/- 0.355 | dlogz: 38.544 > 0.109
iter: 1152 | bound: 9 | nc: 39 | ncall: 35650 | eff(%): 3.231 | loglstar: -inf < -72.105 < inf | logz: -85.850 +/- 0.355 | dlogz: 38.438 > 0.109
iter: 1153 | bound: 9 | nc: 39 | ncall: 35689 | eff(%): 3.231 | loglstar: -inf < -71.928 < inf | logz: -85.749 +/- 0.356 | dlogz: 38.330 > 0.109
iter: 1154 | bound: 9 | nc: 39 | ncall: 35728 | eff(%): 3.230 | loglstar: -inf < -71.779 < inf | logz: -85.643 +/- 0.356 | dlogz: 38.219 > 0.109
iter: 1155 | bound: 9 | nc: 39 | ncall: 35767 | eff(%): 3.229 | loglstar: -inf < -71.705 < inf | logz: -85.537 +/- 0.356 | dlogz: 38.103 > 0.109
iter: 1156 | bound: 9 | nc: 39 | ncall: 35806 | eff(%): 3.229 | loglstar: -inf < -71.695 < inf | logz: -85.439 +/- 0.356 | dlogz: 37.988 > 0.109
iter: 1157 | bound: 9 | nc: 39 | ncall: 35845 | eff(%): 3.228 | loglstar: -inf < -71.660 < inf | logz: -85.349 +/- 0.356 | dlogz: 37.880 > 0.109
iter: 1158 | bound: 9 | nc: 39 | ncall: 35884 | eff(%): 3.227 | loglstar: -inf < -71.519 < inf | logz: -85.259 +/- 0.356 | dlogz: 37.779 > 0.109
iter: 1159 | bound: 9 | nc: 39 | ncall: 35923 | eff(%): 3.226 | loglstar: -inf < -71.469 < inf | logz: -85.170 +/- 0.356 | dlogz: 37.680 > 0.109
iter: 1160 | bound: 9 | nc: 39 | ncall: 35962 | eff(%): 3.226 | loglstar: -inf < -71.332 < inf | logz: -85.082 +/- 0.356 | dlogz: 37.581 > 0.109
iter: 1161 | bound: 9 | nc: 39 | ncall: 36001 | eff(%): 3.225 | loglstar: -inf < -71.288 < inf | logz: -84.994 +/- 0.356 | dlogz: 37.482 > 0.109
iter: 1162 | bound: 9 | nc: 39 | ncall: 36040 | eff(%): 3.224 | loglstar: -inf < -71.204 < inf | logz: -84.908 +/- 0.356 | dlogz: 37.384 > 0.109
iter: 1163 | bound: 9 | nc: 39 | ncall: 36079 | eff(%): 3.223 | loglstar: -inf < -71.112 < inf | logz: -84.824 +/- 0.356 | dlogz: 37.289 > 0.109
iter: 1164 | bound: 9 | nc: 39 | ncall: 36118 | eff(%): 3.223 | loglstar: -inf < -71.043 < inf | logz: -84.740 +/- 0.356 | dlogz: 37.194 > 0.109
iter: 1165 | bound: 9 | nc: 39 | ncall: 36157 | eff(%): 3.222 | loglstar: -inf < -70.631 < inf | logz: -84.643 +/- 0.356 | dlogz: 37.101 > 0.109
iter: 1166 | bound: 9 | nc: 39 | ncall: 36196 | eff(%): 3.221 | loglstar: -inf < -70.406 < inf | logz: -84.525 +/- 0.356 | dlogz: 36.993 > 0.109
iter: 1167 | bound: 9 | nc: 39 | ncall: 36235 | eff(%): 3.221 | loglstar: -inf < -70.245 < inf | logz: -84.400 +/- 0.357 | dlogz: 43.563 > 0.109
iter: 1168 | bound: 9 | nc: 39 | ncall: 36274 | eff(%): 3.220 | loglstar: -inf < -70.238 < inf | logz: -84.281 +/- 0.357 | dlogz: 43.428 > 0.109
iter: 1169 | bound: 9 | nc: 39 | ncall: 36313 | eff(%): 3.219 | loglstar: -inf < -70.082 < inf | logz: -84.167 +/- 0.358 | dlogz: 43.300 > 0.109
iter: 1170 | bound: 9 | nc: 39 | ncall: 36352 | eff(%): 3.219 | loglstar: -inf < -69.950 < inf | logz: -84.051 +/- 0.358 | dlogz: 43.176 > 0.109
iter: 1171 | bound: 9 | nc: 39 | ncall: 36391 | eff(%): 3.218 | loglstar: -inf < -69.646 < inf | logz: -83.923 +/- 0.359 | dlogz: 43.050 > 0.109
iter: 1172 | bound: 10 | nc: 39 | ncall: 36430 | eff(%): 3.217 | loglstar: -inf < -69.576 < inf | logz: -83.791 +/- 0.359 | dlogz: 42.912 > 0.109
iter: 1173 | bound: 10 | nc: 39 | ncall: 36469 | eff(%): 3.216 | loglstar: -inf < -69.438 < inf | logz: -83.663 +/- 0.360 | dlogz: 42.770 > 0.109
iter: 1174 | bound: 10 | nc: 39 | ncall: 36508 | eff(%): 3.216 | loglstar: -inf < -69.343 < inf | logz: -83.538 +/- 0.360 | dlogz: 42.632 > 0.109
iter: 1175 | bound: 10 | nc: 39 | ncall: 36547 | eff(%): 3.215 | loglstar: -inf < -69.333 < inf | logz: -83.422 +/- 0.360 | dlogz: 42.497 > 0.109
iter: 1176 | bound: 10 | nc: 39 | ncall: 36586 | eff(%): 3.214 | loglstar: -inf < -69.133 < inf | logz: -83.308 +/- 0.360 | dlogz: 42.371 > 0.109
iter: 1177 | bound: 10 | nc: 39 | ncall: 36625 | eff(%): 3.214 | loglstar: -inf < -68.951 < inf | logz: -83.187 +/- 0.360 | dlogz: 42.247 > 0.109
iter: 1178 | bound: 10 | nc: 39 | ncall: 36664 | eff(%): 3.213 | loglstar: -inf < -68.846 < inf | logz: -83.064 +/- 0.361 | dlogz: 44.949 > 0.109
iter: 1179 | bound: 10 | nc: 39 | ncall: 36703 | eff(%): 3.212 | loglstar: -inf < -68.774 < inf | logz: -82.947 +/- 0.361 | dlogz: 46.040 > 0.109
iter: 1180 | bound: 10 | nc: 39 | ncall: 36742 | eff(%): 3.212 | loglstar: -inf < -68.650 < inf | logz: -82.833 +/- 0.361 | dlogz: 45.912 > 0.109
iter: 1181 | bound: 10 | nc: 39 | ncall: 36781 | eff(%): 3.211 | loglstar: -inf < -68.291 < inf | logz: -82.703 +/- 0.361 | dlogz: 45.788 > 0.109
iter: 1182 | bound: 10 | nc: 39 | ncall: 36820 | eff(%): 3.210 | loglstar: -inf < -68.223 < inf | logz: -82.567 +/- 0.362 | dlogz: 45.649 > 0.109
iter: 1183 | bound: 10 | nc: 39 | ncall: 36859 | eff(%): 3.210 | loglstar: -inf < -68.201 < inf | logz: -82.443 +/- 0.362 | dlogz: 45.502 > 0.109
iter: 1184 | bound: 10 | nc: 39 | ncall: 36898 | eff(%): 3.209 | loglstar: -inf < -67.918 < inf | logz: -82.315 +/- 0.362 | dlogz: 45.368 > 0.109
iter: 1185 | bound: 10 | nc: 39 | ncall: 36937 | eff(%): 3.208 | loglstar: -inf < -67.907 < inf | logz: -82.188 +/- 0.362 | dlogz: 45.230 > 0.109
iter: 1186 | bound: 10 | nc: 39 | ncall: 36976 | eff(%): 3.207 | loglstar: -inf < -67.706 < inf | logz: -82.063 +/- 0.363 | dlogz: 45.093 > 0.109
iter: 1187 | bound: 10 | nc: 39 | ncall: 37015 | eff(%): 3.207 | loglstar: -inf < -67.645 < inf | logz: -81.940 +/- 0.363 | dlogz: 44.959 > 0.109
iter: 1188 | bound: 10 | nc: 39 | ncall: 37054 | eff(%): 3.206 | loglstar: -inf < -67.577 < inf | logz: -81.824 +/- 0.363 | dlogz: 44.825 > 0.109
iter: 1189 | bound: 10 | nc: 39 | ncall: 37093 | eff(%): 3.205 | loglstar: -inf < -67.465 < inf | logz: -81.712 +/- 0.363 | dlogz: 44.700 > 0.109
iter: 1190 | bound: 10 | nc: 39 | ncall: 37132 | eff(%): 3.205 | loglstar: -inf < -67.465 < inf | logz: -81.607 +/- 0.363 | dlogz: 44.578 > 0.109
iter: 1191 | bound: 10 | nc: 39 | ncall: 37171 | eff(%): 3.204 | loglstar: -inf < -67.265 < inf | logz: -81.503 +/- 0.363 | dlogz: 44.463 > 0.109
iter: 1192 | bound: 10 | nc: 39 | ncall: 37210 | eff(%): 3.203 | loglstar: -inf < -67.132 < inf | logz: -81.394 +/- 0.363 | dlogz: 44.349 > 0.109
iter: 1193 | bound: 10 | nc: 39 | ncall: 37249 | eff(%): 3.203 | loglstar: -inf < -67.122 < inf | logz: -81.290 +/- 0.363 | dlogz: 44.230 > 0.109
iter: 1194 | bound: 10 | nc: 39 | ncall: 37288 | eff(%): 3.202 | loglstar: -inf < -66.931 < inf | logz: -81.187 +/- 0.363 | dlogz: 46.712 > 0.109
iter: 1195 | bound: 10 | nc: 39 | ncall: 37327 | eff(%): 3.201 | loglstar: -inf < -66.803 < inf | logz: -81.079 +/- 0.363 | dlogz: 46.599 > 0.109
iter: 1196 | bound: 10 | nc: 39 | ncall: 37366 | eff(%): 3.201 | loglstar: -inf < -66.733 < inf | logz: -80.974 +/- 0.363 | dlogz: 46.482 > 0.109
iter: 1197 | bound: 10 | nc: 39 | ncall: 37405 | eff(%): 3.200 | loglstar: -inf < -66.699 < inf | logz: -80.874 +/- 0.363 | dlogz: 46.366 > 0.109
iter: 1198 | bound: 10 | nc: 39 | ncall: 37444 | eff(%): 3.199 | loglstar: -inf < -66.685 < inf | logz: -80.783 +/- 0.363 | dlogz: 46.257 > 0.109
iter: 1199 | bound: 10 | nc: 39 | ncall: 37483 | eff(%): 3.199 | loglstar: -inf < -66.455 < inf | logz: -80.689 +/- 0.363 | dlogz: 46.155 > 0.109
iter: 1200 | bound: 10 | nc: 39 | ncall: 37522 | eff(%): 3.198 | loglstar: -inf < -66.370 < inf | logz: -80.591 +/- 0.363 | dlogz: 46.051 > 0.109
iter: 1201 | bound: 10 | nc: 39 | ncall: 37561 | eff(%): 3.197 | loglstar: -inf < -66.229 < inf | logz: -80.492 +/- 0.363 | dlogz: 45.943 > 0.109
iter: 1202 | bound: 10 | nc: 39 | ncall: 37600 | eff(%): 3.197 | loglstar: -inf < -66.169 < inf | logz: -80.394 +/- 0.363 | dlogz: 45.834 > 0.109
iter: 1203 | bound: 10 | nc: 39 | ncall: 37639 | eff(%): 3.196 | loglstar: -inf < -66.045 < inf | logz: -80.297 +/- 0.363 | dlogz: 45.726 > 0.109
iter: 1204 | bound: 10 | nc: 39 | ncall: 37678 | eff(%): 3.195 | loglstar: -inf < -65.909 < inf | logz: -80.198 +/- 0.363 | dlogz: 45.620 > 0.109
iter: 1205 | bound: 10 | nc: 39 | ncall: 37717 | eff(%): 3.195 | loglstar: -inf < -65.705 < inf | logz: -80.093 +/- 0.363 | dlogz: 45.511 > 0.109
iter: 1206 | bound: 10 | nc: 39 | ncall: 37756 | eff(%): 3.194 | loglstar: -inf < -65.265 < inf | logz: -79.963 +/- 0.363 | dlogz: 45.396 > 0.109
iter: 1207 | bound: 10 | nc: 39 | ncall: 37795 | eff(%): 3.194 | loglstar: -inf < -65.249 < inf | logz: -79.825 +/- 0.364 | dlogz: 45.256 > 0.109
iter: 1208 | bound: 10 | nc: 39 | ncall: 37834 | eff(%): 3.193 | loglstar: -inf < -65.093 < inf | logz: -79.695 +/- 0.364 | dlogz: 45.108 > 0.109
iter: 1209 | bound: 10 | nc: 39 | ncall: 37873 | eff(%): 3.192 | loglstar: -inf < -65.073 < inf | logz: -79.571 +/- 0.365 | dlogz: 44.968 > 0.109
iter: 1210 | bound: 10 | nc: 39 | ncall: 37912 | eff(%): 3.192 | loglstar: -inf < -64.992 < inf | logz: -79.456 +/- 0.365 | dlogz: 44.834 > 0.109
iter: 1211 | bound: 10 | nc: 39 | ncall: 37951 | eff(%): 3.191 | loglstar: -inf < -64.679 < inf | logz: -79.332 +/- 0.365 | dlogz: 44.709 > 0.109
iter: 1212 | bound: 10 | nc: 39 | ncall: 37990 | eff(%): 3.190 | loglstar: -inf < -64.585 < inf | logz: -79.201 +/- 0.366 | dlogz: 44.575 > 0.109
iter: 1213 | bound: 10 | nc: 39 | ncall: 38029 | eff(%): 3.190 | loglstar: -inf < -64.558 < inf | logz: -79.079 +/- 0.366 | dlogz: 44.434 > 0.109
iter: 1214 | bound: 10 | nc: 39 | ncall: 38068 | eff(%): 3.189 | loglstar: -inf < -64.437 < inf | logz: -78.964 +/- 0.366 | dlogz: 44.302 > 0.109
iter: 1215 | bound: 10 | nc: 39 | ncall: 38107 | eff(%): 3.188 | loglstar: -inf < -64.371 < inf | logz: -78.852 +/- 0.366 | dlogz: 44.177 > 0.109
iter: 1216 | bound: 10 | nc: 39 | ncall: 38146 | eff(%): 3.188 | loglstar: -inf < -64.213 < inf | logz: -78.741 +/- 0.366 | dlogz: 44.056 > 0.109
iter: 1217 | bound: 10 | nc: 39 | ncall: 38185 | eff(%): 3.187 | loglstar: -inf < -64.078 < inf | logz: -78.628 +/- 0.366 | dlogz: 43.935 > 0.109
iter: 1218 | bound: 10 | nc: 39 | ncall: 38224 | eff(%): 3.186 | loglstar: -inf < -63.633 < inf | logz: -78.492 +/- 0.367 | dlogz: 43.811 > 0.109
iter: 1219 | bound: 10 | nc: 39 | ncall: 38263 | eff(%): 3.186 | loglstar: -inf < -63.484 < inf | logz: -78.339 +/- 0.367 | dlogz: 43.666 > 0.109
iter: 1220 | bound: 10 | nc: 39 | ncall: 38302 | eff(%): 3.185 | loglstar: -inf < -63.387 < inf | logz: -78.192 +/- 0.368 | dlogz: 43.503 > 0.109
iter: 1221 | bound: 10 | nc: 39 | ncall: 38341 | eff(%): 3.185 | loglstar: -inf < -63.333 < inf | logz: -78.056 +/- 0.368 | dlogz: 43.346 > 0.109
iter: 1222 | bound: 10 | nc: 39 | ncall: 38380 | eff(%): 3.184 | loglstar: -inf < -63.233 < inf | logz: -77.928 +/- 0.368 | dlogz: 43.199 > 0.109
iter: 1223 | bound: 10 | nc: 39 | ncall: 38419 | eff(%): 3.183 | loglstar: -inf < -63.019 < inf | logz: -77.797 +/- 0.368 | dlogz: 43.061 > 0.109
iter: 1224 | bound: 10 | nc: 39 | ncall: 38458 | eff(%): 3.183 | loglstar: -inf < -63.001 < inf | logz: -77.670 +/- 0.368 | dlogz: 42.921 > 0.109
iter: 1225 | bound: 10 | nc: 39 | ncall: 38497 | eff(%): 3.182 | loglstar: -inf < -62.990 < inf | logz: -77.557 +/- 0.368 | dlogz: 42.784 > 0.109
iter: 1226 | bound: 10 | nc: 39 | ncall: 38536 | eff(%): 3.181 | loglstar: -inf < -62.976 < inf | logz: -77.455 +/- 0.368 | dlogz: 42.661 > 0.109
iter: 1227 | bound: 10 | nc: 39 | ncall: 38575 | eff(%): 3.181 | loglstar: -inf < -62.886 < inf | logz: -77.358 +/- 0.368 | dlogz: 42.549 > 0.109
iter: 1228 | bound: 10 | nc: 39 | ncall: 38614 | eff(%): 3.180 | loglstar: -inf < -62.877 < inf | logz: -77.267 +/- 0.368 | dlogz: 42.442 > 0.109
iter: 1229 | bound: 10 | nc: 39 | ncall: 38653 | eff(%): 3.180 | loglstar: -inf < -62.854 < inf | logz: -77.183 +/- 0.368 | dlogz: 42.341 > 0.109
iter: 1230 | bound: 10 | nc: 39 | ncall: 38692 | eff(%): 3.179 | loglstar: -inf < -62.719 < inf | logz: -77.100 +/- 0.367 | dlogz: 42.247 > 0.109
iter: 1231 | bound: 10 | nc: 39 | ncall: 38731 | eff(%): 3.178 | loglstar: -inf < -62.585 < inf | logz: -77.014 +/- 0.367 | dlogz: 42.154 > 0.109
iter: 1232 | bound: 10 | nc: 39 | ncall: 38770 | eff(%): 3.178 | loglstar: -inf < -62.583 < inf | logz: -76.930 +/- 0.367 | dlogz: 42.058 > 0.109
iter: 1233 | bound: 10 | nc: 39 | ncall: 38809 | eff(%): 3.177 | loglstar: -inf < -62.370 < inf | logz: -76.844 +/- 0.367 | dlogz: 41.964 > 0.109
iter: 1234 | bound: 10 | nc: 39 | ncall: 38848 | eff(%): 3.176 | loglstar: -inf < -62.145 < inf | logz: -76.748 +/- 0.367 | dlogz: 41.869 > 0.109
iter: 1235 | bound: 10 | nc: 39 | ncall: 38887 | eff(%): 3.176 | loglstar: -inf < -61.923 < inf | logz: -76.641 +/- 0.367 | dlogz: 41.762 > 0.109
iter: 1236 | bound: 10 | nc: 39 | ncall: 38926 | eff(%): 3.175 | loglstar: -inf < -61.849 < inf | logz: -76.530 +/- 0.367 | dlogz: 41.645 > 0.109
iter: 1237 | bound: 10 | nc: 39 | ncall: 38965 | eff(%): 3.175 | loglstar: -inf < -61.843 < inf | logz: -76.428 +/- 0.367 | dlogz: 41.525 > 0.109
iter: 1238 | bound: 10 | nc: 39 | ncall: 39004 | eff(%): 3.174 | loglstar: -inf < -61.680 < inf | logz: -76.329 +/- 0.367 | dlogz: 41.413 > 0.109
iter: 1239 | bound: 10 | nc: 39 | ncall: 39043 | eff(%): 3.173 | loglstar: -inf < -61.444 < inf | logz: -76.220 +/- 0.368 | dlogz: 41.303 > 0.109
iter: 1240 | bound: 10 | nc: 39 | ncall: 39082 | eff(%): 3.173 | loglstar: -inf < -61.370 < inf | logz: -76.108 +/- 0.368 | dlogz: 41.184 > 0.109
iter: 1241 | bound: 10 | nc: 39 | ncall: 39121 | eff(%): 3.172 | loglstar: -inf < -61.158 < inf | logz: -75.993 +/- 0.368 | dlogz: 41.062 > 0.109
iter: 1242 | bound: 10 | nc: 39 | ncall: 39160 | eff(%): 3.172 | loglstar: -inf < -61.033 < inf | logz: -75.873 +/- 0.368 | dlogz: 40.937 > 0.109
iter: 1243 | bound: 10 | nc: 39 | ncall: 39199 | eff(%): 3.171 | loglstar: -inf < -61.009 < inf | logz: -75.760 +/- 0.369 | dlogz: 40.808 > 0.109
iter: 1244 | bound: 10 | nc: 39 | ncall: 39238 | eff(%): 3.170 | loglstar: -inf < -60.911 < inf | logz: -75.654 +/- 0.369 | dlogz: 40.685 > 0.109
iter: 1245 | bound: 10 | nc: 39 | ncall: 39277 | eff(%): 3.170 | loglstar: -inf < -60.782 < inf | logz: -75.547 +/- 0.369 | dlogz: 40.568 > 0.109
iter: 1246 | bound: 10 | nc: 39 | ncall: 39316 | eff(%): 3.169 | loglstar: -inf < -60.099 < inf | logz: -75.400 +/- 0.370 | dlogz: 40.452 > 0.109
iter: 1247 | bound: 10 | nc: 39 | ncall: 39355 | eff(%): 3.169 | loglstar: -inf < -59.953 < inf | logz: -75.222 +/- 0.371 | dlogz: 40.295 > 0.109
iter: 1248 | bound: 10 | nc: 39 | ncall: 39394 | eff(%): 3.168 | loglstar: -inf < -59.873 < inf | logz: -75.057 +/- 0.372 | dlogz: 40.107 > 0.109
iter: 1249 | bound: 10 | nc: 39 | ncall: 39433 | eff(%): 3.167 | loglstar: -inf < -59.542 < inf | logz: -74.885 +/- 0.373 | dlogz: 39.932 > 0.109
iter: 1250 | bound: 10 | nc: 39 | ncall: 39472 | eff(%): 3.167 | loglstar: -inf < -59.367 < inf | logz: -74.703 +/- 0.373 | dlogz: 39.750 > 0.109
iter: 1251 | bound: 10 | nc: 39 | ncall: 39511 | eff(%): 3.166 | loglstar: -inf < -59.283 < inf | logz: -74.531 +/- 0.374 | dlogz: 39.558 > 0.109
iter: 1252 | bound: 10 | nc: 39 | ncall: 39550 | eff(%): 3.166 | loglstar: -inf < -59.262 < inf | logz: -74.379 +/- 0.374 | dlogz: 39.376 > 0.109
iter: 1253 | bound: 10 | nc: 39 | ncall: 39589 | eff(%): 3.165 | loglstar: -inf < -59.082 < inf | logz: -74.235 +/- 0.374 | dlogz: 39.214 > 0.109
iter: 1254 | bound: 10 | nc: 39 | ncall: 39628 | eff(%): 3.164 | loglstar: -inf < -58.918 < inf | logz: -74.088 +/- 0.374 | dlogz: 39.060 > 0.109
iter: 1255 | bound: 10 | nc: 39 | ncall: 39667 | eff(%): 3.164 | loglstar: -inf < -58.840 < inf | logz: -73.947 +/- 0.374 | dlogz: 38.903 > 0.109
iter: 1256 | bound: 10 | nc: 39 | ncall: 39706 | eff(%): 3.163 | loglstar: -inf < -58.782 < inf | logz: -73.816 +/- 0.374 | dlogz: 38.752 > 0.109
iter: 1257 | bound: 10 | nc: 39 | ncall: 39745 | eff(%): 3.163 | loglstar: -inf < -58.503 < inf | logz: -73.681 +/- 0.374 | dlogz: 38.611 > 0.109
iter: 1258 | bound: 10 | nc: 39 | ncall: 39784 | eff(%): 3.162 | loglstar: -inf < -58.358 < inf | logz: -73.537 +/- 0.375 | dlogz: 38.466 > 0.109
iter: 1259 | bound: 10 | nc: 39 | ncall: 39823 | eff(%): 3.161 | loglstar: -inf < -57.946 < inf | logz: -73.374 +/- 0.375 | dlogz: 38.313 > 0.109
iter: 1260 | bound: 10 | nc: 39 | ncall: 39862 | eff(%): 3.161 | loglstar: -inf < -57.882 < inf | logz: -73.203 +/- 0.376 | dlogz: 38.139 > 0.109
iter: 1261 | bound: 10 | nc: 39 | ncall: 39901 | eff(%): 3.160 | loglstar: -inf < -57.582 < inf | logz: -73.031 +/- 0.376 | dlogz: 37.959 > 0.109
iter: 1262 | bound: 10 | nc: 39 | ncall: 39940 | eff(%): 3.160 | loglstar: -inf < -57.580 < inf | logz: -72.866 +/- 0.376 | dlogz: 37.777 > 0.109
iter: 1263 | bound: 10 | nc: 39 | ncall: 39979 | eff(%): 3.159 | loglstar: -inf < -57.454 < inf | logz: -72.716 +/- 0.376 | dlogz: 37.601 > 0.109
iter: 1264 | bound: 10 | nc: 39 | ncall: 40018 | eff(%): 3.159 | loglstar: -inf < -57.451 < inf | logz: -72.579 +/- 0.376 | dlogz: 37.442 > 0.109
iter: 1265 | bound: 10 | nc: 39 | ncall: 40057 | eff(%): 3.158 | loglstar: -inf < -57.410 < inf | logz: -72.458 +/- 0.376 | dlogz: 37.295 > 0.109
iter: 1266 | bound: 10 | nc: 39 | ncall: 40096 | eff(%): 3.157 | loglstar: -inf < -57.319 < inf | logz: -72.343 +/- 0.376 | dlogz: 37.163 > 0.109
iter: 1267 | bound: 10 | nc: 39 | ncall: 40135 | eff(%): 3.157 | loglstar: -inf < -57.029 < inf | logz: -72.220 +/- 0.376 | dlogz: 37.039 > 0.109
iter: 1268 | bound: 10 | nc: 39 | ncall: 40174 | eff(%): 3.156 | loglstar: -inf < -56.964 < inf | logz: -72.093 +/- 0.376 | dlogz: 36.906 > 0.109
iter: 1269 | bound: 10 | nc: 39 | ncall: 40213 | eff(%): 3.156 | loglstar: -inf < -56.907 < inf | logz: -71.975 +/- 0.375 | dlogz: 36.769 > 0.109
iter: 1270 | bound: 10 | nc: 39 | ncall: 40252 | eff(%): 3.155 | loglstar: -inf < -56.781 < inf | logz: -71.861 +/- 0.375 | dlogz: 36.641 > 0.109
iter: 1271 | bound: 10 | nc: 39 | ncall: 40291 | eff(%): 3.155 | loglstar: -inf < -56.694 < inf | logz: -71.748 +/- 0.375 | dlogz: 36.517 > 0.109
iter: 1272 | bound: 11 | nc: 39 | ncall: 40330 | eff(%): 3.154 | loglstar: -inf < -56.676 < inf | logz: -71.643 +/- 0.375 | dlogz: 36.394 > 0.109
iter: 1273 | bound: 11 | nc: 39 | ncall: 40369 | eff(%): 3.153 | loglstar: -inf < -56.652 < inf | logz: -71.547 +/- 0.375 | dlogz: 36.279 > 0.109
iter: 1274 | bound: 11 | nc: 39 | ncall: 40408 | eff(%): 3.153 | loglstar: -inf < -56.532 < inf | logz: -71.454 +/- 0.374 | dlogz: 36.173 > 0.109
iter: 1275 | bound: 11 | nc: 39 | ncall: 40447 | eff(%): 3.152 | loglstar: -inf < -56.381 < inf | logz: -71.358 +/- 0.374 | dlogz: 36.070 > 0.109
iter: 1276 | bound: 11 | nc: 39 | ncall: 40486 | eff(%): 3.152 | loglstar: -inf < -56.354 < inf | logz: -71.264 +/- 0.374 | dlogz: 35.964 > 0.109
iter: 1277 | bound: 11 | nc: 39 | ncall: 40525 | eff(%): 3.151 | loglstar: -inf < -56.287 < inf | logz: -71.174 +/- 0.374 | dlogz: 35.860 > 0.109
iter: 1278 | bound: 11 | nc: 39 | ncall: 40564 | eff(%): 3.151 | loglstar: -inf < -56.125 < inf | logz: -71.083 +/- 0.374 | dlogz: 35.760 > 0.109
iter: 1279 | bound: 11 | nc: 39 | ncall: 40603 | eff(%): 3.150 | loglstar: -inf < -55.860 < inf | logz: -70.981 +/- 0.374 | dlogz: 35.660 > 0.109
iter: 1280 | bound: 11 | nc: 39 | ncall: 40642 | eff(%): 3.149 | loglstar: -inf < -55.828 < inf | logz: -70.877 +/- 0.374 | dlogz: 35.548 > 0.109
iter: 1281 | bound: 11 | nc: 39 | ncall: 40681 | eff(%): 3.149 | loglstar: -inf < -55.772 < inf | logz: -70.779 +/- 0.374 | dlogz: 35.433 > 0.109
iter: 1282 | bound: 11 | nc: 39 | ncall: 40720 | eff(%): 3.148 | loglstar: -inf < -55.728 < inf | logz: -70.687 +/- 0.374 | dlogz: 35.326 > 0.109
iter: 1283 | bound: 11 | nc: 39 | ncall: 40759 | eff(%): 3.148 | loglstar: -inf < -55.632 < inf | logz: -70.597 +/- 0.374 | dlogz: 35.223 > 0.109
iter: 1284 | bound: 11 | nc: 39 | ncall: 40798 | eff(%): 3.147 | loglstar: -inf < -55.485 < inf | logz: -70.505 +/- 0.374 | dlogz: 35.123 > 0.109
iter: 1285 | bound: 11 | nc: 39 | ncall: 40837 | eff(%): 3.147 | loglstar: -inf < -55.422 < inf | logz: -70.413 +/- 0.374 | dlogz: 35.022 > 0.109
iter: 1286 | bound: 11 | nc: 39 | ncall: 40876 | eff(%): 3.146 | loglstar: -inf < -55.352 < inf | logz: -70.324 +/- 0.373 | dlogz: 34.920 > 0.109
iter: 1287 | bound: 11 | nc: 39 | ncall: 40915 | eff(%): 3.146 | loglstar: -inf < -55.239 < inf | logz: -70.236 +/- 0.373 | dlogz: 34.821 > 0.109
iter: 1288 | bound: 11 | nc: 39 | ncall: 40954 | eff(%): 3.145 | loglstar: -inf < -55.214 < inf | logz: -70.150 +/- 0.373 | dlogz: 34.723 > 0.109
iter: 1289 | bound: 11 | nc: 39 | ncall: 40993 | eff(%): 3.144 | loglstar: -inf < -55.154 < inf | logz: -70.069 +/- 0.373 | dlogz: 34.627 > 0.109
iter: 1290 | bound: 11 | nc: 39 | ncall: 41032 | eff(%): 3.144 | loglstar: -inf < -55.101 < inf | logz: -69.990 +/- 0.373 | dlogz: 34.536 > 0.109
iter: 1291 | bound: 11 | nc: 39 | ncall: 41071 | eff(%): 3.143 | loglstar: -inf < -54.873 < inf | logz: -69.907 +/- 0.373 | dlogz: 34.447 > 0.109
iter: 1292 | bound: 11 | nc: 39 | ncall: 41110 | eff(%): 3.143 | loglstar: -inf < -54.800 < inf | logz: -69.819 +/- 0.373 | dlogz: 34.354 > 0.109
iter: 1293 | bound: 11 | nc: 39 | ncall: 41149 | eff(%): 3.142 | loglstar: -inf < -54.630 < inf | logz: -69.729 +/- 0.373 | dlogz: 34.256 > 0.109
iter: 1294 | bound: 11 | nc: 39 | ncall: 41188 | eff(%): 3.142 | loglstar: -inf < -54.237 < inf | logz: -69.621 +/- 0.374 | dlogz: 34.156 > 0.109
iter: 1295 | bound: 11 | nc: 39 | ncall: 41227 | eff(%): 3.141 | loglstar: -inf < -54.202 < inf | logz: -69.504 +/- 0.374 | dlogz: 34.038 > 0.109
iter: 1296 | bound: 11 | nc: 39 | ncall: 41266 | eff(%): 3.141 | loglstar: -inf < -54.188 < inf | logz: -69.399 +/- 0.374 | dlogz: 33.912 > 0.109
iter: 1297 | bound: 11 | nc: 39 | ncall: 41305 | eff(%): 3.140 | loglstar: -inf < -53.979 < inf | logz: -69.293 +/- 0.375 | dlogz: 33.796 > 0.109
iter: 1298 | bound: 11 | nc: 39 | ncall: 41344 | eff(%): 3.140 | loglstar: -inf < -53.817 < inf | logz: -69.180 +/- 0.375 | dlogz: 33.680 > 0.109
iter: 1299 | bound: 11 | nc: 39 | ncall: 41383 | eff(%): 3.139 | loglstar: -inf < -53.648 < inf | logz: -69.062 +/- 0.375 | dlogz: 33.557 > 0.109
iter: 1300 | bound: 11 | nc: 39 | ncall: 41422 | eff(%): 3.138 | loglstar: -inf < -53.584 < inf | logz: -68.946 +/- 0.376 | dlogz: 33.430 > 0.109
iter: 1301 | bound: 11 | nc: 39 | ncall: 41461 | eff(%): 3.138 | loglstar: -inf < -53.530 < inf | logz: -68.837 +/- 0.376 | dlogz: 33.304 > 0.109
iter: 1302 | bound: 11 | nc: 39 | ncall: 41500 | eff(%): 3.137 | loglstar: -inf < -53.477 < inf | logz: -68.735 +/- 0.376 | dlogz: 33.185 > 0.109
iter: 1303 | bound: 11 | nc: 39 | ncall: 41539 | eff(%): 3.137 | loglstar: -inf < -53.441 < inf | logz: -68.639 +/- 0.376 | dlogz: 33.073 > 0.109
iter: 1304 | bound: 11 | nc: 39 | ncall: 41578 | eff(%): 3.136 | loglstar: -inf < -53.371 < inf | logz: -68.548 +/- 0.376 | dlogz: 32.967 > 0.109
iter: 1305 | bound: 11 | nc: 39 | ncall: 41617 | eff(%): 3.136 | loglstar: -inf < -53.351 < inf | logz: -68.461 +/- 0.376 | dlogz: 32.865 > 0.109
iter: 1306 | bound: 11 | nc: 39 | ncall: 41656 | eff(%): 3.135 | loglstar: -inf < -53.290 < inf | logz: -68.379 +/- 0.376 | dlogz: 32.769 > 0.109
iter: 1307 | bound: 11 | nc: 39 | ncall: 41695 | eff(%): 3.135 | loglstar: -inf < -53.167 < inf | logz: -68.297 +/- 0.376 | dlogz: 32.677 > 0.109
iter: 1308 | bound: 11 | nc: 39 | ncall: 41734 | eff(%): 3.134 | loglstar: -inf < -52.999 < inf | logz: -68.211 +/- 0.376 | dlogz: 32.585 > 0.109
iter: 1309 | bound: 11 | nc: 39 | ncall: 41773 | eff(%): 3.134 | loglstar: -inf < -52.985 < inf | logz: -68.125 +/- 0.376 | dlogz: 32.489 > 0.109
iter: 1310 | bound: 11 | nc: 39 | ncall: 41812 | eff(%): 3.133 | loglstar: -inf < -52.983 < inf | logz: -68.046 +/- 0.375 | dlogz: 32.393 > 0.109
iter: 1311 | bound: 11 | nc: 39 | ncall: 41851 | eff(%): 3.133 | loglstar: -inf < -52.477 < inf | logz: -67.951 +/- 0.376 | dlogz: 32.304 > 0.109
iter: 1312 | bound: 11 | nc: 39 | ncall: 41890 | eff(%): 3.132 | loglstar: -inf < -52.435 < inf | logz: -67.843 +/- 0.376 | dlogz: 32.199 > 0.109
iter: 1313 | bound: 11 | nc: 39 | ncall: 41929 | eff(%): 3.131 | loglstar: -inf < -52.196 < inf | logz: -67.731 +/- 0.376 | dlogz: 32.081 > 0.109
iter: 1314 | bound: 11 | nc: 39 | ncall: 41968 | eff(%): 3.131 | loglstar: -inf < -52.174 < inf | logz: -67.619 +/- 0.377 | dlogz: 31.959 > 0.109
iter: 1315 | bound: 11 | nc: 39 | ncall: 42007 | eff(%): 3.130 | loglstar: -inf < -52.171 < inf | logz: -67.519 +/- 0.377 | dlogz: 31.838 > 0.109
iter: 1316 | bound: 11 | nc: 39 | ncall: 42046 | eff(%): 3.130 | loglstar: -inf < -52.033 < inf | logz: -67.422 +/- 0.377 | dlogz: 31.727 > 0.109
iter: 1317 | bound: 11 | nc: 39 | ncall: 42085 | eff(%): 3.129 | loglstar: -inf < -51.943 < inf | logz: -67.324 +/- 0.377 | dlogz: 31.620 > 0.109
iter: 1318 | bound: 11 | nc: 39 | ncall: 42124 | eff(%): 3.129 | loglstar: -inf < -51.774 < inf | logz: -67.224 +/- 0.377 | dlogz: 31.512 > 0.109
iter: 1319 | bound: 11 | nc: 39 | ncall: 42163 | eff(%): 3.128 | loglstar: -inf < -51.770 < inf | logz: -67.126 +/- 0.377 | dlogz: 31.402 > 0.109
iter: 1320 | bound: 11 | nc: 39 | ncall: 42202 | eff(%): 3.128 | loglstar: -inf < -51.611 < inf | logz: -67.031 +/- 0.377 | dlogz: 31.295 > 0.109
iter: 1321 | bound: 11 | nc: 39 | ncall: 42241 | eff(%): 3.127 | loglstar: -inf < -51.552 < inf | logz: -66.936 +/- 0.378 | dlogz: 31.190 > 0.109
iter: 1322 | bound: 11 | nc: 39 | ncall: 42280 | eff(%): 3.127 | loglstar: -inf < -51.481 < inf | logz: -66.844 +/- 0.378 | dlogz: 31.084 > 0.109
iter: 1323 | bound: 11 | nc: 39 | ncall: 42319 | eff(%): 3.126 | loglstar: -inf < -51.479 < inf | logz: -66.757 +/- 0.378 | dlogz: 30.982 > 0.109
iter: 1324 | bound: 11 | nc: 39 | ncall: 42358 | eff(%): 3.126 | loglstar: -inf < -51.446 < inf | logz: -66.677 +/- 0.377 | dlogz: 30.886 > 0.109
iter: 1325 | bound: 11 | nc: 39 | ncall: 42397 | eff(%): 3.125 | loglstar: -inf < -51.203 < inf | logz: -66.593 +/- 0.377 | dlogz: 30.796 > 0.109
iter: 1326 | bound: 11 | nc: 39 | ncall: 42436 | eff(%): 3.125 | loglstar: -inf < -50.874 < inf | logz: -66.491 +/- 0.378 | dlogz: 30.702 > 0.109
iter: 1327 | bound: 11 | nc: 39 | ncall: 42475 | eff(%): 3.124 | loglstar: -inf < -50.852 < inf | logz: -66.384 +/- 0.378 | dlogz: 30.590 > 0.109
iter: 1328 | bound: 11 | nc: 39 | ncall: 42514 | eff(%): 3.124 | loglstar: -inf < -50.583 < inf | logz: -66.274 +/- 0.378 | dlogz: 30.473 > 0.109
iter: 1329 | bound: 11 | nc: 39 | ncall: 42553 | eff(%): 3.123 | loglstar: -inf < -50.544 < inf | logz: -66.160 +/- 0.379 | dlogz: 30.353 > 0.109
iter: 1330 | bound: 11 | nc: 39 | ncall: 42592 | eff(%): 3.123 | loglstar: -inf < -50.516 < inf | logz: -66.056 +/- 0.379 | dlogz: 30.229 > 0.109
iter: 1331 | bound: 11 | nc: 39 | ncall: 42631 | eff(%): 3.122 | loglstar: -inf < -50.513 < inf | logz: -65.962 +/- 0.379 | dlogz: 30.115 > 0.109
iter: 1332 | bound: 11 | nc: 39 | ncall: 42670 | eff(%): 3.122 | loglstar: -inf < -50.462 < inf | logz: -65.874 +/- 0.379 | dlogz: 30.011 > 0.109
iter: 1333 | bound: 11 | nc: 39 | ncall: 42709 | eff(%): 3.121 | loglstar: -inf < -50.424 < inf | logz: -65.790 +/- 0.379 | dlogz: 29.913 > 0.109
iter: 1334 | bound: 11 | nc: 39 | ncall: 42748 | eff(%): 3.121 | loglstar: -inf < -50.317 < inf | logz: -65.708 +/- 0.379 | dlogz: 29.819 > 0.109
iter: 1335 | bound: 11 | nc: 39 | ncall: 42787 | eff(%): 3.120 | loglstar: -inf < -50.271 < inf | logz: -65.627 +/- 0.379 | dlogz: 29.727 > 0.109
iter: 1336 | bound: 11 | nc: 39 | ncall: 42826 | eff(%): 3.120 | loglstar: -inf < -50.073 < inf | logz: -65.544 +/- 0.379 | dlogz: 29.636 > 0.109
iter: 1337 | bound: 11 | nc: 39 | ncall: 42865 | eff(%): 3.119 | loglstar: -inf < -50.057 < inf | logz: -65.459 +/- 0.379 | dlogz: 29.543 > 0.109
iter: 1338 | bound: 11 | nc: 39 | ncall: 42904 | eff(%): 3.119 | loglstar: -inf < -49.891 < inf | logz: -65.375 +/- 0.379 | dlogz: 29.449 > 0.109
iter: 1339 | bound: 11 | nc: 39 | ncall: 42943 | eff(%): 3.118 | loglstar: -inf < -49.549 < inf | logz: -65.276 +/- 0.379 | dlogz: 29.355 > 0.109
iter: 1340 | bound: 11 | nc: 39 | ncall: 42982 | eff(%): 3.118 | loglstar: -inf < -49.218 < inf | logz: -65.153 +/- 0.380 | dlogz: 29.245 > 0.109
iter: 1341 | bound: 11 | nc: 39 | ncall: 43021 | eff(%): 3.117 | loglstar: -inf < -49.039 < inf | logz: -65.016 +/- 0.380 | dlogz: 29.112 > 0.109
iter: 1342 | bound: 11 | nc: 39 | ncall: 43060 | eff(%): 3.117 | loglstar: -inf < -48.508 < inf | logz: -64.846 +/- 0.382 | dlogz: 28.966 > 0.109
iter: 1343 | bound: 11 | nc: 39 | ncall: 43099 | eff(%): 3.116 | loglstar: -inf < -48.399 < inf | logz: -64.658 +/- 0.383 | dlogz: 28.785 > 0.109
iter: 1344 | bound: 11 | nc: 39 | ncall: 43138 | eff(%): 3.116 | loglstar: -inf < -48.190 < inf | logz: -64.476 +/- 0.384 | dlogz: 28.588 > 0.109
iter: 1345 | bound: 11 | nc: 39 | ncall: 43177 | eff(%): 3.115 | loglstar: -inf < -48.170 < inf | logz: -64.307 +/- 0.385 | dlogz: 28.396 > 0.109
iter: 1346 | bound: 11 | nc: 39 | ncall: 43216 | eff(%): 3.115 | loglstar: -inf < -48.019 < inf | logz: -64.152 +/- 0.385 | dlogz: 28.217 > 0.109
iter: 1347 | bound: 11 | nc: 39 | ncall: 43255 | eff(%): 3.114 | loglstar: -inf < -47.958 < inf | logz: -64.005 +/- 0.386 | dlogz: 28.052 > 0.109
iter: 1348 | bound: 11 | nc: 39 | ncall: 43294 | eff(%): 3.114 | loglstar: -inf < -47.944 < inf | logz: -63.874 +/- 0.386 | dlogz: 27.895 > 0.109
iter: 1349 | bound: 11 | nc: 39 | ncall: 43333 | eff(%): 3.113 | loglstar: -inf < -47.825 < inf | logz: -63.752 +/- 0.386 | dlogz: 27.754 > 0.109
iter: 1350 | bound: 11 | nc: 39 | ncall: 43372 | eff(%): 3.113 | loglstar: -inf < -47.792 < inf | logz: -63.636 +/- 0.386 | dlogz: 27.622 > 0.109
iter: 1351 | bound: 11 | nc: 39 | ncall: 43411 | eff(%): 3.112 | loglstar: -inf < -47.765 < inf | logz: -63.530 +/- 0.385 | dlogz: 27.496 > 0.109
iter: 1352 | bound: 11 | nc: 39 | ncall: 43450 | eff(%): 3.112 | loglstar: -inf < -47.646 < inf | logz: -63.428 +/- 0.385 | dlogz: 27.380 > 0.109
iter: 1353 | bound: 11 | nc: 39 | ncall: 43489 | eff(%): 3.111 | loglstar: -inf < -47.505 < inf | logz: -63.325 +/- 0.385 | dlogz: 27.268 > 0.109
iter: 1354 | bound: 11 | nc: 39 | ncall: 43528 | eff(%): 3.111 | loglstar: -inf < -47.437 < inf | logz: -63.222 +/- 0.385 | dlogz: 27.155 > 0.109
iter: 1355 | bound: 11 | nc: 39 | ncall: 43567 | eff(%): 3.110 | loglstar: -inf < -47.404 < inf | logz: -63.125 +/- 0.385 | dlogz: 27.042 > 0.109
iter: 1356 | bound: 11 | nc: 39 | ncall: 43606 | eff(%): 3.110 | loglstar: -inf < -47.360 < inf | logz: -63.035 +/- 0.385 | dlogz: 26.936 > 0.109
iter: 1357 | bound: 11 | nc: 39 | ncall: 43645 | eff(%): 3.109 | loglstar: -inf < -47.234 < inf | logz: -62.945 +/- 0.384 | dlogz: 26.835 > 0.109
iter: 1358 | bound: 11 | nc: 39 | ncall: 43684 | eff(%): 3.109 | loglstar: -inf < -47.176 < inf | logz: -62.857 +/- 0.384 | dlogz: 26.736 > 0.109
iter: 1359 | bound: 11 | nc: 39 | ncall: 43723 | eff(%): 3.108 | loglstar: -inf < -47.170 < inf | logz: -62.774 +/- 0.384 | dlogz: 26.637 > 0.109
iter: 1360 | bound: 11 | nc: 39 | ncall: 43762 | eff(%): 3.108 | loglstar: -inf < -46.950 < inf | logz: -62.688 +/- 0.384 | dlogz: 26.544 > 0.109
iter: 1361 | bound: 11 | nc: 39 | ncall: 43801 | eff(%): 3.107 | loglstar: -inf < -46.939 < inf | logz: -62.602 +/- 0.384 | dlogz: 26.449 > 0.109
iter: 1362 | bound: 11 | nc: 39 | ncall: 43840 | eff(%): 3.107 | loglstar: -inf < -46.838 < inf | logz: -62.519 +/- 0.384 | dlogz: 26.352 > 0.109
iter: 1363 | bound: 11 | nc: 39 | ncall: 43879 | eff(%): 3.106 | loglstar: -inf < -46.379 < inf | logz: -62.417 +/- 0.384 | dlogz: 26.259 > 0.109
iter: 1364 | bound: 11 | nc: 39 | ncall: 43918 | eff(%): 3.106 | loglstar: -inf < -46.358 < inf | logz: -62.305 +/- 0.384 | dlogz: 26.147 > 0.109
iter: 1365 | bound: 11 | nc: 39 | ncall: 43957 | eff(%): 3.105 | loglstar: -inf < -46.319 < inf | logz: -62.202 +/- 0.384 | dlogz: 26.025 > 0.109
iter: 1366 | bound: 11 | nc: 39 | ncall: 43996 | eff(%): 3.105 | loglstar: -inf < -46.255 < inf | logz: -62.105 +/- 0.384 | dlogz: 25.913 > 0.109
iter: 1367 | bound: 11 | nc: 39 | ncall: 44035 | eff(%): 3.104 | loglstar: -inf < -45.978 < inf | logz: -62.001 +/- 0.384 | dlogz: 25.806 > 0.109
iter: 1368 | bound: 11 | nc: 39 | ncall: 44074 | eff(%): 3.104 | loglstar: -inf < -45.935 < inf | logz: -61.893 +/- 0.384 | dlogz: 25.692 > 0.109
iter: 1369 | bound: 11 | nc: 39 | ncall: 44113 | eff(%): 3.103 | loglstar: -inf < -45.841 < inf | logz: -61.790 +/- 0.385 | dlogz: 25.574 > 0.109
iter: 1370 | bound: 11 | nc: 39 | ncall: 44152 | eff(%): 3.103 | loglstar: -inf < -45.748 < inf | logz: -61.689 +/- 0.385 | dlogz: 25.461 > 0.109
iter: 1371 | bound: 11 | nc: 39 | ncall: 44191 | eff(%): 3.102 | loglstar: -inf < -45.687 < inf | logz: -61.591 +/- 0.385 | dlogz: 25.350 > 0.109
iter: 1372 | bound: 12 | nc: 39 | ncall: 44230 | eff(%): 3.102 | loglstar: -inf < -45.685 < inf | logz: -61.501 +/- 0.385 | dlogz: 25.243 > 0.109
iter: 1373 | bound: 12 | nc: 39 | ncall: 44269 | eff(%): 3.101 | loglstar: -inf < -45.617 < inf | logz: -61.415 +/- 0.385 | dlogz: 25.142 > 0.109
iter: 1374 | bound: 12 | nc: 39 | ncall: 44308 | eff(%): 3.101 | loglstar: -inf < -45.497 < inf | logz: -61.330 +/- 0.385 | dlogz: 25.046 > 0.109
iter: 1375 | bound: 12 | nc: 39 | ncall: 44347 | eff(%): 3.101 | loglstar: -inf < -45.480 < inf | logz: -61.247 +/- 0.384 | dlogz: 24.951 > 0.109
iter: 1376 | bound: 12 | nc: 39 | ncall: 44386 | eff(%): 3.100 | loglstar: -inf < -45.282 < inf | logz: -61.162 +/- 0.384 | dlogz: 24.858 > 0.109
iter: 1377 | bound: 12 | nc: 39 | ncall: 44425 | eff(%): 3.100 | loglstar: -inf < -45.212 < inf | logz: -61.075 +/- 0.384 | dlogz: 24.764 > 0.109
iter: 1378 | bound: 12 | nc: 39 | ncall: 44464 | eff(%): 3.099 | loglstar: -inf < -45.193 < inf | logz: -60.992 +/- 0.384 | dlogz: 24.666 > 0.109
iter: 1379 | bound: 12 | nc: 39 | ncall: 44503 | eff(%): 3.099 | loglstar: -inf < -45.171 < inf | logz: -60.914 +/- 0.384 | dlogz: 24.573 > 0.109
iter: 1380 | bound: 12 | nc: 39 | ncall: 44542 | eff(%): 3.098 | loglstar: -inf < -45.171 < inf | logz: -60.842 +/- 0.384 | dlogz: 24.486 > 0.109
iter: 1381 | bound: 12 | nc: 39 | ncall: 44581 | eff(%): 3.098 | loglstar: -inf < -45.124 < inf | logz: -60.774 +/- 0.384 | dlogz: 24.404 > 0.109
iter: 1382 | bound: 12 | nc: 39 | ncall: 44620 | eff(%): 3.097 | loglstar: -inf < -45.111 < inf | logz: -60.709 +/- 0.384 | dlogz: 24.326 > 0.109
iter: 1383 | bound: 12 | nc: 39 | ncall: 44659 | eff(%): 3.097 | loglstar: -inf < -45.074 < inf | logz: -60.647 +/- 0.384 | dlogz: 24.251 > 0.109
iter: 1384 | bound: 12 | nc: 39 | ncall: 44698 | eff(%): 3.096 | loglstar: -inf < -45.068 < inf | logz: -60.589 +/- 0.383 | dlogz: 24.179 > 0.109
iter: 1385 | bound: 12 | nc: 39 | ncall: 44737 | eff(%): 3.096 | loglstar: -inf < -44.944 < inf | logz: -60.530 +/- 0.383 | dlogz: 24.110 > 0.109
iter: 1386 | bound: 12 | nc: 39 | ncall: 44776 | eff(%): 3.095 | loglstar: -inf < -44.938 < inf | logz: -60.471 +/- 0.383 | dlogz: 24.041 > 0.109
iter: 1387 | bound: 12 | nc: 39 | ncall: 44815 | eff(%): 3.095 | loglstar: -inf < -44.887 < inf | logz: -60.415 +/- 0.383 | dlogz: 23.973 > 0.109
iter: 1388 | bound: 12 | nc: 39 | ncall: 44854 | eff(%): 3.094 | loglstar: -inf < -44.739 < inf | logz: -60.357 +/- 0.383 | dlogz: 23.907 > 0.109
iter: 1389 | bound: 12 | nc: 39 | ncall: 44893 | eff(%): 3.094 | loglstar: -inf < -44.724 < inf | logz: -60.298 +/- 0.383 | dlogz: 23.838 > 0.109
iter: 1390 | bound: 12 | nc: 39 | ncall: 44932 | eff(%): 3.094 | loglstar: -inf < -44.705 < inf | logz: -60.242 +/- 0.383 | dlogz: 23.770 > 0.109
iter: 1391 | bound: 12 | nc: 39 | ncall: 44971 | eff(%): 3.093 | loglstar: -inf < -44.568 < inf | logz: -60.185 +/- 0.383 | dlogz: 23.704 > 0.109
iter: 1392 | bound: 12 | nc: 39 | ncall: 45010 | eff(%): 3.093 | loglstar: -inf < -44.504 < inf | logz: -60.126 +/- 0.382 | dlogz: 23.637 > 0.109
iter: 1393 | bound: 12 | nc: 39 | ncall: 45049 | eff(%): 3.092 | loglstar: -inf < -44.348 < inf | logz: -60.065 +/- 0.382 | dlogz: 23.569 > 0.109
iter: 1394 | bound: 12 | nc: 39 | ncall: 45088 | eff(%): 3.092 | loglstar: -inf < -44.330 < inf | logz: -60.003 +/- 0.382 | dlogz: 23.497 > 0.109
iter: 1395 | bound: 12 | nc: 39 | ncall: 45127 | eff(%): 3.091 | loglstar: -inf < -44.329 < inf | logz: -59.945 +/- 0.382 | dlogz: 23.426 > 0.109
iter: 1396 | bound: 12 | nc: 39 | ncall: 45166 | eff(%): 3.091 | loglstar: -inf < -44.285 < inf | logz: -59.889 +/- 0.382 | dlogz: 23.357 > 0.109
iter: 1397 | bound: 12 | nc: 39 | ncall: 45205 | eff(%): 3.090 | loglstar: -inf < -44.178 < inf | logz: -59.833 +/- 0.382 | dlogz: 23.292 > 0.109
iter: 1398 | bound: 12 | nc: 39 | ncall: 45244 | eff(%): 3.090 | loglstar: -inf < -44.055 < inf | logz: -59.774 +/- 0.382 | dlogz: 23.225 > 0.109
iter: 1399 | bound: 12 | nc: 39 | ncall: 45283 | eff(%): 3.089 | loglstar: -inf < -44.022 < inf | logz: -59.714 +/- 0.382 | dlogz: 23.156 > 0.109
iter: 1400 | bound: 12 | nc: 39 | ncall: 45322 | eff(%): 3.089 | loglstar: -inf < -44.019 < inf | logz: -59.658 +/- 0.382 | dlogz: 23.087 > 0.109
iter: 1401 | bound: 12 | nc: 39 | ncall: 45361 | eff(%): 3.089 | loglstar: -inf < -43.992 < inf | logz: -59.604 +/- 0.382 | dlogz: 23.020 > 0.109
iter: 1402 | bound: 12 | nc: 39 | ncall: 45400 | eff(%): 3.088 | loglstar: -inf < -43.950 < inf | logz: -59.552 +/- 0.382 | dlogz: 22.957 > 0.109
iter: 1403 | bound: 12 | nc: 39 | ncall: 45439 | eff(%): 3.088 | loglstar: -inf < -43.837 < inf | logz: -59.499 +/- 0.382 | dlogz: 27.292 > 0.109
iter: 1404 | bound: 12 | nc: 39 | ncall: 45478 | eff(%): 3.087 | loglstar: -inf < -43.803 < inf | logz: -59.445 +/- 0.382 | dlogz: 27.229 > 0.109
iter: 1405 | bound: 12 | nc: 39 | ncall: 45517 | eff(%): 3.087 | loglstar: -inf < -43.765 < inf | logz: -59.393 +/- 0.382 | dlogz: 27.165 > 0.109
iter: 1406 | bound: 12 | nc: 39 | ncall: 45556 | eff(%): 3.086 | loglstar: -inf < -43.654 < inf | logz: -59.340 +/- 0.382 | dlogz: 27.103 > 0.109
iter: 1407 | bound: 12 | nc: 39 | ncall: 45595 | eff(%): 3.086 | loglstar: -inf < -43.602 < inf | logz: -59.286 +/- 0.382 | dlogz: 27.040 > 0.109
iter: 1408 | bound: 12 | nc: 39 | ncall: 45634 | eff(%): 3.085 | loglstar: -inf < -43.425 < inf | logz: -59.229 +/- 0.382 | dlogz: 26.977 > 0.109
iter: 1409 | bound: 12 | nc: 39 | ncall: 45673 | eff(%): 3.085 | loglstar: -inf < -43.350 < inf | logz: -59.169 +/- 0.382 | dlogz: 26.910 > 0.109
iter: 1410 | bound: 12 | nc: 39 | ncall: 45712 | eff(%): 3.085 | loglstar: -inf < -42.850 < inf | logz: -59.093 +/- 0.383 | dlogz: 26.840 > 0.109
iter: 1411 | bound: 12 | nc: 39 | ncall: 45751 | eff(%): 3.084 | loglstar: -inf < -42.803 < inf | logz: -59.005 +/- 0.383 | dlogz: 26.754 > 0.109
iter: 1412 | bound: 12 | nc: 39 | ncall: 45790 | eff(%): 3.084 | loglstar: -inf < -42.730 < inf | logz: -58.919 +/- 0.384 | dlogz: 26.656 > 0.109
iter: 1413 | bound: 12 | nc: 39 | ncall: 45829 | eff(%): 3.083 | loglstar: -inf < -42.655 < inf | logz: -58.836 +/- 0.384 | dlogz: 26.560 > 0.109
iter: 1414 | bound: 12 | nc: 39 | ncall: 45868 | eff(%): 3.083 | loglstar: -inf < -42.598 < inf | logz: -58.754 +/- 0.384 | dlogz: 26.467 > 0.109
iter: 1415 | bound: 12 | nc: 39 | ncall: 45907 | eff(%): 3.082 | loglstar: -inf < -42.516 < inf | logz: -58.674 +/- 0.385 | dlogz: 26.375 > 0.109
iter: 1416 | bound: 12 | nc: 39 | ncall: 45946 | eff(%): 3.082 | loglstar: -inf < -42.511 < inf | logz: -58.598 +/- 0.385 | dlogz: 26.286 > 0.109
iter: 1417 | bound: 13 | nc: 39 | ncall: 45985 | eff(%): 3.081 | loglstar: -inf < -42.418 < inf | logz: -58.524 +/- 0.385 | dlogz: 26.199 > 0.109
iter: 1418 | bound: 13 | nc: 39 | ncall: 46024 | eff(%): 3.081 | loglstar: -inf < -42.340 < inf | logz: -58.451 +/- 0.385 | dlogz: 26.116 > 0.109
iter: 1419 | bound: 13 | nc: 39 | ncall: 46063 | eff(%): 3.081 | loglstar: -inf < -42.259 < inf | logz: -58.377 +/- 0.385 | dlogz: 26.032 > 0.109
iter: 1420 | bound: 13 | nc: 39 | ncall: 46102 | eff(%): 3.080 | loglstar: -inf < -42.258 < inf | logz: -58.307 +/- 0.386 | dlogz: 25.949 > 0.109
iter: 1421 | bound: 13 | nc: 39 | ncall: 46141 | eff(%): 3.080 | loglstar: -inf < -42.082 < inf | logz: -58.236 +/- 0.386 | dlogz: 25.868 > 0.109
iter: 1422 | bound: 13 | nc: 39 | ncall: 46180 | eff(%): 3.079 | loglstar: -inf < -42.078 < inf | logz: -58.164 +/- 0.386 | dlogz: 25.787 > 0.109
iter: 1423 | bound: 13 | nc: 39 | ncall: 46219 | eff(%): 3.079 | loglstar: -inf < -42.064 < inf | logz: -58.097 +/- 0.386 | dlogz: 25.705 > 0.109
iter: 1424 | bound: 13 | nc: 39 | ncall: 46258 | eff(%): 3.078 | loglstar: -inf < -42.058 < inf | logz: -58.035 +/- 0.386 | dlogz: 25.629 > 0.109
iter: 1425 | bound: 13 | nc: 39 | ncall: 46297 | eff(%): 3.078 | loglstar: -inf < -41.988 < inf | logz: -57.974 +/- 0.386 | dlogz: 25.556 > 0.109
iter: 1426 | bound: 13 | nc: 39 | ncall: 46336 | eff(%): 3.078 | loglstar: -inf < -41.939 < inf | logz: -57.914 +/- 0.386 | dlogz: 28.251 > 0.109
iter: 1427 | bound: 13 | nc: 39 | ncall: 46375 | eff(%): 3.077 | loglstar: -inf < -41.923 < inf | logz: -57.856 +/- 0.386 | dlogz: 28.181 > 0.109
iter: 1428 | bound: 13 | nc: 39 | ncall: 46414 | eff(%): 3.077 | loglstar: -inf < -41.719 < inf | logz: -57.796 +/- 0.386 | dlogz: 28.114 > 0.109
iter: 1429 | bound: 13 | nc: 39 | ncall: 46453 | eff(%): 3.076 | loglstar: -inf < -41.706 < inf | logz: -57.734 +/- 0.386 | dlogz: 28.043 > 0.109
iter: 1430 | bound: 13 | nc: 39 | ncall: 46492 | eff(%): 3.076 | loglstar: -inf < -41.684 < inf | logz: -57.674 +/- 0.386 | dlogz: 27.971 > 0.109
iter: 1431 | bound: 13 | nc: 39 | ncall: 46531 | eff(%): 3.075 | loglstar: -inf < -41.543 < inf | logz: -57.614 +/- 0.386 | dlogz: 27.902 > 0.109
iter: 1432 | bound: 13 | nc: 39 | ncall: 46570 | eff(%): 3.075 | loglstar: -inf < -41.435 < inf | logz: -57.551 +/- 0.386 | dlogz: 27.832 > 0.109
iter: 1433 | bound: 13 | nc: 39 | ncall: 46609 | eff(%): 3.075 | loglstar: -inf < -41.408 < inf | logz: -57.488 +/- 0.386 | dlogz: 27.758 > 0.109
iter: 1434 | bound: 13 | nc: 39 | ncall: 46648 | eff(%): 3.074 | loglstar: -inf < -41.390 < inf | logz: -57.428 +/- 0.386 | dlogz: 27.686 > 0.109
iter: 1435 | bound: 13 | nc: 39 | ncall: 46687 | eff(%): 3.074 | loglstar: -inf < -41.324 < inf | logz: -57.370 +/- 0.386 | dlogz: 27.616 > 0.109
iter: 1436 | bound: 13 | nc: 39 | ncall: 46726 | eff(%): 3.073 | loglstar: -inf < -41.226 < inf | logz: -57.311 +/- 0.386 | dlogz: 27.548 > 0.109
iter: 1437 | bound: 13 | nc: 39 | ncall: 46765 | eff(%): 3.073 | loglstar: -inf < -41.095 < inf | logz: -57.249 +/- 0.386 | dlogz: 27.479 > 0.109
iter: 1438 | bound: 13 | nc: 39 | ncall: 46804 | eff(%): 3.072 | loglstar: -inf < -41.043 < inf | logz: -57.186 +/- 0.387 | dlogz: 27.407 > 0.109
iter: 1439 | bound: 13 | nc: 39 | ncall: 46843 | eff(%): 3.072 | loglstar: -inf < -40.956 < inf | logz: -57.124 +/- 0.387 | dlogz: 27.334 > 0.109
iter: 1440 | bound: 13 | nc: 39 | ncall: 46882 | eff(%): 3.072 | loglstar: -inf < -40.816 < inf | logz: -57.058 +/- 0.387 | dlogz: 27.261 > 0.109
iter: 1441 | bound: 13 | nc: 39 | ncall: 46921 | eff(%): 3.071 | loglstar: -inf < -40.809 < inf | logz: -56.993 +/- 0.387 | dlogz: 27.186 > 0.109
iter: 1442 | bound: 13 | nc: 39 | ncall: 46960 | eff(%): 3.071 | loglstar: -inf < -40.776 < inf | logz: -56.931 +/- 0.387 | dlogz: 27.111 > 0.109
iter: 1443 | bound: 13 | nc: 39 | ncall: 46999 | eff(%): 3.070 | loglstar: -inf < -40.754 < inf | logz: -56.872 +/- 0.387 | dlogz: 27.039 > 0.109
iter: 1444 | bound: 13 | nc: 39 | ncall: 47038 | eff(%): 3.070 | loglstar: -inf < -40.698 < inf | logz: -56.815 +/- 0.387 | dlogz: 26.970 > 0.109
iter: 1445 | bound: 13 | nc: 39 | ncall: 47077 | eff(%): 3.069 | loglstar: -inf < -40.611 < inf | logz: -56.757 +/- 0.387 | dlogz: 26.903 > 0.109
iter: 1446 | bound: 13 | nc: 39 | ncall: 47116 | eff(%): 3.069 | loglstar: -inf < -40.561 < inf | logz: -56.700 +/- 0.387 | dlogz: 26.835 > 0.109
iter: 1447 | bound: 13 | nc: 39 | ncall: 47155 | eff(%): 3.069 | loglstar: -inf < -40.533 < inf | logz: -56.643 +/- 0.387 | dlogz: 26.768 > 0.109
iter: 1448 | bound: 13 | nc: 39 | ncall: 47194 | eff(%): 3.068 | loglstar: -inf < -40.393 < inf | logz: -56.586 +/- 0.387 | dlogz: 26.701 > 0.109
iter: 1449 | bound: 13 | nc: 39 | ncall: 47233 | eff(%): 3.068 | loglstar: -inf < -40.341 < inf | logz: -56.527 +/- 0.387 | dlogz: 26.634 > 0.109
iter: 1450 | bound: 13 | nc: 39 | ncall: 47272 | eff(%): 3.067 | loglstar: -inf < -39.551 < inf | logz: -56.439 +/- 0.388 | dlogz: 27.228 > 0.109
iter: 1451 | bound: 13 | nc: 39 | ncall: 47311 | eff(%): 3.067 | loglstar: -inf < -39.523 < inf | logz: -56.328 +/- 0.389 | dlogz: 27.129 > 0.109
iter: 1452 | bound: 13 | nc: 39 | ncall: 47350 | eff(%): 3.067 | loglstar: -inf < -39.350 < inf | logz: -56.219 +/- 0.390 | dlogz: 27.008 > 0.109
iter: 1453 | bound: 13 | nc: 39 | ncall: 47389 | eff(%): 3.066 | loglstar: -inf < -39.275 < inf | logz: -56.109 +/- 0.391 | dlogz: 26.889 > 0.109
iter: 1454 | bound: 13 | nc: 39 | ncall: 47428 | eff(%): 3.066 | loglstar: -inf < -39.271 < inf | logz: -56.008 +/- 0.391 | dlogz: 26.770 > 0.109
iter: 1455 | bound: 13 | nc: 39 | ncall: 47467 | eff(%): 3.065 | loglstar: -inf < -39.269 < inf | logz: -55.917 +/- 0.391 | dlogz: 26.659 > 0.109
iter: 1456 | bound: 13 | nc: 39 | ncall: 47506 | eff(%): 3.065 | loglstar: -inf < -39.264 < inf | logz: -55.833 +/- 0.392 | dlogz: 26.557 > 0.109
iter: 1457 | bound: 13 | nc: 39 | ncall: 47545 | eff(%): 3.064 | loglstar: -inf < -39.051 < inf | logz: -55.748 +/- 0.392 | dlogz: 26.464 > 0.109
iter: 1458 | bound: 13 | nc: 39 | ncall: 47584 | eff(%): 3.064 | loglstar: -inf < -38.965 < inf | logz: -55.659 +/- 0.392 | dlogz: 26.369 > 0.109
iter: 1459 | bound: 13 | nc: 39 | ncall: 47623 | eff(%): 3.064 | loglstar: -inf < -38.948 < inf | logz: -55.574 +/- 0.392 | dlogz: 26.270 > 0.109
iter: 1460 | bound: 13 | nc: 39 | ncall: 47662 | eff(%): 3.063 | loglstar: -inf < -38.919 < inf | logz: -55.495 +/- 0.392 | dlogz: 26.175 > 0.109
iter: 1461 | bound: 13 | nc: 39 | ncall: 47701 | eff(%): 3.063 | loglstar: -inf < -38.884 < inf | logz: -55.420 +/- 0.393 | dlogz: 26.086 > 0.109
iter: 1462 | bound: 13 | nc: 39 | ncall: 47740 | eff(%): 3.062 | loglstar: -inf < -38.858 < inf | logz: -55.348 +/- 0.393 | dlogz: 26.001 > 0.109
iter: 1463 | bound: 13 | nc: 39 | ncall: 47779 | eff(%): 3.062 | loglstar: -inf < -38.826 < inf | logz: -55.281 +/- 0.392 | dlogz: 25.920 > 0.109
iter: 1464 | bound: 13 | nc: 39 | ncall: 47818 | eff(%): 3.062 | loglstar: -inf < -38.747 < inf | logz: -55.214 +/- 0.392 | dlogz: 25.842 > 0.109
iter: 1465 | bound: 13 | nc: 39 | ncall: 47857 | eff(%): 3.061 | loglstar: -inf < -38.713 < inf | logz: -55.149 +/- 0.392 | dlogz: 25.765 > 0.109
iter: 1466 | bound: 13 | nc: 39 | ncall: 47896 | eff(%): 3.061 | loglstar: -inf < -38.707 < inf | logz: -55.088 +/- 0.392 | dlogz: 25.690 > 0.109
iter: 1467 | bound: 13 | nc: 39 | ncall: 47935 | eff(%): 3.060 | loglstar: -inf < -38.656 < inf | logz: -55.028 +/- 0.392 | dlogz: 25.619 > 0.109
iter: 1468 | bound: 13 | nc: 39 | ncall: 47974 | eff(%): 3.060 | loglstar: -inf < -38.517 < inf | logz: -54.968 +/- 0.392 | dlogz: 25.550 > 0.109
iter: 1469 | bound: 13 | nc: 39 | ncall: 48013 | eff(%): 3.060 | loglstar: -inf < -38.485 < inf | logz: -54.906 +/- 0.392 | dlogz: 25.479 > 0.109
iter: 1470 | bound: 13 | nc: 39 | ncall: 48052 | eff(%): 3.059 | loglstar: -inf < -38.364 < inf | logz: -54.844 +/- 0.392 | dlogz: 25.407 > 0.109
iter: 1471 | bound: 13 | nc: 39 | ncall: 48091 | eff(%): 3.059 | loglstar: -inf < -38.345 < inf | logz: -54.782 +/- 0.392 | dlogz: 25.336 > 0.109
iter: 1472 | bound: 13 | nc: 39 | ncall: 48130 | eff(%): 3.058 | loglstar: -inf < -38.330 < inf | logz: -54.724 +/- 0.392 | dlogz: 25.264 > 0.109
iter: 1473 | bound: 13 | nc: 39 | ncall: 48169 | eff(%): 3.058 | loglstar: -inf < -38.304 < inf | logz: -54.668 +/- 0.392 | dlogz: 25.195 > 0.109
iter: 1474 | bound: 13 | nc: 39 | ncall: 48208 | eff(%): 3.058 | loglstar: -inf < -38.177 < inf | logz: -54.611 +/- 0.392 | dlogz: 25.130 > 0.109
iter: 1475 | bound: 13 | nc: 39 | ncall: 48247 | eff(%): 3.057 | loglstar: -inf < -38.026 < inf | logz: -54.551 +/- 0.392 | dlogz: 25.063 > 0.109
iter: 1476 | bound: 13 | nc: 39 | ncall: 48286 | eff(%): 3.057 | loglstar: -inf < -38.008 < inf | logz: -54.489 +/- 0.392 | dlogz: 24.992 > 0.109
iter: 1477 | bound: 13 | nc: 39 | ncall: 48325 | eff(%): 3.056 | loglstar: -inf < -37.920 < inf | logz: -54.429 +/- 0.392 | dlogz: 24.921 > 0.109
iter: 1478 | bound: 13 | nc: 39 | ncall: 48364 | eff(%): 3.056 | loglstar: -inf < -37.890 < inf | logz: -54.369 +/- 0.392 | dlogz: 24.851 > 0.109
iter: 1479 | bound: 13 | nc: 39 | ncall: 48403 | eff(%): 3.056 | loglstar: -inf < -37.812 < inf | logz: -54.311 +/- 0.392 | dlogz: 28.278 > 0.109
iter: 1480 | bound: 13 | nc: 39 | ncall: 48442 | eff(%): 3.055 | loglstar: -inf < -37.759 < inf | logz: -54.252 +/- 0.392 | dlogz: 28.209 > 0.109
iter: 1481 | bound: 13 | nc: 39 | ncall: 48481 | eff(%): 3.055 | loglstar: -inf < -37.739 < inf | logz: -54.195 +/- 0.392 | dlogz: 28.141 > 0.109
iter: 1482 | bound: 13 | nc: 39 | ncall: 48520 | eff(%): 3.054 | loglstar: -inf < -37.712 < inf | logz: -54.141 +/- 0.392 | dlogz: 28.074 > 0.109
iter: 1483 | bound: 13 | nc: 39 | ncall: 48559 | eff(%): 3.054 | loglstar: -inf < -37.674 < inf | logz: -54.088 +/- 0.392 | dlogz: 28.010 > 0.109
iter: 1484 | bound: 13 | nc: 39 | ncall: 48598 | eff(%): 3.054 | loglstar: -inf < -37.656 < inf | logz: -54.037 +/- 0.392 | dlogz: 27.947 > 0.109
iter: 1485 | bound: 13 | nc: 39 | ncall: 48637 | eff(%): 3.053 | loglstar: -inf < -37.582 < inf | logz: -53.987 +/- 0.392 | dlogz: 27.886 > 0.109
iter: 1486 | bound: 13 | nc: 39 | ncall: 48676 | eff(%): 3.053 | loglstar: -inf < -37.576 < inf | logz: -53.937 +/- 0.392 | dlogz: 27.826 > 0.109
iter: 1487 | bound: 13 | nc: 39 | ncall: 48715 | eff(%): 3.052 | loglstar: -inf < -37.576 < inf | logz: -53.891 +/- 0.392 | dlogz: 27.766 > 0.109
iter: 1488 | bound: 13 | nc: 39 | ncall: 48754 | eff(%): 3.052 | loglstar: -inf < -37.506 < inf | logz: -53.845 +/- 0.392 | dlogz: 27.710 > 0.109
iter: 1489 | bound: 13 | nc: 39 | ncall: 48793 | eff(%): 3.052 | loglstar: -inf < -37.449 < inf | logz: -53.799 +/- 0.392 | dlogz: 27.654 > 0.109
iter: 1490 | bound: 13 | nc: 39 | ncall: 48832 | eff(%): 3.051 | loglstar: -inf < -37.368 < inf | logz: -53.752 +/- 0.392 | dlogz: 27.598 > 0.109
iter: 1491 | bound: 13 | nc: 39 | ncall: 48871 | eff(%): 3.051 | loglstar: -inf < -37.278 < inf | logz: -53.704 +/- 0.392 | dlogz: 27.541 > 0.109
iter: 1492 | bound: 13 | nc: 39 | ncall: 48910 | eff(%): 3.051 | loglstar: -inf < -37.271 < inf | logz: -53.657 +/- 0.392 | dlogz: 27.483 > 0.109
iter: 1493 | bound: 13 | nc: 39 | ncall: 48949 | eff(%): 3.050 | loglstar: -inf < -37.264 < inf | logz: -53.612 +/- 0.392 | dlogz: 27.426 > 0.109
iter: 1494 | bound: 13 | nc: 39 | ncall: 48988 | eff(%): 3.050 | loglstar: -inf < -37.189 < inf | logz: -53.567 +/- 0.392 | dlogz: 27.371 > 0.109
iter: 1495 | bound: 13 | nc: 39 | ncall: 49027 | eff(%): 3.049 | loglstar: -inf < -37.021 < inf | logz: -53.519 +/- 0.392 | dlogz: 27.316 > 0.109
iter: 1496 | bound: 13 | nc: 39 | ncall: 49066 | eff(%): 3.049 | loglstar: -inf < -36.888 < inf | logz: -53.467 +/- 0.392 | dlogz: 27.259 > 0.109
iter: 1497 | bound: 13 | nc: 39 | ncall: 49105 | eff(%): 3.049 | loglstar: -inf < -36.802 < inf | logz: -53.412 +/- 0.392 | dlogz: 27.196 > 0.109
iter: 1498 | bound: 13 | nc: 39 | ncall: 49144 | eff(%): 3.048 | loglstar: -inf < -36.749 < inf | logz: -53.357 +/- 0.392 | dlogz: 27.132 > 0.109
iter: 1499 | bound: 13 | nc: 39 | ncall: 49183 | eff(%): 3.048 | loglstar: -inf < -36.634 < inf | logz: -53.301 +/- 0.392 | dlogz: 27.067 > 0.109
iter: 1500 | bound: 13 | nc: 39 | ncall: 49222 | eff(%): 3.047 | loglstar: -inf < -36.619 < inf | logz: -53.246 +/- 0.392 | dlogz: 27.001 > 0.109
iter: 1501 | bound: 13 | nc: 39 | ncall: 49261 | eff(%): 3.047 | loglstar: -inf < -36.598 < inf | logz: -53.192 +/- 0.392 | dlogz: 26.935 > 0.109
iter: 1502 | bound: 13 | nc: 39 | ncall: 49300 | eff(%): 3.047 | loglstar: -inf < -36.575 < inf | logz: -53.141 +/- 0.392 | dlogz: 26.872 > 0.109
iter: 1503 | bound: 13 | nc: 39 | ncall: 49339 | eff(%): 3.046 | loglstar: -inf < -36.560 < inf | logz: -53.092 +/- 0.392 | dlogz: 26.811 > 0.109
iter: 1504 | bound: 13 | nc: 39 | ncall: 49378 | eff(%): 3.046 | loglstar: -inf < -36.542 < inf | logz: -53.045 +/- 0.392 | dlogz: 26.752 > 0.109
iter: 1505 | bound: 13 | nc: 39 | ncall: 49417 | eff(%): 3.046 | loglstar: -inf < -36.541 < inf | logz: -53.000 +/- 0.392 | dlogz: 26.695 > 0.109
iter: 1506 | bound: 13 | nc: 39 | ncall: 49456 | eff(%): 3.045 | loglstar: -inf < -36.359 < inf | logz: -52.953 +/- 0.392 | dlogz: 26.640 > 0.109
iter: 1507 | bound: 13 | nc: 39 | ncall: 49495 | eff(%): 3.045 | loglstar: -inf < -36.353 < inf | logz: -52.905 +/- 0.393 | dlogz: 26.583 > 0.109
iter: 1508 | bound: 13 | nc: 39 | ncall: 49534 | eff(%): 3.044 | loglstar: -inf < -36.348 < inf | logz: -52.859 +/- 0.393 | dlogz: 26.525 > 0.109
iter: 1509 | bound: 13 | nc: 39 | ncall: 49573 | eff(%): 3.044 | loglstar: -inf < -36.224 < inf | logz: -52.812 +/- 0.393 | dlogz: 26.469 > 0.109
iter: 1510 | bound: 13 | nc: 39 | ncall: 49612 | eff(%): 3.044 | loglstar: -inf < -36.217 < inf | logz: -52.766 +/- 0.393 | dlogz: 26.412 > 0.109
iter: 1511 | bound: 13 | nc: 39 | ncall: 49651 | eff(%): 3.043 | loglstar: -inf < -36.157 < inf | logz: -52.720 +/- 0.393 | dlogz: 26.356 > 0.109
iter: 1512 | bound: 13 | nc: 39 | ncall: 49690 | eff(%): 3.043 | loglstar: -inf < -36.085 < inf | logz: -52.674 +/- 0.393 | dlogz: 26.300 > 0.109
iter: 1513 | bound: 13 | nc: 39 | ncall: 49729 | eff(%): 3.042 | loglstar: -inf < -36.077 < inf | logz: -52.628 +/- 0.393 | dlogz: 26.244 > 0.109
iter: 1514 | bound: 13 | nc: 39 | ncall: 49768 | eff(%): 3.042 | loglstar: -inf < -36.056 < inf | logz: -52.585 +/- 0.393 | dlogz: 26.188 > 0.109
iter: 1515 | bound: 13 | nc: 39 | ncall: 49807 | eff(%): 3.042 | loglstar: -inf < -35.988 < inf | logz: -52.541 +/- 0.393 | dlogz: 26.135 > 0.109
iter: 1516 | bound: 14 | nc: 39 | ncall: 49846 | eff(%): 3.041 | loglstar: -inf < -35.962 < inf | logz: -52.498 +/- 0.393 | dlogz: 26.082 > 0.109
iter: 1517 | bound: 14 | nc: 39 | ncall: 49885 | eff(%): 3.041 | loglstar: -inf < -35.945 < inf | logz: -52.457 +/- 0.393 | dlogz: 26.029 > 0.109
iter: 1518 | bound: 14 | nc: 39 | ncall: 49924 | eff(%): 3.041 | loglstar: -inf < -35.934 < inf | logz: -52.416 +/- 0.393 | dlogz: 25.977 > 0.109
iter: 1519 | bound: 14 | nc: 39 | ncall: 49963 | eff(%): 3.040 | loglstar: -inf < -35.791 < inf | logz: -52.375 +/- 0.393 | dlogz: 25.927 > 0.109
iter: 1520 | bound: 14 | nc: 39 | ncall: 50002 | eff(%): 3.040 | loglstar: -inf < -35.776 < inf | logz: -52.333 +/- 0.393 | dlogz: 25.876 > 0.109
iter: 1521 | bound: 14 | nc: 39 | ncall: 50041 | eff(%): 3.040 | loglstar: -inf < -35.624 < inf | logz: -52.289 +/- 0.393 | dlogz: 25.823 > 0.109
iter: 1522 | bound: 14 | nc: 39 | ncall: 50080 | eff(%): 3.039 | loglstar: -inf < -35.619 < inf | logz: -52.244 +/- 0.393 | dlogz: 25.770 > 0.109
iter: 1523 | bound: 14 | nc: 39 | ncall: 50119 | eff(%): 3.039 | loglstar: -inf < -35.352 < inf | logz: -52.195 +/- 0.393 | dlogz: 25.715 > 0.109
iter: 1524 | bound: 14 | nc: 39 | ncall: 50158 | eff(%): 3.038 | loglstar: -inf < -35.145 < inf | logz: -52.137 +/- 0.393 | dlogz: 25.656 > 0.109
iter: 1525 | bound: 14 | nc: 39 | ncall: 50197 | eff(%): 3.038 | loglstar: -inf < -35.085 < inf | logz: -52.076 +/- 0.394 | dlogz: 25.588 > 0.109
iter: 1526 | bound: 14 | nc: 39 | ncall: 50236 | eff(%): 3.038 | loglstar: -inf < -34.907 < inf | logz: -52.011 +/- 0.394 | dlogz: 25.517 > 0.109
iter: 1527 | bound: 14 | nc: 39 | ncall: 50275 | eff(%): 3.037 | loglstar: -inf < -34.877 < inf | logz: -51.945 +/- 0.394 | dlogz: 25.442 > 0.109
iter: 1528 | bound: 14 | nc: 39 | ncall: 50314 | eff(%): 3.037 | loglstar: -inf < -34.815 < inf | logz: -51.881 +/- 0.395 | dlogz: 25.366 > 0.109
iter: 1529 | bound: 14 | nc: 39 | ncall: 50353 | eff(%): 3.037 | loglstar: -inf < -34.814 < inf | logz: -51.819 +/- 0.395 | dlogz: 25.292 > 0.109
iter: 1530 | bound: 14 | nc: 39 | ncall: 50392 | eff(%): 3.036 | loglstar: -inf < -34.763 < inf | logz: -51.760 +/- 0.395 | dlogz: 25.220 > 0.109
iter: 1531 | bound: 14 | nc: 39 | ncall: 50431 | eff(%): 3.036 | loglstar: -inf < -34.689 < inf | logz: -51.701 +/- 0.395 | dlogz: 25.151 > 0.109
iter: 1532 | bound: 14 | nc: 39 | ncall: 50470 | eff(%): 3.035 | loglstar: -inf < -34.679 < inf | logz: -51.644 +/- 0.396 | dlogz: 25.082 > 0.109
iter: 1533 | bound: 14 | nc: 39 | ncall: 50509 | eff(%): 3.035 | loglstar: -inf < -34.546 < inf | logz: -51.587 +/- 0.396 | dlogz: 25.015 > 0.109
iter: 1534 | bound: 14 | nc: 39 | ncall: 50548 | eff(%): 3.035 | loglstar: -inf < -34.459 < inf | logz: -51.527 +/- 0.396 | dlogz: 24.948 > 0.109
iter: 1535 | bound: 14 | nc: 39 | ncall: 50587 | eff(%): 3.034 | loglstar: -inf < -34.459 < inf | logz: -51.468 +/- 0.396 | dlogz: 24.878 > 0.109
iter: 1536 | bound: 14 | nc: 39 | ncall: 50626 | eff(%): 3.034 | loglstar: -inf < -34.415 < inf | logz: -51.413 +/- 0.396 | dlogz: 24.810 > 0.109
iter: 1537 | bound: 14 | nc: 39 | ncall: 50665 | eff(%): 3.034 | loglstar: -inf < -34.258 < inf | logz: -51.355 +/- 0.397 | dlogz: 24.744 > 0.109
iter: 1538 | bound: 14 | nc: 39 | ncall: 50704 | eff(%): 3.033 | loglstar: -inf < -34.193 < inf | logz: -51.295 +/- 0.397 | dlogz: 24.676 > 0.109
iter: 1539 | bound: 14 | nc: 39 | ncall: 50743 | eff(%): 3.033 | loglstar: -inf < -34.106 < inf | logz: -51.234 +/- 0.397 | dlogz: 24.606 > 0.109
iter: 1540 | bound: 14 | nc: 39 | ncall: 50782 | eff(%): 3.033 | loglstar: -inf < -34.103 < inf | logz: -51.175 +/- 0.397 | dlogz: 24.536 > 0.109
iter: 1541 | bound: 14 | nc: 39 | ncall: 50821 | eff(%): 3.032 | loglstar: -inf < -33.988 < inf | logz: -51.117 +/- 0.397 | dlogz: 24.467 > 0.109
iter: 1542 | bound: 14 | nc: 39 | ncall: 50860 | eff(%): 3.032 | loglstar: -inf < -33.800 < inf | logz: -51.053 +/- 0.398 | dlogz: 24.398 > 0.109
iter: 1543 | bound: 14 | nc: 39 | ncall: 50899 | eff(%): 3.031 | loglstar: -inf < -33.678 < inf | logz: -50.984 +/- 0.398 | dlogz: 24.325 > 0.109
iter: 1544 | bound: 14 | nc: 39 | ncall: 50938 | eff(%): 3.031 | loglstar: -inf < -33.438 < inf | logz: -50.908 +/- 0.398 | dlogz: 24.246 > 0.109
iter: 1545 | bound: 14 | nc: 39 | ncall: 50977 | eff(%): 3.031 | loglstar: -inf < -33.326 < inf | logz: -50.826 +/- 0.399 | dlogz: 24.160 > 0.109
iter: 1546 | bound: 14 | nc: 39 | ncall: 51016 | eff(%): 3.030 | loglstar: -inf < -33.300 < inf | logz: -50.745 +/- 0.399 | dlogz: 24.068 > 0.109
iter: 1547 | bound: 14 | nc: 39 | ncall: 51055 | eff(%): 3.030 | loglstar: -inf < -33.211 < inf | logz: -50.667 +/- 0.400 | dlogz: 23.977 > 0.109
iter: 1548 | bound: 14 | nc: 39 | ncall: 51094 | eff(%): 3.030 | loglstar: -inf < -33.116 < inf | logz: -50.588 +/- 0.400 | dlogz: 23.889 > 0.109
iter: 1549 | bound: 14 | nc: 39 | ncall: 51133 | eff(%): 3.029 | loglstar: -inf < -32.996 < inf | logz: -50.508 +/- 0.400 | dlogz: 23.800 > 0.109
iter: 1550 | bound: 14 | nc: 39 | ncall: 51172 | eff(%): 3.029 | loglstar: -inf < -32.851 < inf | logz: -50.425 +/- 0.401 | dlogz: 23.710 > 0.109
iter: 1551 | bound: 14 | nc: 39 | ncall: 51211 | eff(%): 3.029 | loglstar: -inf < -32.818 < inf | logz: -50.342 +/- 0.401 | dlogz: 23.617 > 0.109
iter: 1552 | bound: 14 | nc: 39 | ncall: 51250 | eff(%): 3.028 | loglstar: -inf < -32.729 < inf | logz: -50.262 +/- 0.402 | dlogz: 23.524 > 0.109
iter: 1553 | bound: 14 | nc: 39 | ncall: 51289 | eff(%): 3.028 | loglstar: -inf < -32.705 < inf | logz: -50.184 +/- 0.402 | dlogz: 23.434 > 0.109
iter: 1554 | bound: 14 | nc: 39 | ncall: 51328 | eff(%): 3.028 | loglstar: -inf < -32.556 < inf | logz: -50.106 +/- 0.402 | dlogz: 23.346 > 0.109
iter: 1555 | bound: 14 | nc: 39 | ncall: 51367 | eff(%): 3.027 | loglstar: -inf < -32.553 < inf | logz: -50.029 +/- 0.402 | dlogz: 23.258 > 0.109
iter: 1556 | bound: 14 | nc: 39 | ncall: 51406 | eff(%): 3.027 | loglstar: -inf < -32.547 < inf | logz: -49.958 +/- 0.402 | dlogz: 23.172 > 0.109
iter: 1557 | bound: 14 | nc: 39 | ncall: 51445 | eff(%): 3.027 | loglstar: -inf < -32.510 < inf | logz: -49.891 +/- 0.403 | dlogz: 23.091 > 0.109
iter: 1558 | bound: 14 | nc: 39 | ncall: 51484 | eff(%): 3.026 | loglstar: -inf < -32.361 < inf | logz: -49.823 +/- 0.403 | dlogz: 23.014 > 0.109
iter: 1559 | bound: 14 | nc: 39 | ncall: 51523 | eff(%): 3.026 | loglstar: -inf < -32.249 < inf | logz: -49.751 +/- 0.403 | dlogz: 22.936 > 0.109
iter: 1560 | bound: 14 | nc: 39 | ncall: 51562 | eff(%): 3.025 | loglstar: -inf < -32.195 < inf | logz: -49.680 +/- 0.403 | dlogz: 22.854 > 0.109
iter: 1561 | bound: 14 | nc: 39 | ncall: 51601 | eff(%): 3.025 | loglstar: -inf < -32.105 < inf | logz: -49.609 +/- 0.403 | dlogz: 22.772 > 0.109
iter: 1562 | bound: 14 | nc: 39 | ncall: 51640 | eff(%): 3.025 | loglstar: -inf < -32.103 < inf | logz: -49.540 +/- 0.403 | dlogz: 22.691 > 0.109
iter: 1563 | bound: 14 | nc: 39 | ncall: 51679 | eff(%): 3.024 | loglstar: -inf < -32.087 < inf | logz: -49.476 +/- 0.403 | dlogz: 22.613 > 0.109
iter: 1564 | bound: 14 | nc: 39 | ncall: 51718 | eff(%): 3.024 | loglstar: -inf < -32.004 < inf | logz: -49.413 +/- 0.403 | dlogz: 22.539 > 0.109
iter: 1565 | bound: 14 | nc: 39 | ncall: 51757 | eff(%): 3.024 | loglstar: -inf < -32.002 < inf | logz: -49.352 +/- 0.403 | dlogz: 22.466 > 0.109
iter: 1566 | bound: 14 | nc: 39 | ncall: 51796 | eff(%): 3.023 | loglstar: -inf < -31.874 < inf | logz: -49.292 +/- 0.403 | dlogz: 22.395 > 0.109
iter: 1567 | bound: 14 | nc: 39 | ncall: 51835 | eff(%): 3.023 | loglstar: -inf < -31.852 < inf | logz: -49.231 +/- 0.403 | dlogz: 22.325 > 0.109
iter: 1568 | bound: 14 | nc: 39 | ncall: 51874 | eff(%): 3.023 | loglstar: -inf < -31.738 < inf | logz: -49.170 +/- 0.403 | dlogz: 22.254 > 0.109
iter: 1569 | bound: 14 | nc: 39 | ncall: 51913 | eff(%): 3.022 | loglstar: -inf < -31.663 < inf | logz: -49.108 +/- 0.403 | dlogz: 22.183 > 0.109
iter: 1570 | bound: 14 | nc: 39 | ncall: 51952 | eff(%): 3.022 | loglstar: -inf < -31.597 < inf | logz: -49.046 +/- 0.404 | dlogz: 22.111 > 0.109
iter: 1571 | bound: 14 | nc: 39 | ncall: 51991 | eff(%): 3.022 | loglstar: -inf < -31.416 < inf | logz: -48.981 +/- 0.404 | dlogz: 22.039 > 0.109
iter: 1572 | bound: 14 | nc: 39 | ncall: 52030 | eff(%): 3.021 | loglstar: -inf < -31.359 < inf | logz: -48.913 +/- 0.404 | dlogz: 21.964 > 0.109
iter: 1573 | bound: 14 | nc: 39 | ncall: 52069 | eff(%): 3.021 | loglstar: -inf < -31.354 < inf | logz: -48.848 +/- 0.404 | dlogz: 21.886 > 0.109
iter: 1574 | bound: 14 | nc: 39 | ncall: 52108 | eff(%): 3.021 | loglstar: -inf < -31.270 < inf | logz: -48.785 +/- 0.404 | dlogz: 21.811 > 0.109
iter: 1575 | bound: 14 | nc: 39 | ncall: 52147 | eff(%): 3.020 | loglstar: -inf < -31.202 < inf | logz: -48.722 +/- 0.404 | dlogz: 21.738 > 0.109
iter: 1576 | bound: 14 | nc: 39 | ncall: 52186 | eff(%): 3.020 | loglstar: -inf < -31.133 < inf | logz: -48.659 +/- 0.404 | dlogz: 21.665 > 0.109
iter: 1577 | bound: 14 | nc: 39 | ncall: 52225 | eff(%): 3.020 | loglstar: -inf < -31.015 < inf | logz: -48.594 +/- 0.404 | dlogz: 21.592 > 0.109
iter: 1578 | bound: 14 | nc: 39 | ncall: 52264 | eff(%): 3.019 | loglstar: -inf < -31.014 < inf | logz: -48.531 +/- 0.404 | dlogz: 21.518 > 0.109
iter: 1579 | bound: 14 | nc: 39 | ncall: 52303 | eff(%): 3.019 | loglstar: -inf < -31.003 < inf | logz: -48.472 +/- 0.404 | dlogz: 21.445 > 0.109
iter: 1580 | bound: 14 | nc: 39 | ncall: 52342 | eff(%): 3.019 | loglstar: -inf < -30.941 < inf | logz: -48.414 +/- 0.404 | dlogz: 21.375 > 0.109
iter: 1581 | bound: 14 | nc: 39 | ncall: 52381 | eff(%): 3.018 | loglstar: -inf < -30.902 < inf | logz: -48.358 +/- 0.404 | dlogz: 21.308 > 0.109
iter: 1582 | bound: 14 | nc: 39 | ncall: 52420 | eff(%): 3.018 | loglstar: -inf < -30.893 < inf | logz: -48.304 +/- 0.404 | dlogz: 21.242 > 0.109
iter: 1583 | bound: 14 | nc: 39 | ncall: 52459 | eff(%): 3.018 | loglstar: -inf < -30.844 < inf | logz: -48.251 +/- 0.404 | dlogz: 21.177 > 0.109
iter: 1584 | bound: 14 | nc: 39 | ncall: 52498 | eff(%): 3.017 | loglstar: -inf < -30.839 < inf | logz: -48.201 +/- 0.404 | dlogz: 21.115 > 0.109
iter: 1585 | bound: 14 | nc: 39 | ncall: 52537 | eff(%): 3.017 | loglstar: -inf < -30.811 < inf | logz: -48.152 +/- 0.404 | dlogz: 21.055 > 0.109
iter: 1586 | bound: 14 | nc: 39 | ncall: 52576 | eff(%): 3.017 | loglstar: -inf < -30.752 < inf | logz: -48.104 +/- 0.404 | dlogz: 20.996 > 0.109
iter: 1587 | bound: 14 | nc: 39 | ncall: 52615 | eff(%): 3.016 | loglstar: -inf < -30.739 < inf | logz: -48.058 +/- 0.404 | dlogz: 20.938 > 0.109
iter: 1588 | bound: 14 | nc: 39 | ncall: 52654 | eff(%): 3.016 | loglstar: -inf < -30.712 < inf | logz: -48.012 +/- 0.404 | dlogz: 20.882 > 0.109
iter: 1589 | bound: 14 | nc: 39 | ncall: 52693 | eff(%): 3.016 | loglstar: -inf < -30.632 < inf | logz: -47.967 +/- 0.404 | dlogz: 20.826 > 0.109
iter: 1590 | bound: 14 | nc: 39 | ncall: 52732 | eff(%): 3.015 | loglstar: -inf < -30.623 < inf | logz: -47.923 +/- 0.404 | dlogz: 20.771 > 0.109
iter: 1591 | bound: 14 | nc: 39 | ncall: 52771 | eff(%): 3.015 | loglstar: -inf < -30.535 < inf | logz: -47.878 +/- 0.404 | dlogz: 20.717 > 0.109
iter: 1592 | bound: 14 | nc: 39 | ncall: 52810 | eff(%): 3.015 | loglstar: -inf < -30.321 < inf | logz: -47.829 +/- 0.404 | dlogz: 20.663 > 0.109
iter: 1593 | bound: 14 | nc: 39 | ncall: 52849 | eff(%): 3.014 | loglstar: -inf < -30.289 < inf | logz: -47.778 +/- 0.404 | dlogz: 20.604 > 0.109
iter: 1594 | bound: 14 | nc: 39 | ncall: 52888 | eff(%): 3.014 | loglstar: -inf < -30.281 < inf | logz: -47.728 +/- 0.404 | dlogz: 20.542 > 0.109
iter: 1595 | bound: 14 | nc: 39 | ncall: 52927 | eff(%): 3.014 | loglstar: -inf < -30.247 < inf | logz: -47.680 +/- 0.404 | dlogz: 20.482 > 0.109
iter: 1596 | bound: 14 | nc: 39 | ncall: 52966 | eff(%): 3.013 | loglstar: -inf < -30.183 < inf | logz: -47.632 +/- 0.404 | dlogz: 20.424 > 0.109
iter: 1597 | bound: 14 | nc: 39 | ncall: 53005 | eff(%): 3.013 | loglstar: -inf < -30.073 < inf | logz: -47.583 +/- 0.404 | dlogz: 20.367 > 0.109
iter: 1598 | bound: 14 | nc: 39 | ncall: 53044 | eff(%): 3.013 | loglstar: -inf < -30.045 < inf | logz: -47.534 +/- 0.404 | dlogz: 20.308 > 0.109
iter: 1599 | bound: 14 | nc: 39 | ncall: 53083 | eff(%): 3.012 | loglstar: -inf < -30.015 < inf | logz: -47.486 +/- 0.404 | dlogz: 20.248 > 0.109
iter: 1600 | bound: 14 | nc: 39 | ncall: 53122 | eff(%): 3.012 | loglstar: -inf < -30.013 < inf | logz: -47.440 +/- 0.404 | dlogz: 20.191 > 0.109
iter: 1601 | bound: 14 | nc: 39 | ncall: 53161 | eff(%): 3.012 | loglstar: -inf < -29.838 < inf | logz: -47.392 +/- 0.404 | dlogz: 20.135 > 0.109
iter: 1602 | bound: 14 | nc: 39 | ncall: 53200 | eff(%): 3.011 | loglstar: -inf < -29.776 < inf | logz: -47.342 +/- 0.404 | dlogz: 20.077 > 0.109
iter: 1603 | bound: 14 | nc: 39 | ncall: 53239 | eff(%): 3.011 | loglstar: -inf < -29.742 < inf | logz: -47.292 +/- 0.404 | dlogz: 20.017 > 0.109
iter: 1604 | bound: 14 | nc: 39 | ncall: 53278 | eff(%): 3.011 | loglstar: -inf < -29.738 < inf | logz: -47.244 +/- 0.404 | dlogz: 19.957 > 0.109
iter: 1605 | bound: 14 | nc: 39 | ncall: 53317 | eff(%): 3.010 | loglstar: -inf < -29.733 < inf | logz: -47.199 +/- 0.404 | dlogz: 19.899 > 0.109
iter: 1606 | bound: 14 | nc: 39 | ncall: 53356 | eff(%): 3.010 | loglstar: -inf < -29.649 < inf | logz: -47.154 +/- 0.404 | dlogz: 19.844 > 0.109
iter: 1607 | bound: 14 | nc: 39 | ncall: 53395 | eff(%): 3.010 | loglstar: -inf < -29.607 < inf | logz: -47.108 +/- 0.404 | dlogz: 19.789 > 0.109
iter: 1608 | bound: 14 | nc: 39 | ncall: 53434 | eff(%): 3.009 | loglstar: -inf < -29.596 < inf | logz: -47.064 +/- 0.405 | dlogz: 19.733 > 0.109
iter: 1609 | bound: 14 | nc: 39 | ncall: 53473 | eff(%): 3.009 | loglstar: -inf < -29.533 < inf | logz: -47.021 +/- 0.405 | dlogz: 19.679 > 0.109
iter: 1610 | bound: 14 | nc: 39 | ncall: 53512 | eff(%): 3.009 | loglstar: -inf < -29.433 < inf | logz: -46.976 +/- 0.405 | dlogz: 19.626 > 0.109
iter: 1611 | bound: 14 | nc: 39 | ncall: 53551 | eff(%): 3.008 | loglstar: -inf < -29.358 < inf | logz: -46.930 +/- 0.405 | dlogz: 19.571 > 0.109
iter: 1612 | bound: 14 | nc: 39 | ncall: 53590 | eff(%): 3.008 | loglstar: -inf < -29.293 < inf | logz: -46.884 +/- 0.405 | dlogz: 19.515 > 0.109
iter: 1613 | bound: 14 | nc: 39 | ncall: 53629 | eff(%): 3.008 | loglstar: -inf < -29.240 < inf | logz: -46.837 +/- 0.405 | dlogz: 19.459 > 0.109
iter: 1614 | bound: 14 | nc: 39 | ncall: 53668 | eff(%): 3.007 | loglstar: -inf < -29.187 < inf | logz: -46.790 +/- 0.405 | dlogz: 19.402 > 0.109
iter: 1615 | bound: 14 | nc: 39 | ncall: 53707 | eff(%): 3.007 | loglstar: -inf < -29.158 < inf | logz: -46.744 +/- 0.405 | dlogz: 19.346 > 0.109
iter: 1616 | bound: 15 | nc: 39 | ncall: 53746 | eff(%): 3.007 | loglstar: -inf < -28.941 < inf | logz: -46.695 +/- 0.405 | dlogz: 19.290 > 0.109
iter: 1617 | bound: 15 | nc: 39 | ncall: 53785 | eff(%): 3.006 | loglstar: -inf < -28.826 < inf | logz: -46.641 +/- 0.405 | dlogz: 19.231 > 0.109
iter: 1618 | bound: 15 | nc: 39 | ncall: 53824 | eff(%): 3.006 | loglstar: -inf < -28.717 < inf | logz: -46.584 +/- 0.405 | dlogz: 19.166 > 0.109
iter: 1619 | bound: 15 | nc: 39 | ncall: 53863 | eff(%): 3.006 | loglstar: -inf < -28.650 < inf | logz: -46.526 +/- 0.406 | dlogz: 19.099 > 0.109
iter: 1620 | bound: 15 | nc: 39 | ncall: 53902 | eff(%): 3.005 | loglstar: -inf < -28.646 < inf | logz: -46.469 +/- 0.406 | dlogz: 19.031 > 0.109
iter: 1621 | bound: 15 | nc: 39 | ncall: 53941 | eff(%): 3.005 | loglstar: -inf < -28.642 < inf | logz: -46.416 +/- 0.406 | dlogz: 18.965 > 0.109
iter: 1622 | bound: 15 | nc: 39 | ncall: 53980 | eff(%): 3.005 | loglstar: -inf < -28.625 < inf | logz: -46.366 +/- 0.406 | dlogz: 18.902 > 0.109
iter: 1623 | bound: 15 | nc: 39 | ncall: 54019 | eff(%): 3.004 | loglstar: -inf < -28.560 < inf | logz: -46.316 +/- 0.406 | dlogz: 18.842 > 0.109
iter: 1624 | bound: 15 | nc: 39 | ncall: 54058 | eff(%): 3.004 | loglstar: -inf < -28.536 < inf | logz: -46.268 +/- 0.406 | dlogz: 18.782 > 0.109
iter: 1625 | bound: 15 | nc: 39 | ncall: 54097 | eff(%): 3.004 | loglstar: -inf < -28.458 < inf | logz: -46.219 +/- 0.406 | dlogz: 18.724 > 0.109
iter: 1626 | bound: 15 | nc: 39 | ncall: 54136 | eff(%): 3.004 | loglstar: -inf < -28.340 < inf | logz: -46.169 +/- 0.406 | dlogz: 18.665 > 0.109
iter: 1627 | bound: 15 | nc: 39 | ncall: 54175 | eff(%): 3.003 | loglstar: -inf < -28.244 < inf | logz: -46.116 +/- 0.407 | dlogz: 18.605 > 0.109
iter: 1628 | bound: 15 | nc: 39 | ncall: 54214 | eff(%): 3.003 | loglstar: -inf < -28.234 < inf | logz: -46.064 +/- 0.407 | dlogz: 18.542 > 0.109
iter: 1629 | bound: 15 | nc: 39 | ncall: 54253 | eff(%): 3.003 | loglstar: -inf < -28.204 < inf | logz: -46.014 +/- 0.407 | dlogz: 18.480 > 0.109
iter: 1630 | bound: 15 | nc: 39 | ncall: 54292 | eff(%): 3.002 | loglstar: -inf < -28.093 < inf | logz: -45.964 +/- 0.407 | dlogz: 18.420 > 0.109
iter: 1631 | bound: 15 | nc: 39 | ncall: 54331 | eff(%): 3.002 | loglstar: -inf < -27.971 < inf | logz: -45.910 +/- 0.407 | dlogz: 18.360 > 0.109
iter: 1632 | bound: 15 | nc: 39 | ncall: 54370 | eff(%): 3.002 | loglstar: -inf < -27.827 < inf | logz: -45.853 +/- 0.407 | dlogz: 18.296 > 0.109
iter: 1633 | bound: 15 | nc: 39 | ncall: 54409 | eff(%): 3.001 | loglstar: -inf < -27.762 < inf | logz: -45.794 +/- 0.408 | dlogz: 18.229 > 0.109
iter: 1634 | bound: 15 | nc: 39 | ncall: 54448 | eff(%): 3.001 | loglstar: -inf < -27.742 < inf | logz: -45.736 +/- 0.408 | dlogz: 18.160 > 0.109
iter: 1635 | bound: 15 | nc: 39 | ncall: 54487 | eff(%): 3.001 | loglstar: -inf < -27.703 < inf | logz: -45.681 +/- 0.408 | dlogz: 18.092 > 0.109
iter: 1636 | bound: 15 | nc: 39 | ncall: 54526 | eff(%): 3.000 | loglstar: -inf < -27.642 < inf | logz: -45.626 +/- 0.408 | dlogz: 18.027 > 0.109
iter: 1637 | bound: 15 | nc: 39 | ncall: 54565 | eff(%): 3.000 | loglstar: -inf < -27.624 < inf | logz: -45.572 +/- 0.408 | dlogz: 17.962 > 0.109
iter: 1638 | bound: 15 | nc: 39 | ncall: 54604 | eff(%): 3.000 | loglstar: -inf < -27.608 < inf | logz: -45.521 +/- 0.408 | dlogz: 17.899 > 0.109
iter: 1639 | bound: 15 | nc: 39 | ncall: 54643 | eff(%): 2.999 | loglstar: -inf < -27.600 < inf | logz: -45.473 +/- 0.408 | dlogz: 17.838 > 0.109
iter: 1640 | bound: 15 | nc: 39 | ncall: 54682 | eff(%): 2.999 | loglstar: -inf < -27.541 < inf | logz: -45.425 +/- 0.409 | dlogz: 17.779 > 0.109
iter: 1641 | bound: 15 | nc: 39 | ncall: 54721 | eff(%): 2.999 | loglstar: -inf < -27.517 < inf | logz: -45.378 +/- 0.409 | dlogz: 17.722 > 0.109
iter: 1642 | bound: 15 | nc: 39 | ncall: 54760 | eff(%): 2.999 | loglstar: -inf < -27.497 < inf | logz: -45.333 +/- 0.409 | dlogz: 17.665 > 0.109
iter: 1643 | bound: 15 | nc: 39 | ncall: 54799 | eff(%): 2.998 | loglstar: -inf < -27.462 < inf | logz: -45.289 +/- 0.409 | dlogz: 17.610 > 0.109
iter: 1644 | bound: 15 | nc: 39 | ncall: 54838 | eff(%): 2.998 | loglstar: -inf < -27.425 < inf | logz: -45.246 +/- 0.409 | dlogz: 17.556 > 0.109
iter: 1645 | bound: 15 | nc: 39 | ncall: 54877 | eff(%): 2.998 | loglstar: -inf < -27.421 < inf | logz: -45.204 +/- 0.409 | dlogz: 17.503 > 0.109
iter: 1646 | bound: 15 | nc: 39 | ncall: 54916 | eff(%): 2.997 | loglstar: -inf < -27.413 < inf | logz: -45.164 +/- 0.409 | dlogz: 17.451 > 0.109
iter: 1647 | bound: 15 | nc: 39 | ncall: 54955 | eff(%): 2.997 | loglstar: -inf < -27.378 < inf | logz: -45.125 +/- 0.409 | dlogz: 17.401 > 0.109
iter: 1648 | bound: 15 | nc: 39 | ncall: 54994 | eff(%): 2.997 | loglstar: -inf < -27.374 < inf | logz: -45.087 +/- 0.409 | dlogz: 17.352 > 0.109
iter: 1649 | bound: 15 | nc: 39 | ncall: 55033 | eff(%): 2.996 | loglstar: -inf < -27.356 < inf | logz: -45.051 +/- 0.409 | dlogz: 17.304 > 0.109
iter: 1650 | bound: 15 | nc: 39 | ncall: 55072 | eff(%): 2.996 | loglstar: -inf < -27.318 < inf | logz: -45.015 +/- 0.409 | dlogz: 17.258 > 0.109
iter: 1651 | bound: 15 | nc: 39 | ncall: 55111 | eff(%): 2.996 | loglstar: -inf < -27.295 < inf | logz: -44.980 +/- 0.408 | dlogz: 17.212 > 0.109
iter: 1652 | bound: 15 | nc: 39 | ncall: 55150 | eff(%): 2.995 | loglstar: -inf < -27.249 < inf | logz: -44.945 +/- 0.408 | dlogz: 17.167 > 0.109
iter: 1653 | bound: 15 | nc: 39 | ncall: 55189 | eff(%): 2.995 | loglstar: -inf < -27.145 < inf | logz: -44.909 +/- 0.408 | dlogz: 17.122 > 0.109
iter: 1654 | bound: 15 | nc: 39 | ncall: 55228 | eff(%): 2.995 | loglstar: -inf < -27.109 < inf | logz: -44.872 +/- 0.408 | dlogz: 17.076 > 0.109
iter: 1655 | bound: 15 | nc: 39 | ncall: 55267 | eff(%): 2.995 | loglstar: -inf < -27.043 < inf | logz: -44.835 +/- 0.408 | dlogz: 17.029 > 0.109
iter: 1656 | bound: 15 | nc: 39 | ncall: 55306 | eff(%): 2.994 | loglstar: -inf < -27.042 < inf | logz: -44.798 +/- 0.408 | dlogz: 16.982 > 0.109
iter: 1657 | bound: 15 | nc: 39 | ncall: 55345 | eff(%): 2.994 | loglstar: -inf < -27.041 < inf | logz: -44.763 +/- 0.408 | dlogz: 16.936 > 0.109
iter: 1658 | bound: 15 | nc: 39 | ncall: 55384 | eff(%): 2.994 | loglstar: -inf < -27.005 < inf | logz: -44.729 +/- 0.408 | dlogz: 16.891 > 0.109
iter: 1659 | bound: 15 | nc: 39 | ncall: 55423 | eff(%): 2.993 | loglstar: -inf < -26.891 < inf | logz: -44.694 +/- 0.408 | dlogz: 16.847 > 0.109
iter: 1660 | bound: 15 | nc: 39 | ncall: 55462 | eff(%): 2.993 | loglstar: -inf < -26.682 < inf | logz: -44.655 +/- 0.408 | dlogz: 16.802 > 0.109
iter: 1661 | bound: 15 | nc: 39 | ncall: 55501 | eff(%): 2.993 | loglstar: -inf < -26.678 < inf | logz: -44.613 +/- 0.409 | dlogz: 16.752 > 0.109
iter: 1662 | bound: 15 | nc: 39 | ncall: 55540 | eff(%): 2.992 | loglstar: -inf < -26.613 < inf | logz: -44.572 +/- 0.409 | dlogz: 16.701 > 0.109
iter: 1663 | bound: 15 | nc: 39 | ncall: 55579 | eff(%): 2.992 | loglstar: -inf < -26.591 < inf | logz: -44.532 +/- 0.409 | dlogz: 16.650 > 0.109
iter: 1664 | bound: 15 | nc: 39 | ncall: 55618 | eff(%): 2.992 | loglstar: -inf < -26.560 < inf | logz: -44.492 +/- 0.409 | dlogz: 16.599 > 0.109
iter: 1665 | bound: 15 | nc: 39 | ncall: 55657 | eff(%): 2.992 | loglstar: -inf < -26.532 < inf | logz: -44.453 +/- 0.409 | dlogz: 16.550 > 0.109
iter: 1666 | bound: 15 | nc: 39 | ncall: 55696 | eff(%): 2.991 | loglstar: -inf < -26.524 < inf | logz: -44.416 +/- 0.409 | dlogz: 16.501 > 0.109
iter: 1667 | bound: 15 | nc: 39 | ncall: 55735 | eff(%): 2.991 | loglstar: -inf < -26.421 < inf | logz: -44.377 +/- 0.409 | dlogz: 16.453 > 0.109
iter: 1668 | bound: 15 | nc: 39 | ncall: 55774 | eff(%): 2.991 | loglstar: -inf < -26.403 < inf | logz: -44.339 +/- 0.409 | dlogz: 16.405 > 0.109
iter: 1669 | bound: 15 | nc: 39 | ncall: 55813 | eff(%): 2.990 | loglstar: -inf < -26.395 < inf | logz: -44.302 +/- 0.409 | dlogz: 16.357 > 0.109
iter: 1670 | bound: 15 | nc: 39 | ncall: 55852 | eff(%): 2.990 | loglstar: -inf < -26.372 < inf | logz: -44.266 +/- 0.409 | dlogz: 16.310 > 0.109
iter: 1671 | bound: 15 | nc: 39 | ncall: 55891 | eff(%): 2.990 | loglstar: -inf < -26.338 < inf | logz: -44.230 +/- 0.409 | dlogz: 16.264 > 0.109
iter: 1672 | bound: 15 | nc: 39 | ncall: 55930 | eff(%): 2.989 | loglstar: -inf < -26.305 < inf | logz: -44.195 +/- 0.409 | dlogz: 16.219 > 0.109
iter: 1673 | bound: 15 | nc: 39 | ncall: 55969 | eff(%): 2.989 | loglstar: -inf < -26.260 < inf | logz: -44.161 +/- 0.409 | dlogz: 16.174 > 0.109
iter: 1674 | bound: 15 | nc: 39 | ncall: 56008 | eff(%): 2.989 | loglstar: -inf < -26.199 < inf | logz: -44.125 +/- 0.409 | dlogz: 16.129 > 0.109
iter: 1675 | bound: 15 | nc: 39 | ncall: 56047 | eff(%): 2.989 | loglstar: -inf < -26.074 < inf | logz: -44.089 +/- 0.409 | dlogz: 16.084 > 0.109
iter: 1676 | bound: 15 | nc: 39 | ncall: 56086 | eff(%): 2.988 | loglstar: -inf < -26.060 < inf | logz: -44.051 +/- 0.409 | dlogz: 16.037 > 0.109
iter: 1677 | bound: 15 | nc: 39 | ncall: 56125 | eff(%): 2.988 | loglstar: -inf < -25.986 < inf | logz: -44.014 +/- 0.409 | dlogz: 15.989 > 0.109
iter: 1678 | bound: 15 | nc: 39 | ncall: 56164 | eff(%): 2.988 | loglstar: -inf < -25.893 < inf | logz: -43.975 +/- 0.409 | dlogz: 15.942 > 0.109
iter: 1679 | bound: 15 | nc: 39 | ncall: 56203 | eff(%): 2.987 | loglstar: -inf < -25.828 < inf | logz: -43.935 +/- 0.410 | dlogz: 16.118 > 0.109
iter: 1680 | bound: 15 | nc: 39 | ncall: 56242 | eff(%): 2.987 | loglstar: -inf < -25.737 < inf | logz: -43.894 +/- 0.410 | dlogz: 16.068 > 0.109
iter: 1681 | bound: 15 | nc: 39 | ncall: 56281 | eff(%): 2.987 | loglstar: -inf < -25.697 < inf | logz: -43.852 +/- 0.410 | dlogz: 16.017 > 0.109
iter: 1682 | bound: 15 | nc: 39 | ncall: 56320 | eff(%): 2.987 | loglstar: -inf < -25.652 < inf | logz: -43.811 +/- 0.410 | dlogz: 15.966 > 0.109
iter: 1683 | bound: 15 | nc: 39 | ncall: 56359 | eff(%): 2.986 | loglstar: -inf < -25.492 < inf | logz: -43.767 +/- 0.410 | dlogz: 15.914 > 0.109
iter: 1684 | bound: 15 | nc: 39 | ncall: 56398 | eff(%): 2.986 | loglstar: -inf < -25.440 < inf | logz: -43.721 +/- 0.410 | dlogz: 15.861 > 0.109
iter: 1685 | bound: 15 | nc: 39 | ncall: 56437 | eff(%): 2.986 | loglstar: -inf < -25.411 < inf | logz: -43.676 +/- 0.411 | dlogz: 15.805 > 0.109
iter: 1686 | bound: 15 | nc: 39 | ncall: 56476 | eff(%): 2.985 | loglstar: -inf < -25.375 < inf | logz: -43.632 +/- 0.411 | dlogz: 15.750 > 0.109
iter: 1687 | bound: 15 | nc: 39 | ncall: 56515 | eff(%): 2.985 | loglstar: -inf < -25.367 < inf | logz: -43.589 +/- 0.411 | dlogz: 15.696 > 0.109
iter: 1688 | bound: 15 | nc: 39 | ncall: 56554 | eff(%): 2.985 | loglstar: -inf < -25.351 < inf | logz: -43.548 +/- 0.411 | dlogz: 15.644 > 0.109
iter: 1689 | bound: 15 | nc: 39 | ncall: 56593 | eff(%): 2.984 | loglstar: -inf < -25.337 < inf | logz: -43.509 +/- 0.411 | dlogz: 15.593 > 0.109
iter: 1690 | bound: 15 | nc: 39 | ncall: 56632 | eff(%): 2.984 | loglstar: -inf < -25.302 < inf | logz: -43.470 +/- 0.411 | dlogz: 15.543 > 0.109
iter: 1691 | bound: 15 | nc: 39 | ncall: 56671 | eff(%): 2.984 | loglstar: -inf < -25.300 < inf | logz: -43.433 +/- 0.411 | dlogz: 15.494 > 0.109
iter: 1692 | bound: 15 | nc: 39 | ncall: 56710 | eff(%): 2.984 | loglstar: -inf < -25.265 < inf | logz: -43.396 +/- 0.411 | dlogz: 15.447 > 0.109
iter: 1693 | bound: 15 | nc: 39 | ncall: 56749 | eff(%): 2.983 | loglstar: -inf < -25.192 < inf | logz: -43.359 +/- 0.411 | dlogz: 15.400 > 0.109
iter: 1694 | bound: 15 | nc: 39 | ncall: 56788 | eff(%): 2.983 | loglstar: -inf < -25.172 < inf | logz: -43.323 +/- 0.411 | dlogz: 15.354 > 0.109
iter: 1695 | bound: 15 | nc: 39 | ncall: 56827 | eff(%): 2.983 | loglstar: -inf < -25.116 < inf | logz: -43.286 +/- 0.411 | dlogz: 15.307 > 0.109
iter: 1696 | bound: 15 | nc: 39 | ncall: 56866 | eff(%): 2.982 | loglstar: -inf < -25.102 < inf | logz: -43.250 +/- 0.411 | dlogz: 15.261 > 0.109
iter: 1697 | bound: 15 | nc: 39 | ncall: 56905 | eff(%): 2.982 | loglstar: -inf < -25.073 < inf | logz: -43.215 +/- 0.412 | dlogz: 15.215 > 0.109
iter: 1698 | bound: 15 | nc: 39 | ncall: 56944 | eff(%): 2.982 | loglstar: -inf < -24.964 < inf | logz: -43.179 +/- 0.412 | dlogz: 15.170 > 0.109
iter: 1699 | bound: 15 | nc: 39 | ncall: 56983 | eff(%): 2.982 | loglstar: -inf < -24.935 < inf | logz: -43.142 +/- 0.412 | dlogz: 15.124 > 0.109
iter: 1700 | bound: 15 | nc: 39 | ncall: 57022 | eff(%): 2.981 | loglstar: -inf < -24.811 < inf | logz: -43.104 +/- 0.412 | dlogz: 15.077 > 0.109
iter: 1701 | bound: 15 | nc: 39 | ncall: 57061 | eff(%): 2.981 | loglstar: -inf < -24.733 < inf | logz: -43.064 +/- 0.412 | dlogz: 15.029 > 0.109
iter: 1702 | bound: 15 | nc: 39 | ncall: 57100 | eff(%): 2.981 | loglstar: -inf < -24.733 < inf | logz: -43.024 +/- 0.412 | dlogz: 14.979 > 0.109
iter: 1703 | bound: 15 | nc: 39 | ncall: 57139 | eff(%): 2.980 | loglstar: -inf < -24.715 < inf | logz: -42.987 +/- 0.412 | dlogz: 14.929 > 0.109
iter: 1704 | bound: 15 | nc: 39 | ncall: 57178 | eff(%): 2.980 | loglstar: -inf < -24.565 < inf | logz: -42.947 +/- 0.412 | dlogz: 14.882 > 0.109
iter: 1705 | bound: 15 | nc: 39 | ncall: 57217 | eff(%): 2.980 | loglstar: -inf < -24.431 < inf | logz: -42.904 +/- 0.412 | dlogz: 14.832 > 0.109
iter: 1706 | bound: 15 | nc: 39 | ncall: 57256 | eff(%): 2.980 | loglstar: -inf < -24.426 < inf | logz: -42.860 +/- 0.413 | dlogz: 14.779 > 0.109
iter: 1707 | bound: 15 | nc: 39 | ncall: 57295 | eff(%): 2.979 | loglstar: -inf < -24.325 < inf | logz: -42.816 +/- 0.413 | dlogz: 14.725 > 0.109
iter: 1708 | bound: 15 | nc: 39 | ncall: 57334 | eff(%): 2.979 | loglstar: -inf < -24.303 < inf | logz: -42.772 +/- 0.413 | dlogz: 14.671 > 0.109
iter: 1709 | bound: 15 | nc: 39 | ncall: 57373 | eff(%): 2.979 | loglstar: -inf < -24.230 < inf | logz: -42.728 +/- 0.413 | dlogz: 14.617 > 0.109
iter: 1710 | bound: 15 | nc: 39 | ncall: 57412 | eff(%): 2.978 | loglstar: -inf < -24.190 < inf | logz: -42.684 +/- 0.413 | dlogz: 14.564 > 0.109
iter: 1711 | bound: 15 | nc: 39 | ncall: 57451 | eff(%): 2.978 | loglstar: -inf < -23.955 < inf | logz: -42.636 +/- 0.414 | dlogz: 14.510 > 0.109
iter: 1712 | bound: 15 | nc: 39 | ncall: 57490 | eff(%): 2.978 | loglstar: -inf < -23.863 < inf | logz: -42.584 +/- 0.414 | dlogz: 14.452 > 0.109
iter: 1713 | bound: 15 | nc: 39 | ncall: 57529 | eff(%): 2.978 | loglstar: -inf < -23.843 < inf | logz: -42.531 +/- 0.414 | dlogz: 14.389 > 0.109
iter: 1714 | bound: 15 | nc: 39 | ncall: 57568 | eff(%): 2.977 | loglstar: -inf < -23.637 < inf | logz: -42.476 +/- 0.414 | dlogz: 14.327 > 0.109
iter: 1715 | bound: 15 | nc: 39 | ncall: 57607 | eff(%): 2.977 | loglstar: -inf < -23.590 < inf | logz: -42.417 +/- 0.415 | dlogz: 14.261 > 0.109
iter: 1716 | bound: 16 | nc: 39 | ncall: 57646 | eff(%): 2.977 | loglstar: -inf < -23.587 < inf | logz: -42.361 +/- 0.415 | dlogz: 14.193 > 0.109
iter: 1717 | bound: 16 | nc: 39 | ncall: 57685 | eff(%): 2.977 | loglstar: -inf < -23.558 < inf | logz: -42.308 +/- 0.415 | dlogz: 14.127 > 0.109
iter: 1718 | bound: 16 | nc: 39 | ncall: 57724 | eff(%): 2.976 | loglstar: -inf < -23.537 < inf | logz: -42.256 +/- 0.416 | dlogz: 14.063 > 0.109
iter: 1719 | bound: 16 | nc: 39 | ncall: 57763 | eff(%): 2.976 | loglstar: -inf < -23.480 < inf | logz: -42.206 +/- 0.416 | dlogz: 14.002 > 0.109
iter: 1720 | bound: 16 | nc: 39 | ncall: 57802 | eff(%): 2.976 | loglstar: -inf < -23.382 < inf | logz: -42.155 +/- 0.416 | dlogz: 13.942 > 0.109
iter: 1721 | bound: 16 | nc: 39 | ncall: 57841 | eff(%): 2.975 | loglstar: -inf < -23.331 < inf | logz: -42.103 +/- 0.416 | dlogz: 13.880 > 0.109
iter: 1722 | bound: 16 | nc: 39 | ncall: 57880 | eff(%): 2.975 | loglstar: -inf < -23.239 < inf | logz: -42.050 +/- 0.417 | dlogz: 13.819 > 0.109
iter: 1723 | bound: 16 | nc: 39 | ncall: 57919 | eff(%): 2.975 | loglstar: -inf < -23.173 < inf | logz: -41.997 +/- 0.417 | dlogz: 13.756 > 0.109
iter: 1724 | bound: 16 | nc: 39 | ncall: 57958 | eff(%): 2.975 | loglstar: -inf < -23.055 < inf | logz: -41.942 +/- 0.417 | dlogz: 13.693 > 0.109
iter: 1725 | bound: 16 | nc: 39 | ncall: 57997 | eff(%): 2.974 | loglstar: -inf < -23.011 < inf | logz: -41.887 +/- 0.417 | dlogz: 13.628 > 0.109
iter: 1726 | bound: 16 | nc: 39 | ncall: 58036 | eff(%): 2.974 | loglstar: -inf < -22.982 < inf | logz: -41.833 +/- 0.417 | dlogz: 13.563 > 0.109
iter: 1727 | bound: 16 | nc: 39 | ncall: 58075 | eff(%): 2.974 | loglstar: -inf < -22.968 < inf | logz: -41.781 +/- 0.418 | dlogz: 13.499 > 0.109
iter: 1728 | bound: 16 | nc: 39 | ncall: 58114 | eff(%): 2.973 | loglstar: -inf < -22.855 < inf | logz: -41.729 +/- 0.418 | dlogz: 13.437 > 0.109
iter: 1729 | bound: 16 | nc: 39 | ncall: 58153 | eff(%): 2.973 | loglstar: -inf < -22.848 < inf | logz: -41.677 +/- 0.418 | dlogz: 13.375 > 0.109
iter: 1730 | bound: 16 | nc: 39 | ncall: 58192 | eff(%): 2.973 | loglstar: -inf < -22.766 < inf | logz: -41.626 +/- 0.418 | dlogz: 13.313 > 0.109
iter: 1731 | bound: 16 | nc: 39 | ncall: 58231 | eff(%): 2.973 | loglstar: -inf < -22.713 < inf | logz: -41.575 +/- 0.418 | dlogz: 13.252 > 0.109
iter: 1732 | bound: 16 | nc: 39 | ncall: 58270 | eff(%): 2.972 | loglstar: -inf < -22.705 < inf | logz: -41.525 +/- 0.418 | dlogz: 13.191 > 0.109
iter: 1733 | bound: 16 | nc: 39 | ncall: 58309 | eff(%): 2.972 | loglstar: -inf < -22.494 < inf | logz: -41.472 +/- 0.419 | dlogz: 13.131 > 0.109
iter: 1734 | bound: 16 | nc: 39 | ncall: 58348 | eff(%): 2.972 | loglstar: -inf < -22.438 < inf | logz: -41.416 +/- 0.419 | dlogz: 13.069 > 0.109
iter: 1735 | bound: 16 | nc: 39 | ncall: 58387 | eff(%): 2.972 | loglstar: -inf < -22.377 < inf | logz: -41.361 +/- 0.419 | dlogz: 13.003 > 0.109
iter: 1736 | bound: 16 | nc: 39 | ncall: 58426 | eff(%): 2.971 | loglstar: -inf < -22.347 < inf | logz: -41.306 +/- 0.419 | dlogz: 12.937 > 0.109
iter: 1737 | bound: 16 | nc: 39 | ncall: 58465 | eff(%): 2.971 | loglstar: -inf < -22.243 < inf | logz: -41.251 +/- 0.419 | dlogz: 12.873 > 0.109
iter: 1738 | bound: 16 | nc: 39 | ncall: 58504 | eff(%): 2.971 | loglstar: -inf < -22.205 < inf | logz: -41.196 +/- 0.420 | dlogz: 12.808 > 0.109
iter: 1739 | bound: 16 | nc: 39 | ncall: 58543 | eff(%): 2.970 | loglstar: -inf < -22.143 < inf | logz: -41.142 +/- 0.420 | dlogz: 12.743 > 0.109
iter: 1740 | bound: 16 | nc: 39 | ncall: 58582 | eff(%): 2.970 | loglstar: -inf < -22.129 < inf | logz: -41.089 +/- 0.420 | dlogz: 12.679 > 0.109
iter: 1741 | bound: 16 | nc: 39 | ncall: 58621 | eff(%): 2.970 | loglstar: -inf < -21.923 < inf | logz: -41.034 +/- 0.420 | dlogz: 12.616 > 0.109
iter: 1742 | bound: 16 | nc: 39 | ncall: 58660 | eff(%): 2.970 | loglstar: -inf < -21.907 < inf | logz: -40.976 +/- 0.420 | dlogz: 12.551 > 0.109
iter: 1743 | bound: 16 | nc: 39 | ncall: 58699 | eff(%): 2.969 | loglstar: -inf < -21.894 < inf | logz: -40.921 +/- 0.421 | dlogz: 12.483 > 0.109
iter: 1744 | bound: 16 | nc: 39 | ncall: 58738 | eff(%): 2.969 | loglstar: -inf < -21.874 < inf | logz: -40.869 +/- 0.421 | dlogz: 12.418 > 0.109
iter: 1745 | bound: 16 | nc: 39 | ncall: 58777 | eff(%): 2.969 | loglstar: -inf < -21.826 < inf | logz: -40.818 +/- 0.421 | dlogz: 12.356 > 0.109
iter: 1746 | bound: 16 | nc: 39 | ncall: 58816 | eff(%): 2.969 | loglstar: -inf < -21.819 < inf | logz: -40.768 +/- 0.421 | dlogz: 12.295 > 0.109
iter: 1747 | bound: 16 | nc: 39 | ncall: 58855 | eff(%): 2.968 | loglstar: -inf < -21.782 < inf | logz: -40.721 +/- 0.421 | dlogz: 12.236 > 0.109
iter: 1748 | bound: 16 | nc: 39 | ncall: 58894 | eff(%): 2.968 | loglstar: -inf < -21.702 < inf | logz: -40.673 +/- 0.421 | dlogz: 12.178 > 0.109
iter: 1749 | bound: 17 | nc: 39 | ncall: 58933 | eff(%): 2.968 | loglstar: -inf < -21.682 < inf | logz: -40.626 +/- 0.421 | dlogz: 12.120 > 0.109
iter: 1750 | bound: 17 | nc: 39 | ncall: 58972 | eff(%): 2.968 | loglstar: -inf < -21.636 < inf | logz: -40.580 +/- 0.421 | dlogz: 12.063 > 0.109
iter: 1751 | bound: 17 | nc: 39 | ncall: 59011 | eff(%): 2.967 | loglstar: -inf < -21.575 < inf | logz: -40.534 +/- 0.421 | dlogz: 12.007 > 0.109
iter: 1752 | bound: 17 | nc: 39 | ncall: 59050 | eff(%): 2.967 | loglstar: -inf < -21.504 < inf | logz: -40.487 +/- 0.421 | dlogz: 11.951 > 0.109
iter: 1753 | bound: 17 | nc: 39 | ncall: 59089 | eff(%): 2.967 | loglstar: -inf < -21.487 < inf | logz: -40.441 +/- 0.421 | dlogz: 11.895 > 0.109
iter: 1754 | bound: 17 | nc: 39 | ncall: 59128 | eff(%): 2.966 | loglstar: -inf < -21.456 < inf | logz: -40.397 +/- 0.421 | dlogz: 11.839 > 0.109
iter: 1755 | bound: 17 | nc: 39 | ncall: 59167 | eff(%): 2.966 | loglstar: -inf < -21.428 < inf | logz: -40.353 +/- 0.421 | dlogz: 11.784 > 0.109
iter: 1756 | bound: 17 | nc: 39 | ncall: 59206 | eff(%): 2.966 | loglstar: -inf < -21.389 < inf | logz: -40.311 +/- 0.422 | dlogz: 11.731 > 0.109
iter: 1757 | bound: 17 | nc: 39 | ncall: 59245 | eff(%): 2.966 | loglstar: -inf < -21.388 < inf | logz: -40.270 +/- 0.422 | dlogz: 11.678 > 0.109
iter: 1758 | bound: 17 | nc: 39 | ncall: 59284 | eff(%): 2.965 | loglstar: -inf < -21.303 < inf | logz: -40.229 +/- 0.422 | dlogz: 11.627 > 0.109
iter: 1759 | bound: 17 | nc: 39 | ncall: 59323 | eff(%): 2.965 | loglstar: -inf < -21.302 < inf | logz: -40.188 +/- 0.422 | dlogz: 11.576 > 0.109
iter: 1760 | bound: 17 | nc: 39 | ncall: 59362 | eff(%): 2.965 | loglstar: -inf < -21.278 < inf | logz: -40.149 +/- 0.422 | dlogz: 11.526 > 0.109
iter: 1761 | bound: 17 | nc: 39 | ncall: 59401 | eff(%): 2.965 | loglstar: -inf < -21.247 < inf | logz: -40.111 +/- 0.422 | dlogz: 11.477 > 0.109
iter: 1762 | bound: 17 | nc: 39 | ncall: 59440 | eff(%): 2.964 | loglstar: -inf < -21.207 < inf | logz: -40.073 +/- 0.422 | dlogz: 11.428 > 0.109
iter: 1763 | bound: 17 | nc: 39 | ncall: 59479 | eff(%): 2.964 | loglstar: -inf < -21.163 < inf | logz: -40.035 +/- 0.422 | dlogz: 11.381 > 0.109
iter: 1764 | bound: 17 | nc: 39 | ncall: 59518 | eff(%): 2.964 | loglstar: -inf < -21.102 < inf | logz: -39.997 +/- 0.422 | dlogz: 11.333 > 0.109
iter: 1765 | bound: 17 | nc: 39 | ncall: 59557 | eff(%): 2.964 | loglstar: -inf < -21.043 < inf | logz: -39.959 +/- 0.422 | dlogz: 11.285 > 0.109
iter: 1766 | bound: 17 | nc: 39 | ncall: 59596 | eff(%): 2.963 | loglstar: -inf < -20.991 < inf | logz: -39.920 +/- 0.422 | dlogz: 11.237 > 0.109
iter: 1767 | bound: 17 | nc: 39 | ncall: 59635 | eff(%): 2.963 | loglstar: -inf < -20.986 < inf | logz: -39.883 +/- 0.422 | dlogz: 11.189 > 0.109
iter: 1768 | bound: 17 | nc: 39 | ncall: 59674 | eff(%): 2.963 | loglstar: -inf < -20.928 < inf | logz: -39.845 +/- 0.422 | dlogz: 11.141 > 0.109
iter: 1769 | bound: 17 | nc: 39 | ncall: 59713 | eff(%): 2.963 | loglstar: -inf < -20.911 < inf | logz: -39.809 +/- 0.422 | dlogz: 11.094 > 0.109
iter: 1770 | bound: 17 | nc: 39 | ncall: 59752 | eff(%): 2.962 | loglstar: -inf < -20.868 < inf | logz: -39.772 +/- 0.422 | dlogz: 11.047 > 0.109
iter: 1771 | bound: 17 | nc: 39 | ncall: 59791 | eff(%): 2.962 | loglstar: -inf < -20.815 < inf | logz: -39.736 +/- 0.422 | dlogz: 11.001 > 0.109
iter: 1772 | bound: 17 | nc: 39 | ncall: 59830 | eff(%): 2.962 | loglstar: -inf < -20.754 < inf | logz: -39.699 +/- 0.422 | dlogz: 10.955 > 0.109
iter: 1773 | bound: 17 | nc: 39 | ncall: 59869 | eff(%): 2.961 | loglstar: -inf < -20.719 < inf | logz: -39.663 +/- 0.422 | dlogz: 10.908 > 0.109
iter: 1774 | bound: 17 | nc: 39 | ncall: 59908 | eff(%): 2.961 | loglstar: -inf < -20.702 < inf | logz: -39.627 +/- 0.422 | dlogz: 10.861 > 0.109
iter: 1775 | bound: 17 | nc: 39 | ncall: 59947 | eff(%): 2.961 | loglstar: -inf < -20.630 < inf | logz: -39.591 +/- 0.422 | dlogz: 10.815 > 0.109
iter: 1776 | bound: 17 | nc: 39 | ncall: 59986 | eff(%): 2.961 | loglstar: -inf < -20.570 < inf | logz: -39.554 +/- 0.422 | dlogz: 10.769 > 0.109
iter: 1777 | bound: 17 | nc: 39 | ncall: 60025 | eff(%): 2.960 | loglstar: -inf < -20.557 < inf | logz: -39.518 +/- 0.422 | dlogz: 10.723 > 0.109
iter: 1778 | bound: 17 | nc: 39 | ncall: 60064 | eff(%): 2.960 | loglstar: -inf < -20.549 < inf | logz: -39.483 +/- 0.422 | dlogz: 10.676 > 0.109
iter: 1779 | bound: 17 | nc: 39 | ncall: 60103 | eff(%): 2.960 | loglstar: -inf < -20.505 < inf | logz: -39.448 +/- 0.422 | dlogz: 10.632 > 0.109
iter: 1780 | bound: 17 | nc: 39 | ncall: 60142 | eff(%): 2.960 | loglstar: -inf < -20.427 < inf | logz: -39.413 +/- 0.422 | dlogz: 10.587 > 0.109
iter: 1781 | bound: 17 | nc: 39 | ncall: 60181 | eff(%): 2.959 | loglstar: -inf < -20.287 < inf | logz: -39.376 +/- 0.422 | dlogz: 10.542 > 0.109
iter: 1782 | bound: 17 | nc: 39 | ncall: 60220 | eff(%): 2.959 | loglstar: -inf < -20.275 < inf | logz: -39.338 +/- 0.422 | dlogz: 10.495 > 0.109
iter: 1783 | bound: 17 | nc: 39 | ncall: 60259 | eff(%): 2.959 | loglstar: -inf < -20.270 < inf | logz: -39.301 +/- 0.422 | dlogz: 10.447 > 0.109
iter: 1784 | bound: 17 | nc: 39 | ncall: 60298 | eff(%): 2.959 | loglstar: -inf < -20.242 < inf | logz: -39.265 +/- 0.422 | dlogz: 10.400 > 0.109
iter: 1785 | bound: 17 | nc: 39 | ncall: 60337 | eff(%): 2.958 | loglstar: -inf < -20.193 < inf | logz: -39.230 +/- 0.422 | dlogz: 10.354 > 0.109
iter: 1786 | bound: 17 | nc: 39 | ncall: 60376 | eff(%): 2.958 | loglstar: -inf < -20.184 < inf | logz: -39.195 +/- 0.422 | dlogz: 10.309 > 0.109
iter: 1787 | bound: 17 | nc: 39 | ncall: 60415 | eff(%): 2.958 | loglstar: -inf < -20.144 < inf | logz: -39.161 +/- 0.422 | dlogz: 10.264 > 0.109
iter: 1788 | bound: 17 | nc: 39 | ncall: 60454 | eff(%): 2.958 | loglstar: -inf < -20.129 < inf | logz: -39.127 +/- 0.422 | dlogz: 10.220 > 0.109
iter: 1789 | bound: 17 | nc: 39 | ncall: 60493 | eff(%): 2.957 | loglstar: -inf < -20.068 < inf | logz: -39.093 +/- 0.422 | dlogz: 10.176 > 0.109
iter: 1790 | bound: 17 | nc: 39 | ncall: 60532 | eff(%): 2.957 | loglstar: -inf < -20.055 < inf | logz: -39.060 +/- 0.422 | dlogz: 10.133 > 0.109
iter: 1791 | bound: 17 | nc: 39 | ncall: 60571 | eff(%): 2.957 | loglstar: -inf < -20.027 < inf | logz: -39.027 +/- 0.422 | dlogz: 10.089 > 0.109
iter: 1792 | bound: 17 | nc: 39 | ncall: 60610 | eff(%): 2.957 | loglstar: -inf < -20.006 < inf | logz: -38.995 +/- 0.422 | dlogz: 10.047 > 0.109
iter: 1793 | bound: 17 | nc: 39 | ncall: 60649 | eff(%): 2.956 | loglstar: -inf < -19.991 < inf | logz: -38.964 +/- 0.422 | dlogz: 10.005 > 0.109
iter: 1794 | bound: 17 | nc: 39 | ncall: 60688 | eff(%): 2.956 | loglstar: -inf < -19.954 < inf | logz: -38.933 +/- 0.422 | dlogz: 9.964 > 0.109
iter: 1795 | bound: 17 | nc: 39 | ncall: 60727 | eff(%): 2.956 | loglstar: -inf < -19.933 < inf | logz: -38.903 +/- 0.422 | dlogz: 9.923 > 0.109
iter: 1796 | bound: 17 | nc: 39 | ncall: 60766 | eff(%): 2.956 | loglstar: -inf < -19.929 < inf | logz: -38.873 +/- 0.422 | dlogz: 9.883 > 0.109
iter: 1797 | bound: 17 | nc: 39 | ncall: 60805 | eff(%): 2.955 | loglstar: -inf < -19.913 < inf | logz: -38.845 +/- 0.422 | dlogz: 9.843 > 0.109
iter: 1798 | bound: 17 | nc: 39 | ncall: 60844 | eff(%): 2.955 | loglstar: -inf < -19.810 < inf | logz: -38.815 +/- 0.422 | dlogz: 9.804 > 0.109
iter: 1799 | bound: 17 | nc: 39 | ncall: 60883 | eff(%): 2.955 | loglstar: -inf < -19.779 < inf | logz: -38.785 +/- 0.422 | dlogz: 9.765 > 0.109
iter: 1800 | bound: 17 | nc: 39 | ncall: 60922 | eff(%): 2.955 | loglstar: -inf < -19.749 < inf | logz: -38.755 +/- 0.422 | dlogz: 9.725 > 0.109
iter: 1801 | bound: 17 | nc: 39 | ncall: 60961 | eff(%): 2.954 | loglstar: -inf < -19.722 < inf | logz: -38.726 +/- 0.423 | dlogz: 9.685 > 0.109
iter: 1802 | bound: 17 | nc: 39 | ncall: 61000 | eff(%): 2.954 | loglstar: -inf < -19.635 < inf | logz: -38.696 +/- 0.423 | dlogz: 9.646 > 0.109
iter: 1803 | bound: 17 | nc: 39 | ncall: 61039 | eff(%): 2.954 | loglstar: -inf < -19.564 < inf | logz: -38.665 +/- 0.423 | dlogz: 9.606 > 0.109
iter: 1804 | bound: 17 | nc: 39 | ncall: 61078 | eff(%): 2.954 | loglstar: -inf < -19.561 < inf | logz: -38.633 +/- 0.423 | dlogz: 9.565 > 0.109
iter: 1805 | bound: 17 | nc: 39 | ncall: 61117 | eff(%): 2.953 | loglstar: -inf < -19.550 < inf | logz: -38.603 +/- 0.423 | dlogz: 9.524 > 0.109
iter: 1806 | bound: 17 | nc: 39 | ncall: 61156 | eff(%): 2.953 | loglstar: -inf < -19.542 < inf | logz: -38.574 +/- 0.423 | dlogz: 9.483 > 0.109
iter: 1807 | bound: 17 | nc: 39 | ncall: 61195 | eff(%): 2.953 | loglstar: -inf < -19.516 < inf | logz: -38.546 +/- 0.423 | dlogz: 9.444 > 0.109
iter: 1808 | bound: 17 | nc: 39 | ncall: 61234 | eff(%): 2.953 | loglstar: -inf < -19.469 < inf | logz: -38.517 +/- 0.423 | dlogz: 9.406 > 0.109
iter: 1809 | bound: 17 | nc: 39 | ncall: 61273 | eff(%): 2.952 | loglstar: -inf < -19.446 < inf | logz: -38.489 +/- 0.423 | dlogz: 9.367 > 0.109
iter: 1810 | bound: 17 | nc: 39 | ncall: 61312 | eff(%): 2.952 | loglstar: -inf < -19.430 < inf | logz: -38.461 +/- 0.423 | dlogz: 9.329 > 0.109
iter: 1811 | bound: 17 | nc: 39 | ncall: 61351 | eff(%): 2.952 | loglstar: -inf < -19.408 < inf | logz: -38.434 +/- 0.423 | dlogz: 9.291 > 0.109
iter: 1812 | bound: 17 | nc: 39 | ncall: 61390 | eff(%): 2.952 | loglstar: -inf < -19.393 < inf | logz: -38.407 +/- 0.423 | dlogz: 9.254 > 0.109
iter: 1813 | bound: 17 | nc: 39 | ncall: 61429 | eff(%): 2.951 | loglstar: -inf < -19.357 < inf | logz: -38.380 +/- 0.423 | dlogz: 9.217 > 0.109
iter: 1814 | bound: 17 | nc: 39 | ncall: 61468 | eff(%): 2.951 | loglstar: -inf < -19.334 < inf | logz: -38.354 +/- 0.423 | dlogz: 9.181 > 0.109
iter: 1815 | bound: 17 | nc: 39 | ncall: 61507 | eff(%): 2.951 | loglstar: -inf < -19.279 < inf | logz: -38.327 +/- 0.423 | dlogz: 9.144 > 0.109
iter: 1816 | bound: 17 | nc: 39 | ncall: 61546 | eff(%): 2.951 | loglstar: -inf < -19.227 < inf | logz: -38.300 +/- 0.423 | dlogz: 9.108 > 0.109
iter: 1817 | bound: 17 | nc: 39 | ncall: 61585 | eff(%): 2.950 | loglstar: -inf < -19.213 < inf | logz: -38.274 +/- 0.423 | dlogz: 9.071 > 0.109
iter: 1818 | bound: 17 | nc: 39 | ncall: 61624 | eff(%): 2.950 | loglstar: -inf < -19.197 < inf | logz: -38.247 +/- 0.423 | dlogz: 9.034 > 0.109
iter: 1819 | bound: 17 | nc: 39 | ncall: 61663 | eff(%): 2.950 | loglstar: -inf < -19.135 < inf | logz: -38.221 +/- 0.423 | dlogz: 8.998 > 0.109
iter: 1820 | bound: 17 | nc: 39 | ncall: 61702 | eff(%): 2.950 | loglstar: -inf < -18.909 < inf | logz: -38.192 +/- 0.423 | dlogz: 8.962 > 0.109
iter: 1821 | bound: 17 | nc: 39 | ncall: 61741 | eff(%): 2.949 | loglstar: -inf < -18.835 < inf | logz: -38.159 +/- 0.423 | dlogz: 8.923 > 0.109
iter: 1822 | bound: 17 | nc: 39 | ncall: 61780 | eff(%): 2.949 | loglstar: -inf < -18.679 < inf | logz: -38.124 +/- 0.423 | dlogz: 8.880 > 0.109
iter: 1823 | bound: 17 | nc: 39 | ncall: 61819 | eff(%): 2.949 | loglstar: -inf < -18.578 < inf | logz: -38.086 +/- 0.423 | dlogz: 9.564 > 0.109
iter: 1824 | bound: 17 | nc: 39 | ncall: 61858 | eff(%): 2.949 | loglstar: -inf < -18.577 < inf | logz: -38.048 +/- 0.424 | dlogz: 9.516 > 0.109
iter: 1825 | bound: 17 | nc: 39 | ncall: 61897 | eff(%): 2.948 | loglstar: -inf < -18.577 < inf | logz: -38.011 +/- 0.424 | dlogz: 9.468 > 0.109
iter: 1826 | bound: 17 | nc: 39 | ncall: 61936 | eff(%): 2.948 | loglstar: -inf < -18.560 < inf | logz: -37.976 +/- 0.424 | dlogz: 9.422 > 0.109
iter: 1827 | bound: 17 | nc: 39 | ncall: 61975 | eff(%): 2.948 | loglstar: -inf < -18.409 < inf | logz: -37.940 +/- 0.424 | dlogz: 9.912 > 0.109
iter: 1828 | bound: 17 | nc: 39 | ncall: 62014 | eff(%): 2.948 | loglstar: -inf < -18.396 < inf | logz: -37.902 +/- 0.424 | dlogz: 9.866 > 0.109
iter: 1829 | bound: 17 | nc: 39 | ncall: 62053 | eff(%): 2.947 | loglstar: -inf < -18.342 < inf | logz: -37.865 +/- 0.425 | dlogz: 9.818 > 0.109
iter: 1830 | bound: 17 | nc: 39 | ncall: 62092 | eff(%): 2.947 | loglstar: -inf < -18.313 < inf | logz: -37.828 +/- 0.425 | dlogz: 9.771 > 0.109
iter: 1831 | bound: 17 | nc: 39 | ncall: 62131 | eff(%): 2.947 | loglstar: -inf < -18.308 < inf | logz: -37.792 +/- 0.425 | dlogz: 9.724 > 0.109
iter: 1832 | bound: 17 | nc: 39 | ncall: 62170 | eff(%): 2.947 | loglstar: -inf < -18.286 < inf | logz: -37.757 +/- 0.425 | dlogz: 9.678 > 0.109
iter: 1833 | bound: 17 | nc: 39 | ncall: 62209 | eff(%): 2.947 | loglstar: -inf < -18.262 < inf | logz: -37.723 +/- 0.425 | dlogz: 9.633 > 0.109
iter: 1834 | bound: 17 | nc: 39 | ncall: 62248 | eff(%): 2.946 | loglstar: -inf < -18.251 < inf | logz: -37.690 +/- 0.425 | dlogz: 9.589 > 0.109
iter: 1835 | bound: 17 | nc: 39 | ncall: 62287 | eff(%): 2.946 | loglstar: -inf < -18.234 < inf | logz: -37.658 +/- 0.425 | dlogz: 9.546 > 0.109
iter: 1836 | bound: 17 | nc: 39 | ncall: 62326 | eff(%): 2.946 | loglstar: -inf < -18.206 < inf | logz: -37.626 +/- 0.425 | dlogz: 9.504 > 0.109
iter: 1837 | bound: 17 | nc: 39 | ncall: 62365 | eff(%): 2.946 | loglstar: -inf < -18.177 < inf | logz: -37.595 +/- 0.425 | dlogz: 9.463 > 0.109
iter: 1838 | bound: 17 | nc: 39 | ncall: 62404 | eff(%): 2.945 | loglstar: -inf < -18.148 < inf | logz: -37.564 +/- 0.426 | dlogz: 9.421 > 0.109
iter: 1839 | bound: 17 | nc: 39 | ncall: 62443 | eff(%): 2.945 | loglstar: -inf < -18.142 < inf | logz: -37.534 +/- 0.426 | dlogz: 9.381 > 0.109
iter: 1840 | bound: 17 | nc: 39 | ncall: 62482 | eff(%): 2.945 | loglstar: -inf < -18.138 < inf | logz: -37.505 +/- 0.426 | dlogz: 9.340 > 0.109
iter: 1841 | bound: 17 | nc: 39 | ncall: 62521 | eff(%): 2.945 | loglstar: -inf < -18.120 < inf | logz: -37.476 +/- 0.426 | dlogz: 9.301 > 0.109
iter: 1842 | bound: 17 | nc: 39 | ncall: 62560 | eff(%): 2.944 | loglstar: -inf < -18.057 < inf | logz: -37.448 +/- 0.426 | dlogz: 9.263 > 0.109
iter: 1843 | bound: 17 | nc: 39 | ncall: 62599 | eff(%): 2.944 | loglstar: -inf < -18.053 < inf | logz: -37.420 +/- 0.426 | dlogz: 9.225 > 0.109
iter: 1844 | bound: 17 | nc: 39 | ncall: 62638 | eff(%): 2.944 | loglstar: -inf < -17.988 < inf | logz: -37.391 +/- 0.426 | dlogz: 9.187 > 0.109
iter: 1845 | bound: 17 | nc: 39 | ncall: 62677 | eff(%): 2.944 | loglstar: -inf < -17.973 < inf | logz: -37.363 +/- 0.426 | dlogz: 9.148 > 0.109
iter: 1846 | bound: 17 | nc: 39 | ncall: 62716 | eff(%): 2.943 | loglstar: -inf < -17.935 < inf | logz: -37.335 +/- 0.426 | dlogz: 9.110 > 0.109
iter: 1847 | bound: 17 | nc: 39 | ncall: 62755 | eff(%): 2.943 | loglstar: -inf < -17.850 < inf | logz: -37.307 +/- 0.426 | dlogz: 9.072 > 0.109
iter: 1848 | bound: 18 | nc: 39 | ncall: 62794 | eff(%): 2.943 | loglstar: -inf < -17.807 < inf | logz: -37.278 +/- 0.426 | dlogz: 9.034 > 0.109
iter: 1849 | bound: 18 | nc: 39 | ncall: 62833 | eff(%): 2.943 | loglstar: -inf < -17.784 < inf | logz: -37.248 +/- 0.426 | dlogz: 8.995 > 0.109
iter: 1850 | bound: 18 | nc: 39 | ncall: 62872 | eff(%): 2.942 | loglstar: -inf < -17.738 < inf | logz: -37.219 +/- 0.426 | dlogz: 8.956 > 0.109
iter: 1851 | bound: 18 | nc: 39 | ncall: 62911 | eff(%): 2.942 | loglstar: -inf < -17.725 < inf | logz: -37.191 +/- 0.426 | dlogz: 8.917 > 0.109
iter: 1852 | bound: 18 | nc: 39 | ncall: 62950 | eff(%): 2.942 | loglstar: -inf < -17.664 < inf | logz: -37.162 +/- 0.426 | dlogz: 8.878 > 0.109
iter: 1853 | bound: 18 | nc: 39 | ncall: 62989 | eff(%): 2.942 | loglstar: -inf < -17.654 < inf | logz: -37.134 +/- 0.426 | dlogz: 8.840 > 0.109
iter: 1854 | bound: 18 | nc: 39 | ncall: 63028 | eff(%): 2.942 | loglstar: -inf < -17.646 < inf | logz: -37.106 +/- 0.426 | dlogz: 8.801 > 0.109
iter: 1855 | bound: 18 | nc: 39 | ncall: 63067 | eff(%): 2.941 | loglstar: -inf < -17.586 < inf | logz: -37.078 +/- 0.427 | dlogz: 8.763 > 0.109
iter: 1856 | bound: 18 | nc: 39 | ncall: 63106 | eff(%): 2.941 | loglstar: -inf < -17.541 < inf | logz: -37.050 +/- 0.427 | dlogz: 8.726 > 0.109
iter: 1857 | bound: 18 | nc: 39 | ncall: 63145 | eff(%): 2.941 | loglstar: -inf < -17.512 < inf | logz: -37.022 +/- 0.427 | dlogz: 8.688 > 0.109
iter: 1858 | bound: 18 | nc: 39 | ncall: 63184 | eff(%): 2.941 | loglstar: -inf < -17.430 < inf | logz: -36.994 +/- 0.427 | dlogz: 8.650 > 0.109
iter: 1859 | bound: 18 | nc: 39 | ncall: 63223 | eff(%): 2.940 | loglstar: -inf < -17.421 < inf | logz: -36.965 +/- 0.427 | dlogz: 10.110 > 0.109
iter: 1860 | bound: 18 | nc: 39 | ncall: 63262 | eff(%): 2.940 | loglstar: -inf < -17.384 < inf | logz: -36.937 +/- 0.427 | dlogz: 10.071 > 0.109
iter: 1861 | bound: 18 | nc: 39 | ncall: 63301 | eff(%): 2.940 | loglstar: -inf < -17.254 < inf | logz: -36.907 +/- 0.427 | dlogz: 10.033 > 0.109
iter: 1862 | bound: 18 | nc: 39 | ncall: 63340 | eff(%): 2.940 | loglstar: -inf < -17.222 < inf | logz: -36.876 +/- 0.427 | dlogz: 9.994 > 0.109
iter: 1863 | bound: 18 | nc: 39 | ncall: 63379 | eff(%): 2.939 | loglstar: -inf < -17.115 < inf | logz: -36.845 +/- 0.427 | dlogz: 9.953 > 0.109
iter: 1864 | bound: 18 | nc: 39 | ncall: 63418 | eff(%): 2.939 | loglstar: -inf < -17.110 < inf | logz: -36.812 +/- 0.427 | dlogz: 9.911 > 0.109
iter: 1865 | bound: 18 | nc: 39 | ncall: 63457 | eff(%): 2.939 | loglstar: -inf < -17.083 < inf | logz: -36.781 +/- 0.427 | dlogz: 9.869 > 0.109
iter: 1866 | bound: 18 | nc: 39 | ncall: 63496 | eff(%): 2.939 | loglstar: -inf < -17.058 < inf | logz: -36.750 +/- 0.428 | dlogz: 9.828 > 0.109
iter: 1867 | bound: 18 | nc: 39 | ncall: 63535 | eff(%): 2.939 | loglstar: -inf < -16.998 < inf | logz: -36.719 +/- 0.428 | dlogz: 9.787 > 0.109
iter: 1868 | bound: 18 | nc: 39 | ncall: 63574 | eff(%): 2.938 | loglstar: -inf < -16.989 < inf | logz: -36.689 +/- 0.428 | dlogz: 9.746 > 0.109
iter: 1869 | bound: 18 | nc: 39 | ncall: 63613 | eff(%): 2.938 | loglstar: -inf < -16.981 < inf | logz: -36.659 +/- 0.428 | dlogz: 9.706 > 0.109
iter: 1870 | bound: 18 | nc: 39 | ncall: 63652 | eff(%): 2.938 | loglstar: -inf < -16.975 < inf | logz: -36.630 +/- 0.428 | dlogz: 9.666 > 0.109
iter: 1871 | bound: 18 | nc: 39 | ncall: 63691 | eff(%): 2.938 | loglstar: -inf < -16.945 < inf | logz: -36.602 +/- 0.428 | dlogz: 9.987 > 0.109
iter: 1872 | bound: 18 | nc: 39 | ncall: 63730 | eff(%): 2.937 | loglstar: -inf < -16.924 < inf | logz: -36.574 +/- 0.428 | dlogz: 9.949 > 0.109
iter: 1873 | bound: 18 | nc: 39 | ncall: 63769 | eff(%): 2.937 | loglstar: -inf < -16.866 < inf | logz: -36.546 +/- 0.428 | dlogz: 9.911 > 0.109
iter: 1874 | bound: 18 | nc: 39 | ncall: 63808 | eff(%): 2.937 | loglstar: -inf < -16.819 < inf | logz: -36.518 +/- 0.428 | dlogz: 9.874 > 0.109
iter: 1875 | bound: 18 | nc: 39 | ncall: 63847 | eff(%): 2.937 | loglstar: -inf < -16.666 < inf | logz: -36.488 +/- 0.428 | dlogz: 9.835 > 0.109
iter: 1876 | bound: 18 | nc: 39 | ncall: 63886 | eff(%): 2.936 | loglstar: -inf < -16.663 < inf | logz: -36.456 +/- 0.429 | dlogz: 9.795 > 0.109
iter: 1877 | bound: 18 | nc: 39 | ncall: 63925 | eff(%): 2.936 | loglstar: -inf < -16.645 < inf | logz: -36.426 +/- 0.429 | dlogz: 9.754 > 0.109
iter: 1878 | bound: 18 | nc: 39 | ncall: 63964 | eff(%): 2.936 | loglstar: -inf < -16.586 < inf | logz: -36.396 +/- 0.429 | dlogz: 9.714 > 0.109
iter: 1879 | bound: 18 | nc: 39 | ncall: 64003 | eff(%): 2.936 | loglstar: -inf < -16.519 < inf | logz: -36.365 +/- 0.429 | dlogz: 9.673 > 0.109
iter: 1880 | bound: 18 | nc: 39 | ncall: 64042 | eff(%): 2.936 | loglstar: -inf < -16.446 < inf | logz: -36.333 +/- 0.429 | dlogz: 9.633 > 0.109
iter: 1881 | bound: 18 | nc: 39 | ncall: 64081 | eff(%): 2.935 | loglstar: -inf < -16.442 < inf | logz: -36.301 +/- 0.429 | dlogz: 9.591 > 0.109
iter: 1882 | bound: 18 | nc: 39 | ncall: 64120 | eff(%): 2.935 | loglstar: -inf < -16.388 < inf | logz: -36.270 +/- 0.429 | dlogz: 9.549 > 0.109
iter: 1883 | bound: 18 | nc: 39 | ncall: 64159 | eff(%): 2.935 | loglstar: -inf < -16.350 < inf | logz: -36.238 +/- 0.429 | dlogz: 9.508 > 0.109
iter: 1884 | bound: 18 | nc: 39 | ncall: 64198 | eff(%): 2.935 | loglstar: -inf < -16.343 < inf | logz: -36.207 +/- 0.430 | dlogz: 9.466 > 0.109
iter: 1885 | bound: 18 | nc: 39 | ncall: 64237 | eff(%): 2.934 | loglstar: -inf < -16.336 < inf | logz: -36.178 +/- 0.430 | dlogz: 9.425 > 0.109
iter: 1886 | bound: 18 | nc: 39 | ncall: 64276 | eff(%): 2.934 | loglstar: -inf < -16.324 < inf | logz: -36.149 +/- 0.430 | dlogz: 9.386 > 0.109
iter: 1887 | bound: 18 | nc: 39 | ncall: 64315 | eff(%): 2.934 | loglstar: -inf < -16.309 < inf | logz: -36.120 +/- 0.430 | dlogz: 9.347 > 0.109
iter: 1888 | bound: 18 | nc: 39 | ncall: 64354 | eff(%): 2.934 | loglstar: -inf < -16.281 < inf | logz: -36.092 +/- 0.430 | dlogz: 9.308 > 0.109
iter: 1889 | bound: 18 | nc: 39 | ncall: 64393 | eff(%): 2.934 | loglstar: -inf < -16.270 < inf | logz: -36.065 +/- 0.430 | dlogz: 9.271 > 0.109
iter: 1890 | bound: 18 | nc: 39 | ncall: 64432 | eff(%): 2.933 | loglstar: -inf < -16.263 < inf | logz: -36.039 +/- 0.430 | dlogz: 9.233 > 0.109
iter: 1891 | bound: 18 | nc: 39 | ncall: 64471 | eff(%): 2.933 | loglstar: -inf < -16.167 < inf | logz: -36.012 +/- 0.430 | dlogz: 9.197 > 0.109
iter: 1892 | bound: 18 | nc: 39 | ncall: 64510 | eff(%): 2.933 | loglstar: -inf < -16.123 < inf | logz: -35.984 +/- 0.430 | dlogz: 9.160 > 0.109
iter: 1893 | bound: 18 | nc: 39 | ncall: 64549 | eff(%): 2.933 | loglstar: -inf < -16.102 < inf | logz: -35.956 +/- 0.430 | dlogz: 9.122 > 0.109
iter: 1894 | bound: 18 | nc: 39 | ncall: 64588 | eff(%): 2.932 | loglstar: -inf < -16.091 < inf | logz: -35.929 +/- 0.430 | dlogz: 9.084 > 0.109
iter: 1895 | bound: 18 | nc: 39 | ncall: 64627 | eff(%): 2.932 | loglstar: -inf < -15.917 < inf | logz: -35.900 +/- 0.430 | dlogz: 9.270 > 0.109
iter: 1896 | bound: 18 | nc: 39 | ncall: 64666 | eff(%): 2.932 | loglstar: -inf < -15.844 < inf | logz: -35.869 +/- 0.431 | dlogz: 9.231 > 0.109
iter: 1897 | bound: 18 | nc: 39 | ncall: 64705 | eff(%): 2.932 | loglstar: -inf < -15.791 < inf | logz: -35.837 +/- 0.431 | dlogz: 9.190 > 0.109
iter: 1898 | bound: 18 | nc: 39 | ncall: 64744 | eff(%): 2.932 | loglstar: -inf < -15.777 < inf | logz: -35.805 +/- 0.431 | dlogz: 9.148 > 0.109
iter: 1899 | bound: 18 | nc: 39 | ncall: 64783 | eff(%): 2.931 | loglstar: -inf < -15.757 < inf | logz: -35.775 +/- 0.431 | dlogz: 9.107 > 0.109
iter: 1900 | bound: 18 | nc: 39 | ncall: 64822 | eff(%): 2.931 | loglstar: -inf < -15.748 < inf | logz: -35.745 +/- 0.431 | dlogz: 9.066 > 0.109
iter: 1901 | bound: 18 | nc: 39 | ncall: 64861 | eff(%): 2.931 | loglstar: -inf < -15.701 < inf | logz: -35.715 +/- 0.431 | dlogz: 9.026 > 0.109
iter: 1902 | bound: 18 | nc: 39 | ncall: 64900 | eff(%): 2.931 | loglstar: -inf < -15.679 < inf | logz: -35.685 +/- 0.431 | dlogz: 8.986 > 0.109
iter: 1903 | bound: 18 | nc: 39 | ncall: 64939 | eff(%): 2.930 | loglstar: -inf < -15.678 < inf | logz: -35.657 +/- 0.431 | dlogz: 8.947 > 0.109
iter: 1904 | bound: 18 | nc: 39 | ncall: 64978 | eff(%): 2.930 | loglstar: -inf < -15.662 < inf | logz: -35.629 +/- 0.431 | dlogz: 8.908 > 0.109
iter: 1905 | bound: 18 | nc: 39 | ncall: 65017 | eff(%): 2.930 | loglstar: -inf < -15.606 < inf | logz: -35.601 +/- 0.432 | dlogz: 8.870 > 0.109
iter: 1906 | bound: 18 | nc: 39 | ncall: 65056 | eff(%): 2.930 | loglstar: -inf < -15.544 < inf | logz: -35.572 +/- 0.432 | dlogz: 8.832 > 0.109
iter: 1907 | bound: 18 | nc: 39 | ncall: 65095 | eff(%): 2.930 | loglstar: -inf < -15.543 < inf | logz: -35.544 +/- 0.432 | dlogz: 8.794 > 0.109
iter: 1908 | bound: 18 | nc: 39 | ncall: 65134 | eff(%): 2.929 | loglstar: -inf < -15.542 < inf | logz: -35.517 +/- 0.432 | dlogz: 8.756 > 0.109
iter: 1909 | bound: 18 | nc: 39 | ncall: 65173 | eff(%): 2.929 | loglstar: -inf < -15.530 < inf | logz: -35.491 +/- 0.432 | dlogz: 8.719 > 0.109
iter: 1910 | bound: 18 | nc: 39 | ncall: 65212 | eff(%): 2.929 | loglstar: -inf < -15.501 < inf | logz: -35.465 +/- 0.432 | dlogz: 8.682 > 0.109
iter: 1911 | bound: 18 | nc: 39 | ncall: 65251 | eff(%): 2.929 | loglstar: -inf < -15.479 < inf | logz: -35.439 +/- 0.432 | dlogz: 8.893 > 0.109
iter: 1912 | bound: 18 | nc: 39 | ncall: 65290 | eff(%): 2.928 | loglstar: -inf < -15.440 < inf | logz: -35.413 +/- 0.432 | dlogz: 8.857 > 0.109
iter: 1913 | bound: 18 | nc: 39 | ncall: 65329 | eff(%): 2.928 | loglstar: -inf < -15.406 < inf | logz: -35.388 +/- 0.432 | dlogz: 8.821 > 0.109
iter: 1914 | bound: 18 | nc: 39 | ncall: 65368 | eff(%): 2.928 | loglstar: -inf < -15.399 < inf | logz: -35.362 +/- 0.432 | dlogz: 8.786 > 0.109
iter: 1915 | bound: 18 | nc: 39 | ncall: 65407 | eff(%): 2.928 | loglstar: -inf < -15.290 < inf | logz: -35.337 +/- 0.432 | dlogz: 8.751 > 0.109
iter: 1916 | bound: 18 | nc: 39 | ncall: 65446 | eff(%): 2.928 | loglstar: -inf < -15.281 < inf | logz: -35.310 +/- 0.432 | dlogz: 8.715 > 0.109
iter: 1917 | bound: 18 | nc: 39 | ncall: 65485 | eff(%): 2.927 | loglstar: -inf < -15.263 < inf | logz: -35.284 +/- 0.432 | dlogz: 8.678 > 0.109
iter: 1918 | bound: 18 | nc: 39 | ncall: 65524 | eff(%): 2.927 | loglstar: -inf < -15.242 < inf | logz: -35.259 +/- 0.432 | dlogz: 8.643 > 0.109
iter: 1919 | bound: 18 | nc: 39 | ncall: 65563 | eff(%): 2.927 | loglstar: -inf < -15.238 < inf | logz: -35.234 +/- 0.432 | dlogz: 8.607 > 0.109
iter: 1920 | bound: 18 | nc: 39 | ncall: 65602 | eff(%): 2.927 | loglstar: -inf < -15.206 < inf | logz: -35.210 +/- 0.433 | dlogz: 8.573 > 0.109
iter: 1921 | bound: 18 | nc: 39 | ncall: 65641 | eff(%): 2.927 | loglstar: -inf < -15.184 < inf | logz: -35.185 +/- 0.433 | dlogz: 8.538 > 0.109
iter: 1922 | bound: 18 | nc: 39 | ncall: 65680 | eff(%): 2.926 | loglstar: -inf < -15.157 < inf | logz: -35.161 +/- 0.433 | dlogz: 8.504 > 0.109
iter: 1923 | bound: 18 | nc: 39 | ncall: 65719 | eff(%): 2.926 | loglstar: -inf < -15.156 < inf | logz: -35.138 +/- 0.433 | dlogz: 8.470 > 0.109
iter: 1924 | bound: 18 | nc: 39 | ncall: 65758 | eff(%): 2.926 | loglstar: -inf < -15.139 < inf | logz: -35.115 +/- 0.433 | dlogz: 8.436 > 0.109
iter: 1925 | bound: 18 | nc: 39 | ncall: 65797 | eff(%): 2.926 | loglstar: -inf < -15.126 < inf | logz: -35.092 +/- 0.433 | dlogz: 8.403 > 0.109
iter: 1926 | bound: 18 | nc: 39 | ncall: 65836 | eff(%): 2.925 | loglstar: -inf < -15.077 < inf | logz: -35.070 +/- 0.433 | dlogz: 8.371 > 0.109
iter: 1927 | bound: 18 | nc: 39 | ncall: 65875 | eff(%): 2.925 | loglstar: -inf < -15.054 < inf | logz: -35.047 +/- 0.433 | dlogz: 8.338 > 0.109
iter: 1928 | bound: 18 | nc: 39 | ncall: 65914 | eff(%): 2.925 | loglstar: -inf < -15.011 < inf | logz: -35.024 +/- 0.433 | dlogz: 8.306 > 0.109
iter: 1929 | bound: 18 | nc: 39 | ncall: 65953 | eff(%): 2.925 | loglstar: -inf < -15.002 < inf | logz: -35.002 +/- 0.433 | dlogz: 8.273 > 0.109
iter: 1930 | bound: 18 | nc: 39 | ncall: 65992 | eff(%): 2.925 | loglstar: -inf < -14.989 < inf | logz: -34.980 +/- 0.433 | dlogz: 8.241 > 0.109
iter: 1931 | bound: 18 | nc: 39 | ncall: 66031 | eff(%): 2.924 | loglstar: -inf < -14.959 < inf | logz: -34.958 +/- 0.433 | dlogz: 8.209 > 0.109
iter: 1932 | bound: 18 | nc: 39 | ncall: 66070 | eff(%): 2.924 | loglstar: -inf < -14.880 < inf | logz: -34.936 +/- 0.433 | dlogz: 8.177 > 0.109
iter: 1933 | bound: 18 | nc: 39 | ncall: 66109 | eff(%): 2.924 | loglstar: -inf < -14.792 < inf | logz: -34.912 +/- 0.433 | dlogz: 8.145 > 0.109
iter: 1934 | bound: 18 | nc: 39 | ncall: 66148 | eff(%): 2.924 | loglstar: -inf < -14.784 < inf | logz: -34.888 +/- 0.433 | dlogz: 8.111 > 0.109
iter: 1935 | bound: 18 | nc: 39 | ncall: 66187 | eff(%): 2.924 | loglstar: -inf < -14.749 < inf | logz: -34.865 +/- 0.433 | dlogz: 8.078 > 0.109
iter: 1936 | bound: 18 | nc: 39 | ncall: 66226 | eff(%): 2.923 | loglstar: -inf < -14.727 < inf | logz: -34.841 +/- 0.433 | dlogz: 8.044 > 0.109
iter: 1937 | bound: 18 | nc: 39 | ncall: 66265 | eff(%): 2.923 | loglstar: -inf < -14.722 < inf | logz: -34.819 +/- 0.433 | dlogz: 8.011 > 0.109
iter: 1938 | bound: 18 | nc: 39 | ncall: 66304 | eff(%): 2.923 | loglstar: -inf < -14.704 < inf | logz: -34.796 +/- 0.433 | dlogz: 7.978 > 0.109
iter: 1939 | bound: 18 | nc: 39 | ncall: 66343 | eff(%): 2.923 | loglstar: -inf < -14.694 < inf | logz: -34.774 +/- 0.433 | dlogz: 7.946 > 0.109
iter: 1940 | bound: 18 | nc: 39 | ncall: 66382 | eff(%): 2.922 | loglstar: -inf < -14.681 < inf | logz: -34.752 +/- 0.434 | dlogz: 7.914 > 0.109
iter: 1941 | bound: 18 | nc: 39 | ncall: 66421 | eff(%): 2.922 | loglstar: -inf < -14.663 < inf | logz: -34.731 +/- 0.434 | dlogz: 8.259 > 0.109
iter: 1942 | bound: 18 | nc: 39 | ncall: 66460 | eff(%): 2.922 | loglstar: -inf < -14.611 < inf | logz: -34.710 +/- 0.434 | dlogz: 8.228 > 0.109
iter: 1943 | bound: 18 | nc: 39 | ncall: 66499 | eff(%): 2.922 | loglstar: -inf < -14.599 < inf | logz: -34.688 +/- 0.434 | dlogz: 8.197 > 0.109
iter: 1944 | bound: 18 | nc: 39 | ncall: 66538 | eff(%): 2.922 | loglstar: -inf < -14.577 < inf | logz: -34.667 +/- 0.434 | dlogz: 8.165 > 0.109
iter: 1945 | bound: 18 | nc: 39 | ncall: 66577 | eff(%): 2.921 | loglstar: -inf < -14.476 < inf | logz: -34.646 +/- 0.434 | dlogz: 8.134 > 0.109
iter: 1946 | bound: 18 | nc: 39 | ncall: 66616 | eff(%): 2.921 | loglstar: -inf < -14.458 < inf | logz: -34.623 +/- 0.434 | dlogz: 8.103 > 0.109
iter: 1947 | bound: 18 | nc: 39 | ncall: 66655 | eff(%): 2.921 | loglstar: -inf < -14.381 < inf | logz: -34.601 +/- 0.434 | dlogz: 8.070 > 0.109
iter: 1948 | bound: 19 | nc: 39 | ncall: 66694 | eff(%): 2.921 | loglstar: -inf < -14.326 < inf | logz: -34.577 +/- 0.434 | dlogz: 8.038 > 0.109
iter: 1949 | bound: 19 | nc: 39 | ncall: 66733 | eff(%): 2.921 | loglstar: -inf < -14.310 < inf | logz: -34.554 +/- 0.434 | dlogz: 8.005 > 0.109
iter: 1950 | bound: 19 | nc: 39 | ncall: 66772 | eff(%): 2.920 | loglstar: -inf < -14.281 < inf | logz: -34.531 +/- 0.434 | dlogz: 7.971 > 0.109
iter: 1951 | bound: 19 | nc: 39 | ncall: 66811 | eff(%): 2.920 | loglstar: -inf < -14.252 < inf | logz: -34.507 +/- 0.434 | dlogz: 7.938 > 0.109
iter: 1952 | bound: 19 | nc: 39 | ncall: 66850 | eff(%): 2.920 | loglstar: -inf < -14.152 < inf | logz: -34.484 +/- 0.434 | dlogz: 7.905 > 0.109
iter: 1953 | bound: 19 | nc: 39 | ncall: 66889 | eff(%): 2.920 | loglstar: -inf < -14.074 < inf | logz: -34.458 +/- 0.434 | dlogz: 7.871 > 0.109
iter: 1954 | bound: 19 | nc: 39 | ncall: 66928 | eff(%): 2.920 | loglstar: -inf < -14.064 < inf | logz: -34.433 +/- 0.435 | dlogz: 7.836 > 0.109
iter: 1955 | bound: 19 | nc: 39 | ncall: 66967 | eff(%): 2.919 | loglstar: -inf < -14.059 < inf | logz: -34.408 +/- 0.435 | dlogz: 7.801 > 0.109
iter: 1956 | bound: 19 | nc: 39 | ncall: 67006 | eff(%): 2.919 | loglstar: -inf < -13.904 < inf | logz: -34.382 +/- 0.435 | dlogz: 7.766 > 0.109
iter: 1957 | bound: 19 | nc: 39 | ncall: 67045 | eff(%): 2.919 | loglstar: -inf < -13.897 < inf | logz: -34.355 +/- 0.435 | dlogz: 7.730 > 0.109
iter: 1958 | bound: 19 | nc: 39 | ncall: 67084 | eff(%): 2.919 | loglstar: -inf < -13.880 < inf | logz: -34.329 +/- 0.435 | dlogz: 7.693 > 0.109
iter: 1959 | bound: 19 | nc: 39 | ncall: 67123 | eff(%): 2.919 | loglstar: -inf < -13.852 < inf | logz: -34.303 +/- 0.435 | dlogz: 7.657 > 0.109
iter: 1960 | bound: 19 | nc: 39 | ncall: 67162 | eff(%): 2.918 | loglstar: -inf < -13.847 < inf | logz: -34.277 +/- 0.435 | dlogz: 7.621 > 0.109
iter: 1961 | bound: 19 | nc: 39 | ncall: 67201 | eff(%): 2.918 | loglstar: -inf < -13.775 < inf | logz: -34.252 +/- 0.435 | dlogz: 7.585 > 0.109
iter: 1962 | bound: 19 | nc: 39 | ncall: 67240 | eff(%): 2.918 | loglstar: -inf < -13.771 < inf | logz: -34.226 +/- 0.435 | dlogz: 7.550 > 0.109
iter: 1963 | bound: 19 | nc: 39 | ncall: 67279 | eff(%): 2.918 | loglstar: -inf < -13.746 < inf | logz: -34.201 +/- 0.436 | dlogz: 7.514 > 0.109
iter: 1964 | bound: 19 | nc: 39 | ncall: 67318 | eff(%): 2.917 | loglstar: -inf < -13.718 < inf | logz: -34.176 +/- 0.436 | dlogz: 7.479 > 0.109
iter: 1965 | bound: 19 | nc: 39 | ncall: 67357 | eff(%): 2.917 | loglstar: -inf < -13.640 < inf | logz: -34.151 +/- 0.436 | dlogz: 7.444 > 0.109
iter: 1966 | bound: 19 | nc: 39 | ncall: 67396 | eff(%): 2.917 | loglstar: -inf < -13.637 < inf | logz: -34.125 +/- 0.436 | dlogz: 7.409 > 0.109
iter: 1967 | bound: 19 | nc: 39 | ncall: 67435 | eff(%): 2.917 | loglstar: -inf < -13.575 < inf | logz: -34.100 +/- 0.436 | dlogz: 7.374 > 0.109
iter: 1968 | bound: 19 | nc: 39 | ncall: 67474 | eff(%): 2.917 | loglstar: -inf < -13.562 < inf | logz: -34.074 +/- 0.436 | dlogz: 7.338 > 0.109
iter: 1969 | bound: 19 | nc: 39 | ncall: 67513 | eff(%): 2.916 | loglstar: -inf < -13.502 < inf | logz: -34.049 +/- 0.436 | dlogz: 7.303 > 0.109
iter: 1970 | bound: 19 | nc: 39 | ncall: 67552 | eff(%): 2.916 | loglstar: -inf < -13.495 < inf | logz: -34.023 +/- 0.436 | dlogz: 7.268 > 0.109
iter: 1971 | bound: 19 | nc: 39 | ncall: 67591 | eff(%): 2.916 | loglstar: -inf < -13.395 < inf | logz: -33.998 +/- 0.437 | dlogz: 7.232 > 0.109
iter: 1972 | bound: 19 | nc: 39 | ncall: 67630 | eff(%): 2.916 | loglstar: -inf < -13.384 < inf | logz: -33.971 +/- 0.437 | dlogz: 7.196 > 0.109
iter: 1973 | bound: 19 | nc: 39 | ncall: 67669 | eff(%): 2.916 | loglstar: -inf < -13.352 < inf | logz: -33.945 +/- 0.437 | dlogz: 7.160 > 0.109
iter: 1974 | bound: 19 | nc: 39 | ncall: 67708 | eff(%): 2.915 | loglstar: -inf < -13.339 < inf | logz: -33.919 +/- 0.437 | dlogz: 7.124 > 0.109
iter: 1975 | bound: 19 | nc: 39 | ncall: 67747 | eff(%): 2.915 | loglstar: -inf < -13.289 < inf | logz: -33.894 +/- 0.437 | dlogz: 7.088 > 0.109
iter: 1976 | bound: 19 | nc: 39 | ncall: 67786 | eff(%): 2.915 | loglstar: -inf < -13.278 < inf | logz: -33.868 +/- 0.437 | dlogz: 7.053 > 0.109
iter: 1977 | bound: 19 | nc: 39 | ncall: 67825 | eff(%): 2.915 | loglstar: -inf < -13.273 < inf | logz: -33.844 +/- 0.437 | dlogz: 7.018 > 0.109
iter: 1978 | bound: 19 | nc: 39 | ncall: 67864 | eff(%): 2.915 | loglstar: -inf < -13.246 < inf | logz: -33.819 +/- 0.437 | dlogz: 6.983 > 0.109
iter: 1979 | bound: 19 | nc: 39 | ncall: 67903 | eff(%): 2.914 | loglstar: -inf < -13.213 < inf | logz: -33.795 +/- 0.437 | dlogz: 6.949 > 0.109
iter: 1980 | bound: 19 | nc: 39 | ncall: 67942 | eff(%): 2.914 | loglstar: -inf < -13.141 < inf | logz: -33.770 +/- 0.437 | dlogz: 6.915 > 0.109
iter: 1981 | bound: 19 | nc: 39 | ncall: 67981 | eff(%): 2.914 | loglstar: -inf < -13.139 < inf | logz: -33.746 +/- 0.438 | dlogz: 6.880 > 0.109
iter: 1982 | bound: 19 | nc: 39 | ncall: 68020 | eff(%): 2.914 | loglstar: -inf < -13.136 < inf | logz: -33.722 +/- 0.438 | dlogz: 6.845 > 0.109
iter: 1983 | bound: 19 | nc: 39 | ncall: 68059 | eff(%): 2.914 | loglstar: -inf < -13.044 < inf | logz: -33.697 +/- 0.438 | dlogz: 6.811 > 0.109
iter: 1984 | bound: 19 | nc: 39 | ncall: 68098 | eff(%): 2.913 | loglstar: -inf < -13.040 < inf | logz: -33.673 +/- 0.438 | dlogz: 6.777 > 0.109
iter: 1985 | bound: 19 | nc: 39 | ncall: 68137 | eff(%): 2.913 | loglstar: -inf < -13.013 < inf | logz: -33.649 +/- 0.438 | dlogz: 6.743 > 0.109
iter: 1986 | bound: 19 | nc: 39 | ncall: 68176 | eff(%): 2.913 | loglstar: -inf < -13.000 < inf | logz: -33.625 +/- 0.438 | dlogz: 6.709 > 0.109
iter: 1987 | bound: 19 | nc: 39 | ncall: 68215 | eff(%): 2.913 | loglstar: -inf < -12.976 < inf | logz: -33.601 +/- 0.438 | dlogz: 7.161 > 0.109
iter: 1988 | bound: 19 | nc: 39 | ncall: 68254 | eff(%): 2.913 | loglstar: -inf < -12.950 < inf | logz: -33.578 +/- 0.438 | dlogz: 7.127 > 0.109
iter: 1989 | bound: 19 | nc: 39 | ncall: 68293 | eff(%): 2.912 | loglstar: -inf < -12.886 < inf | logz: -33.555 +/- 0.438 | dlogz: 7.094 > 0.109
iter: 1990 | bound: 19 | nc: 39 | ncall: 68332 | eff(%): 2.912 | loglstar: -inf < -12.828 < inf | logz: -33.530 +/- 0.438 | dlogz: 7.061 > 0.109
iter: 1991 | bound: 19 | nc: 39 | ncall: 68371 | eff(%): 2.912 | loglstar: -inf < -12.809 < inf | logz: -33.506 +/- 0.439 | dlogz: 7.027 > 0.109
iter: 1992 | bound: 19 | nc: 39 | ncall: 68410 | eff(%): 2.912 | loglstar: -inf < -12.796 < inf | logz: -33.482 +/- 0.439 | dlogz: 6.992 > 0.109
iter: 1993 | bound: 19 | nc: 39 | ncall: 68449 | eff(%): 2.912 | loglstar: -inf < -12.700 < inf | logz: -33.458 +/- 0.439 | dlogz: 6.959 > 0.109
iter: 1994 | bound: 19 | nc: 39 | ncall: 68488 | eff(%): 2.911 | loglstar: -inf < -12.693 < inf | logz: -33.433 +/- 0.439 | dlogz: 6.924 > 0.109
iter: 1995 | bound: 19 | nc: 39 | ncall: 68527 | eff(%): 2.911 | loglstar: -inf < -12.674 < inf | logz: -33.409 +/- 0.439 | dlogz: 6.890 > 0.109
iter: 1996 | bound: 19 | nc: 39 | ncall: 68566 | eff(%): 2.911 | loglstar: -inf < -12.660 < inf | logz: -33.385 +/- 0.439 | dlogz: 6.855 > 0.109
iter: 1997 | bound: 19 | nc: 39 | ncall: 68605 | eff(%): 2.911 | loglstar: -inf < -12.642 < inf | logz: -33.362 +/- 0.439 | dlogz: 6.822 > 0.109
iter: 1998 | bound: 19 | nc: 39 | ncall: 68644 | eff(%): 2.911 | loglstar: -inf < -12.642 < inf | logz: -33.339 +/- 0.439 | dlogz: 6.788 > 0.109
iter: 1999 | bound: 19 | nc: 39 | ncall: 68683 | eff(%): 2.910 | loglstar: -inf < -12.640 < inf | logz: -33.317 +/- 0.439 | dlogz: 6.756 > 0.109
iter: 2000 | bound: 19 | nc: 39 | ncall: 68722 | eff(%): 2.910 | loglstar: -inf < -12.622 < inf | logz: -33.295 +/- 0.439 | dlogz: 6.724 > 0.109
iter: 2001 | bound: 19 | nc: 39 | ncall: 68761 | eff(%): 2.910 | loglstar: -inf < -12.621 < inf | logz: -33.274 +/- 0.439 | dlogz: 6.692 > 0.109
iter: 2002 | bound: 19 | nc: 39 | ncall: 68800 | eff(%): 2.910 | loglstar: -inf < -12.569 < inf | logz: -33.253 +/- 0.439 | dlogz: 6.661 > 0.109
iter: 2003 | bound: 19 | nc: 39 | ncall: 68839 | eff(%): 2.910 | loglstar: -inf < -12.554 < inf | logz: -33.232 +/- 0.440 | dlogz: 6.630 > 0.109
iter: 2004 | bound: 19 | nc: 39 | ncall: 68878 | eff(%): 2.909 | loglstar: -inf < -12.468 < inf | logz: -33.210 +/- 0.440 | dlogz: 6.599 > 0.109
iter: 2005 | bound: 19 | nc: 39 | ncall: 68917 | eff(%): 2.909 | loglstar: -inf < -12.458 < inf | logz: -33.188 +/- 0.440 | dlogz: 6.567 > 0.109
iter: 2006 | bound: 19 | nc: 39 | ncall: 68956 | eff(%): 2.909 | loglstar: -inf < -12.450 < inf | logz: -33.167 +/- 0.440 | dlogz: 6.536 > 0.109
iter: 2007 | bound: 19 | nc: 39 | ncall: 68995 | eff(%): 2.909 | loglstar: -inf < -12.444 < inf | logz: -33.146 +/- 0.440 | dlogz: 6.504 > 0.109
iter: 2008 | bound: 19 | nc: 39 | ncall: 69034 | eff(%): 2.909 | loglstar: -inf < -12.444 < inf | logz: -33.126 +/- 0.440 | dlogz: 6.473 > 0.109
iter: 2009 | bound: 19 | nc: 39 | ncall: 69073 | eff(%): 2.909 | loglstar: -inf < -12.422 < inf | logz: -33.106 +/- 0.440 | dlogz: 6.443 > 0.109
iter: 2010 | bound: 19 | nc: 39 | ncall: 69112 | eff(%): 2.908 | loglstar: -inf < -12.415 < inf | logz: -33.086 +/- 0.440 | dlogz: 6.413 > 0.109
iter: 2011 | bound: 19 | nc: 39 | ncall: 69151 | eff(%): 2.908 | loglstar: -inf < -12.406 < inf | logz: -33.067 +/- 0.440 | dlogz: 6.384 > 0.109
iter: 2012 | bound: 19 | nc: 39 | ncall: 69190 | eff(%): 2.908 | loglstar: -inf < -12.372 < inf | logz: -33.048 +/- 0.440 | dlogz: 6.355 > 0.109
iter: 2013 | bound: 19 | nc: 39 | ncall: 69229 | eff(%): 2.908 | loglstar: -inf < -12.371 < inf | logz: -33.029 +/- 0.440 | dlogz: 6.326 > 0.109
iter: 2014 | bound: 19 | nc: 39 | ncall: 69268 | eff(%): 2.908 | loglstar: -inf < -12.358 < inf | logz: -33.010 +/- 0.440 | dlogz: 6.297 > 0.109
iter: 2015 | bound: 19 | nc: 39 | ncall: 69307 | eff(%): 2.907 | loglstar: -inf < -12.324 < inf | logz: -32.992 +/- 0.440 | dlogz: 6.269 > 0.109
iter: 2016 | bound: 19 | nc: 39 | ncall: 69346 | eff(%): 2.907 | loglstar: -inf < -12.305 < inf | logz: -32.974 +/- 0.440 | dlogz: 6.240 > 0.109
iter: 2017 | bound: 19 | nc: 39 | ncall: 69385 | eff(%): 2.907 | loglstar: -inf < -12.297 < inf | logz: -32.956 +/- 0.440 | dlogz: 6.212 > 0.109
iter: 2018 | bound: 19 | nc: 39 | ncall: 69424 | eff(%): 2.907 | loglstar: -inf < -12.287 < inf | logz: -32.938 +/- 0.440 | dlogz: 6.184 > 0.109
iter: 2019 | bound: 19 | nc: 39 | ncall: 69463 | eff(%): 2.907 | loglstar: -inf < -12.274 < inf | logz: -32.920 +/- 0.440 | dlogz: 8.085 > 0.109
iter: 2020 | bound: 19 | nc: 39 | ncall: 69502 | eff(%): 2.906 | loglstar: -inf < -12.249 < inf | logz: -32.903 +/- 0.440 | dlogz: 8.058 > 0.109
iter: 2021 | bound: 19 | nc: 39 | ncall: 69541 | eff(%): 2.906 | loglstar: -inf < -12.242 < inf | logz: -32.886 +/- 0.440 | dlogz: 8.030 > 0.109
iter: 2022 | bound: 19 | nc: 39 | ncall: 69580 | eff(%): 2.906 | loglstar: -inf < -12.242 < inf | logz: -32.869 +/- 0.440 | dlogz: 8.003 > 0.109
iter: 2023 | bound: 19 | nc: 39 | ncall: 69619 | eff(%): 2.906 | loglstar: -inf < -12.237 < inf | logz: -32.853 +/- 0.440 | dlogz: 7.977 > 0.109
iter: 2024 | bound: 19 | nc: 39 | ncall: 69658 | eff(%): 2.906 | loglstar: -inf < -12.212 < inf | logz: -32.837 +/- 0.440 | dlogz: 7.950 > 0.109
iter: 2025 | bound: 19 | nc: 39 | ncall: 69697 | eff(%): 2.905 | loglstar: -inf < -12.197 < inf | logz: -32.821 +/- 0.440 | dlogz: 7.924 > 0.109
iter: 2026 | bound: 19 | nc: 39 | ncall: 69736 | eff(%): 2.905 | loglstar: -inf < -12.165 < inf | logz: -32.805 +/- 0.440 | dlogz: 7.898 > 0.109
iter: 2027 | bound: 19 | nc: 39 | ncall: 69775 | eff(%): 2.905 | loglstar: -inf < -12.157 < inf | logz: -32.789 +/- 0.440 | dlogz: 7.872 > 0.109
iter: 2028 | bound: 19 | nc: 39 | ncall: 69814 | eff(%): 2.905 | loglstar: -inf < -12.143 < inf | logz: -32.773 +/- 0.441 | dlogz: 7.847 > 0.109
iter: 2029 | bound: 19 | nc: 39 | ncall: 69853 | eff(%): 2.905 | loglstar: -inf < -12.098 < inf | logz: -32.757 +/- 0.441 | dlogz: 7.821 > 0.109
iter: 2030 | bound: 19 | nc: 39 | ncall: 69892 | eff(%): 2.904 | loglstar: -inf < -12.078 < inf | logz: -32.741 +/- 0.441 | dlogz: 7.795 > 0.109
iter: 2031 | bound: 19 | nc: 39 | ncall: 69931 | eff(%): 2.904 | loglstar: -inf < -12.033 < inf | logz: -32.725 +/- 0.441 | dlogz: 7.769 > 0.109
iter: 2032 | bound: 19 | nc: 39 | ncall: 69970 | eff(%): 2.904 | loglstar: -inf < -12.023 < inf | logz: -32.709 +/- 0.441 | dlogz: 7.744 > 0.109
iter: 2033 | bound: 19 | nc: 39 | ncall: 70009 | eff(%): 2.904 | loglstar: -inf < -12.017 < inf | logz: -32.694 +/- 0.441 | dlogz: 7.718 > 0.109
iter: 2034 | bound: 19 | nc: 39 | ncall: 70048 | eff(%): 2.904 | loglstar: -inf < -11.996 < inf | logz: -32.678 +/- 0.441 | dlogz: 7.692 > 0.109
iter: 2035 | bound: 19 | nc: 39 | ncall: 70087 | eff(%): 2.904 | loglstar: -inf < -11.979 < inf | logz: -32.663 +/- 0.441 | dlogz: 7.667 > 0.109
iter: 2036 | bound: 19 | nc: 39 | ncall: 70126 | eff(%): 2.903 | loglstar: -inf < -11.959 < inf | logz: -32.648 +/- 0.441 | dlogz: 7.641 > 0.109
iter: 2037 | bound: 19 | nc: 39 | ncall: 70165 | eff(%): 2.903 | loglstar: -inf < -11.916 < inf | logz: -32.632 +/- 0.441 | dlogz: 7.616 > 0.109
iter: 2038 | bound: 19 | nc: 39 | ncall: 70204 | eff(%): 2.903 | loglstar: -inf < -11.915 < inf | logz: -32.617 +/- 0.441 | dlogz: 7.591 > 0.109
iter: 2039 | bound: 19 | nc: 39 | ncall: 70243 | eff(%): 2.903 | loglstar: -inf < -11.887 < inf | logz: -32.602 +/- 0.441 | dlogz: 7.565 > 0.109
iter: 2040 | bound: 19 | nc: 39 | ncall: 70282 | eff(%): 2.903 | loglstar: -inf < -11.886 < inf | logz: -32.587 +/- 0.441 | dlogz: 7.540 > 0.109
iter: 2041 | bound: 19 | nc: 39 | ncall: 70321 | eff(%): 2.902 | loglstar: -inf < -11.883 < inf | logz: -32.572 +/- 0.441 | dlogz: 7.515 > 0.109
iter: 2042 | bound: 19 | nc: 39 | ncall: 70360 | eff(%): 2.902 | loglstar: -inf < -11.877 < inf | logz: -32.557 +/- 0.441 | dlogz: 7.491 > 0.109
iter: 2043 | bound: 19 | nc: 39 | ncall: 70399 | eff(%): 2.902 | loglstar: -inf < -11.871 < inf | logz: -32.543 +/- 0.441 | dlogz: 7.466 > 0.109
iter: 2044 | bound: 19 | nc: 39 | ncall: 70438 | eff(%): 2.902 | loglstar: -inf < -11.840 < inf | logz: -32.529 +/- 0.441 | dlogz: 7.442 > 0.109
iter: 2045 | bound: 19 | nc: 39 | ncall: 70477 | eff(%): 2.902 | loglstar: -inf < -11.784 < inf | logz: -32.515 +/- 0.441 | dlogz: 7.418 > 0.109
iter: 2046 | bound: 19 | nc: 39 | ncall: 70516 | eff(%): 2.901 | loglstar: -inf < -11.763 < inf | logz: -32.500 +/- 0.441 | dlogz: 7.394 > 0.109
iter: 2047 | bound: 19 | nc: 39 | ncall: 70555 | eff(%): 2.901 | loglstar: -inf < -11.755 < inf | logz: -32.486 +/- 0.441 | dlogz: 7.369 > 0.109
iter: 2048 | bound: 20 | nc: 39 | ncall: 70594 | eff(%): 2.901 | loglstar: -inf < -11.751 < inf | logz: -32.472 +/- 0.441 | dlogz: 7.345 > 0.109
iter: 2049 | bound: 20 | nc: 39 | ncall: 70633 | eff(%): 2.901 | loglstar: -inf < -11.720 < inf | logz: -32.458 +/- 0.441 | dlogz: 7.321 > 0.109
iter: 2050 | bound: 20 | nc: 39 | ncall: 70672 | eff(%): 2.901 | loglstar: -inf < -11.695 < inf | logz: -32.444 +/- 0.441 | dlogz: 7.297 > 0.109
iter: 2051 | bound: 20 | nc: 39 | ncall: 70711 | eff(%): 2.901 | loglstar: -inf < -11.672 < inf | logz: -32.430 +/- 0.441 | dlogz: 7.273 > 0.109
iter: 2052 | bound: 20 | nc: 39 | ncall: 70750 | eff(%): 2.900 | loglstar: -inf < -11.576 < inf | logz: -32.415 +/- 0.441 | dlogz: 7.249 > 0.109
iter: 2053 | bound: 20 | nc: 39 | ncall: 70789 | eff(%): 2.900 | loglstar: -inf < -11.551 < inf | logz: -32.400 +/- 0.441 | dlogz: 7.224 > 0.109
iter: 2054 | bound: 20 | nc: 39 | ncall: 70828 | eff(%): 2.900 | loglstar: -inf < -11.504 < inf | logz: -32.385 +/- 0.441 | dlogz: 7.199 > 0.109
iter: 2055 | bound: 20 | nc: 39 | ncall: 70867 | eff(%): 2.900 | loglstar: -inf < -11.503 < inf | logz: -32.369 +/- 0.441 | dlogz: 7.174 > 0.109
iter: 2056 | bound: 20 | nc: 39 | ncall: 70906 | eff(%): 2.900 | loglstar: -inf < -11.500 < inf | logz: -32.354 +/- 0.441 | dlogz: 7.149 > 0.109
iter: 2057 | bound: 20 | nc: 39 | ncall: 70945 | eff(%): 2.899 | loglstar: -inf < -11.479 < inf | logz: -32.340 +/- 0.441 | dlogz: 7.124 > 0.109
iter: 2058 | bound: 20 | nc: 39 | ncall: 70984 | eff(%): 2.899 | loglstar: -inf < -11.476 < inf | logz: -32.325 +/- 0.441 | dlogz: 7.099 > 0.109
iter: 2059 | bound: 20 | nc: 39 | ncall: 71023 | eff(%): 2.899 | loglstar: -inf < -11.467 < inf | logz: -32.311 +/- 0.441 | dlogz: 7.075 > 0.109
iter: 2060 | bound: 20 | nc: 39 | ncall: 71062 | eff(%): 2.899 | loglstar: -inf < -11.466 < inf | logz: -32.297 +/- 0.442 | dlogz: 7.051 > 0.109
iter: 2061 | bound: 20 | nc: 39 | ncall: 71101 | eff(%): 2.899 | loglstar: -inf < -11.453 < inf | logz: -32.283 +/- 0.442 | dlogz: 7.027 > 0.109
iter: 2062 | bound: 20 | nc: 39 | ncall: 71140 | eff(%): 2.899 | loglstar: -inf < -11.411 < inf | logz: -32.269 +/- 0.442 | dlogz: 7.003 > 0.109
iter: 2063 | bound: 20 | nc: 39 | ncall: 71179 | eff(%): 2.898 | loglstar: -inf < -11.389 < inf | logz: -32.255 +/- 0.442 | dlogz: 6.979 > 0.109
iter: 2064 | bound: 20 | nc: 39 | ncall: 71218 | eff(%): 2.898 | loglstar: -inf < -11.383 < inf | logz: -32.241 +/- 0.442 | dlogz: 6.955 > 0.109
iter: 2065 | bound: 20 | nc: 39 | ncall: 71257 | eff(%): 2.898 | loglstar: -inf < -11.373 < inf | logz: -32.228 +/- 0.442 | dlogz: 6.932 > 0.109
iter: 2066 | bound: 20 | nc: 39 | ncall: 71296 | eff(%): 2.898 | loglstar: -inf < -11.372 < inf | logz: -32.214 +/- 0.442 | dlogz: 6.908 > 0.109
iter: 2067 | bound: 20 | nc: 39 | ncall: 71335 | eff(%): 2.898 | loglstar: -inf < -11.353 < inf | logz: -32.201 +/- 0.442 | dlogz: 6.885 > 0.109
iter: 2068 | bound: 20 | nc: 39 | ncall: 71374 | eff(%): 2.897 | loglstar: -inf < -11.351 < inf | logz: -32.188 +/- 0.442 | dlogz: 6.862 > 0.109
iter: 2069 | bound: 20 | nc: 39 | ncall: 71413 | eff(%): 2.897 | loglstar: -inf < -11.333 < inf | logz: -32.175 +/- 0.442 | dlogz: 6.839 > 0.109
iter: 2070 | bound: 20 | nc: 39 | ncall: 71452 | eff(%): 2.897 | loglstar: -inf < -11.278 < inf | logz: -32.162 +/- 0.442 | dlogz: 6.816 > 0.109
iter: 2071 | bound: 20 | nc: 39 | ncall: 71491 | eff(%): 2.897 | loglstar: -inf < -11.273 < inf | logz: -32.149 +/- 0.442 | dlogz: 6.793 > 0.109
iter: 2072 | bound: 20 | nc: 39 | ncall: 71530 | eff(%): 2.897 | loglstar: -inf < -11.196 < inf | logz: -32.136 +/- 0.442 | dlogz: 6.770 > 0.109
iter: 2073 | bound: 20 | nc: 39 | ncall: 71569 | eff(%): 2.897 | loglstar: -inf < -11.188 < inf | logz: -32.122 +/- 0.442 | dlogz: 6.747 > 0.109
iter: 2074 | bound: 20 | nc: 39 | ncall: 71608 | eff(%): 2.896 | loglstar: -inf < -11.170 < inf | logz: -32.109 +/- 0.442 | dlogz: 6.723 > 0.109
iter: 2075 | bound: 20 | nc: 39 | ncall: 71647 | eff(%): 2.896 | loglstar: -inf < -11.160 < inf | logz: -32.095 +/- 0.442 | dlogz: 6.700 > 0.109
iter: 2076 | bound: 20 | nc: 39 | ncall: 71686 | eff(%): 2.896 | loglstar: -inf < -11.160 < inf | logz: -32.082 +/- 0.442 | dlogz: 6.677 > 0.109
iter: 2077 | bound: 20 | nc: 39 | ncall: 71725 | eff(%): 2.896 | loglstar: -inf < -11.158 < inf | logz: -32.069 +/- 0.442 | dlogz: 6.653 > 0.109
iter: 2078 | bound: 20 | nc: 39 | ncall: 71764 | eff(%): 2.896 | loglstar: -inf < -11.140 < inf | logz: -32.057 +/- 0.442 | dlogz: 6.631 > 0.109
iter: 2079 | bound: 20 | nc: 39 | ncall: 71803 | eff(%): 2.895 | loglstar: -inf < -11.120 < inf | logz: -32.044 +/- 0.442 | dlogz: 6.608 > 0.109
iter: 2080 | bound: 20 | nc: 39 | ncall: 71842 | eff(%): 2.895 | loglstar: -inf < -11.112 < inf | logz: -32.032 +/- 0.442 | dlogz: 6.586 > 0.109
iter: 2081 | bound: 20 | nc: 39 | ncall: 71881 | eff(%): 2.895 | loglstar: -inf < -11.100 < inf | logz: -32.019 +/- 0.442 | dlogz: 6.563 > 0.109
iter: 2082 | bound: 20 | nc: 39 | ncall: 71920 | eff(%): 2.895 | loglstar: -inf < -11.088 < inf | logz: -32.007 +/- 0.442 | dlogz: 6.541 > 0.109
iter: 2083 | bound: 20 | nc: 39 | ncall: 71959 | eff(%): 2.895 | loglstar: -inf < -11.049 < inf | logz: -31.995 +/- 0.442 | dlogz: 6.519 > 0.109
iter: 2084 | bound: 20 | nc: 39 | ncall: 71998 | eff(%): 2.895 | loglstar: -inf < -11.027 < inf | logz: -31.982 +/- 0.442 | dlogz: 6.497 > 0.109
iter: 2085 | bound: 20 | nc: 39 | ncall: 72037 | eff(%): 2.894 | loglstar: -inf < -11.022 < inf | logz: -31.970 +/- 0.442 | dlogz: 6.474 > 0.109
iter: 2086 | bound: 20 | nc: 39 | ncall: 72076 | eff(%): 2.894 | loglstar: -inf < -10.992 < inf | logz: -31.958 +/- 0.442 | dlogz: 6.452 > 0.109
iter: 2087 | bound: 20 | nc: 39 | ncall: 72115 | eff(%): 2.894 | loglstar: -inf < -10.943 < inf | logz: -31.946 +/- 0.443 | dlogz: 6.430 > 0.109
iter: 2088 | bound: 20 | nc: 39 | ncall: 72154 | eff(%): 2.894 | loglstar: -inf < -10.931 < inf | logz: -31.933 +/- 0.443 | dlogz: 6.408 > 0.109
iter: 2089 | bound: 20 | nc: 39 | ncall: 72193 | eff(%): 2.894 | loglstar: -inf < -10.917 < inf | logz: -31.921 +/- 0.443 | dlogz: 6.385 > 0.109
iter: 2090 | bound: 20 | nc: 39 | ncall: 72232 | eff(%): 2.893 | loglstar: -inf < -10.902 < inf | logz: -31.908 +/- 0.443 | dlogz: 6.363 > 0.109
iter: 2091 | bound: 20 | nc: 39 | ncall: 72271 | eff(%): 2.893 | loglstar: -inf < -10.845 < inf | logz: -31.896 +/- 0.443 | dlogz: 6.341 > 0.109
iter: 2092 | bound: 20 | nc: 39 | ncall: 72310 | eff(%): 2.893 | loglstar: -inf < -10.832 < inf | logz: -31.883 +/- 0.443 | dlogz: 6.318 > 0.109
iter: 2093 | bound: 20 | nc: 39 | ncall: 72349 | eff(%): 2.893 | loglstar: -inf < -10.809 < inf | logz: -31.871 +/- 0.443 | dlogz: 6.296 > 0.109
iter: 2094 | bound: 20 | nc: 39 | ncall: 72388 | eff(%): 2.893 | loglstar: -inf < -10.794 < inf | logz: -31.858 +/- 0.443 | dlogz: 7.455 > 0.109
iter: 2095 | bound: 20 | nc: 39 | ncall: 72427 | eff(%): 2.893 | loglstar: -inf < -10.768 < inf | logz: -31.846 +/- 0.443 | dlogz: 7.433 > 0.109
iter: 2096 | bound: 20 | nc: 39 | ncall: 72466 | eff(%): 2.892 | loglstar: -inf < -10.734 < inf | logz: -31.833 +/- 0.443 | dlogz: 7.410 > 0.109
iter: 2097 | bound: 20 | nc: 39 | ncall: 72505 | eff(%): 2.892 | loglstar: -inf < -10.707 < inf | logz: -31.820 +/- 0.443 | dlogz: 7.388 > 0.109
iter: 2098 | bound: 20 | nc: 39 | ncall: 72544 | eff(%): 2.892 | loglstar: -inf < -10.700 < inf | logz: -31.808 +/- 0.443 | dlogz: 7.365 > 0.109
iter: 2099 | bound: 20 | nc: 39 | ncall: 72583 | eff(%): 2.892 | loglstar: -inf < -10.672 < inf | logz: -31.795 +/- 0.443 | dlogz: 7.342 > 0.109
iter: 2100 | bound: 20 | nc: 39 | ncall: 72622 | eff(%): 2.892 | loglstar: -inf < -10.635 < inf | logz: -31.782 +/- 0.443 | dlogz: 7.320 > 0.109
iter: 2101 | bound: 20 | nc: 39 | ncall: 72661 | eff(%): 2.892 | loglstar: -inf < -10.595 < inf | logz: -31.770 +/- 0.443 | dlogz: 7.297 > 0.109
iter: 2102 | bound: 20 | nc: 39 | ncall: 72700 | eff(%): 2.891 | loglstar: -inf < -10.550 < inf | logz: -31.756 +/- 0.443 | dlogz: 7.274 > 0.109
iter: 2103 | bound: 20 | nc: 39 | ncall: 72739 | eff(%): 2.891 | loglstar: -inf < -10.530 < inf | logz: -31.743 +/- 0.443 | dlogz: 7.251 > 0.109
iter: 2104 | bound: 20 | nc: 39 | ncall: 72778 | eff(%): 2.891 | loglstar: -inf < -10.516 < inf | logz: -31.730 +/- 0.443 | dlogz: 7.228 > 0.109
iter: 2105 | bound: 20 | nc: 39 | ncall: 72817 | eff(%): 2.891 | loglstar: -inf < -10.493 < inf | logz: -31.717 +/- 0.443 | dlogz: 7.205 > 0.109
iter: 2106 | bound: 20 | nc: 39 | ncall: 72856 | eff(%): 2.891 | loglstar: -inf < -10.466 < inf | logz: -31.704 +/- 0.444 | dlogz: 7.182 > 0.109
iter: 2107 | bound: 20 | nc: 39 | ncall: 72895 | eff(%): 2.890 | loglstar: -inf < -10.455 < inf | logz: -31.691 +/- 0.444 | dlogz: 7.159 > 0.109
iter: 2108 | bound: 20 | nc: 39 | ncall: 72934 | eff(%): 2.890 | loglstar: -inf < -10.429 < inf | logz: -31.678 +/- 0.444 | dlogz: 7.136 > 0.109
iter: 2109 | bound: 20 | nc: 39 | ncall: 72973 | eff(%): 2.890 | loglstar: -inf < -10.413 < inf | logz: -31.665 +/- 0.444 | dlogz: 7.113 > 0.109
iter: 2110 | bound: 20 | nc: 39 | ncall: 73012 | eff(%): 2.890 | loglstar: -inf < -10.412 < inf | logz: -31.652 +/- 0.444 | dlogz: 7.090 > 0.109
iter: 2111 | bound: 20 | nc: 39 | ncall: 73051 | eff(%): 2.890 | loglstar: -inf < -10.387 < inf | logz: -31.639 +/- 0.444 | dlogz: 7.067 > 0.109
iter: 2112 | bound: 20 | nc: 39 | ncall: 73090 | eff(%): 2.890 | loglstar: -inf < -10.362 < inf | logz: -31.626 +/- 0.444 | dlogz: 7.044 > 0.109
iter: 2113 | bound: 20 | nc: 39 | ncall: 73129 | eff(%): 2.889 | loglstar: -inf < -10.334 < inf | logz: -31.613 +/- 0.444 | dlogz: 7.022 > 0.109
iter: 2114 | bound: 20 | nc: 39 | ncall: 73168 | eff(%): 2.889 | loglstar: -inf < -10.313 < inf | logz: -31.601 +/- 0.444 | dlogz: 6.999 > 0.109
iter: 2115 | bound: 20 | nc: 39 | ncall: 73207 | eff(%): 2.889 | loglstar: -inf < -10.278 < inf | logz: -31.588 +/- 0.444 | dlogz: 6.976 > 0.109
iter: 2116 | bound: 20 | nc: 39 | ncall: 73246 | eff(%): 2.889 | loglstar: -inf < -10.277 < inf | logz: -31.575 +/- 0.444 | dlogz: 6.954 > 0.109
iter: 2117 | bound: 20 | nc: 39 | ncall: 73285 | eff(%): 2.889 | loglstar: -inf < -10.274 < inf | logz: -31.562 +/- 0.444 | dlogz: 6.931 > 0.109
iter: 2118 | bound: 20 | nc: 39 | ncall: 73324 | eff(%): 2.889 | loglstar: -inf < -10.246 < inf | logz: -31.550 +/- 0.444 | dlogz: 6.908 > 0.109
iter: 2119 | bound: 20 | nc: 39 | ncall: 73363 | eff(%): 2.888 | loglstar: -inf < -10.230 < inf | logz: -31.538 +/- 0.444 | dlogz: 6.886 > 0.109
iter: 2120 | bound: 20 | nc: 39 | ncall: 73402 | eff(%): 2.888 | loglstar: -inf < -10.223 < inf | logz: -31.525 +/- 0.444 | dlogz: 6.864 > 0.109
iter: 2121 | bound: 20 | nc: 39 | ncall: 73441 | eff(%): 2.888 | loglstar: -inf < -10.218 < inf | logz: -31.513 +/- 0.445 | dlogz: 6.841 > 0.109
iter: 2122 | bound: 20 | nc: 39 | ncall: 73480 | eff(%): 2.888 | loglstar: -inf < -10.204 < inf | logz: -31.501 +/- 0.445 | dlogz: 6.819 > 0.109
iter: 2123 | bound: 20 | nc: 39 | ncall: 73519 | eff(%): 2.888 | loglstar: -inf < -10.119 < inf | logz: -31.489 +/- 0.445 | dlogz: 6.797 > 0.109
iter: 2124 | bound: 20 | nc: 39 | ncall: 73558 | eff(%): 2.888 | loglstar: -inf < -10.110 < inf | logz: -31.476 +/- 0.445 | dlogz: 6.775 > 0.109
iter: 2125 | bound: 20 | nc: 39 | ncall: 73597 | eff(%): 2.887 | loglstar: -inf < -10.104 < inf | logz: -31.464 +/- 0.445 | dlogz: 6.753 > 0.109
iter: 2126 | bound: 20 | nc: 39 | ncall: 73636 | eff(%): 2.887 | loglstar: -inf < -10.103 < inf | logz: -31.452 +/- 0.445 | dlogz: 6.730 > 0.109
iter: 2127 | bound: 20 | nc: 39 | ncall: 73675 | eff(%): 2.887 | loglstar: -inf < -10.046 < inf | logz: -31.439 +/- 0.445 | dlogz: 6.708 > 0.109
iter: 2128 | bound: 20 | nc: 39 | ncall: 73714 | eff(%): 2.887 | loglstar: -inf < -10.038 < inf | logz: -31.427 +/- 0.445 | dlogz: 6.686 > 0.109
iter: 2129 | bound: 20 | nc: 39 | ncall: 73753 | eff(%): 2.887 | loglstar: -inf < -10.024 < inf | logz: -31.415 +/- 0.445 | dlogz: 6.664 > 0.109
iter: 2130 | bound: 20 | nc: 39 | ncall: 73792 | eff(%): 2.886 | loglstar: -inf < -10.023 < inf | logz: -31.403 +/- 0.445 | dlogz: 6.641 > 0.109
iter: 2131 | bound: 20 | nc: 39 | ncall: 73831 | eff(%): 2.886 | loglstar: -inf < -9.999 < inf | logz: -31.391 +/- 0.445 | dlogz: 6.619 > 0.109
iter: 2132 | bound: 20 | nc: 39 | ncall: 73870 | eff(%): 2.886 | loglstar: -inf < -9.992 < inf | logz: -31.379 +/- 0.445 | dlogz: 6.598 > 0.109
iter: 2133 | bound: 20 | nc: 39 | ncall: 73909 | eff(%): 2.886 | loglstar: -inf < -9.982 < inf | logz: -31.367 +/- 0.445 | dlogz: 6.576 > 0.109
iter: 2134 | bound: 20 | nc: 39 | ncall: 73948 | eff(%): 2.886 | loglstar: -inf < -9.975 < inf | logz: -31.355 +/- 0.445 | dlogz: 6.554 > 0.109
iter: 2135 | bound: 20 | nc: 39 | ncall: 73987 | eff(%): 2.886 | loglstar: -inf < -9.975 < inf | logz: -31.344 +/- 0.445 | dlogz: 6.533 > 0.109
iter: 2136 | bound: 20 | nc: 39 | ncall: 74026 | eff(%): 2.885 | loglstar: -inf < -9.936 < inf | logz: -31.333 +/- 0.445 | dlogz: 6.511 > 0.109
iter: 2137 | bound: 20 | nc: 39 | ncall: 74065 | eff(%): 2.885 | loglstar: -inf < -9.897 < inf | logz: -31.321 +/- 0.445 | dlogz: 6.490 > 0.109
iter: 2138 | bound: 20 | nc: 39 | ncall: 74104 | eff(%): 2.885 | loglstar: -inf < -9.894 < inf | logz: -31.310 +/- 0.446 | dlogz: 6.469 > 0.109
iter: 2139 | bound: 20 | nc: 39 | ncall: 74143 | eff(%): 2.885 | loglstar: -inf < -9.893 < inf | logz: -31.298 +/- 0.446 | dlogz: 6.447 > 0.109
iter: 2140 | bound: 20 | nc: 39 | ncall: 74182 | eff(%): 2.885 | loglstar: -inf < -9.872 < inf | logz: -31.287 +/- 0.446 | dlogz: 6.426 > 0.109
iter: 2141 | bound: 20 | nc: 39 | ncall: 74221 | eff(%): 2.885 | loglstar: -inf < -9.780 < inf | logz: -31.275 +/- 0.446 | dlogz: 6.405 > 0.109
iter: 2142 | bound: 20 | nc: 39 | ncall: 74260 | eff(%): 2.884 | loglstar: -inf < -9.759 < inf | logz: -31.263 +/- 0.446 | dlogz: 6.383 > 0.109
iter: 2143 | bound: 20 | nc: 39 | ncall: 74299 | eff(%): 2.884 | loglstar: -inf < -9.749 < inf | logz: -31.251 +/- 0.446 | dlogz: 6.361 > 0.109
iter: 2144 | bound: 20 | nc: 39 | ncall: 74338 | eff(%): 2.884 | loglstar: -inf < -9.734 < inf | logz: -31.240 +/- 0.446 | dlogz: 6.339 > 0.109
iter: 2145 | bound: 20 | nc: 39 | ncall: 74377 | eff(%): 2.884 | loglstar: -inf < -9.681 < inf | logz: -31.228 +/- 0.446 | dlogz: 6.318 > 0.109
iter: 2146 | bound: 20 | nc: 39 | ncall: 74416 | eff(%): 2.884 | loglstar: -inf < -9.677 < inf | logz: -31.215 +/- 0.446 | dlogz: 6.296 > 0.109
iter: 2147 | bound: 20 | nc: 39 | ncall: 74455 | eff(%): 2.884 | loglstar: -inf < -9.675 < inf | logz: -31.204 +/- 0.446 | dlogz: 6.274 > 0.109
iter: 2148 | bound: 21 | nc: 39 | ncall: 74494 | eff(%): 2.883 | loglstar: -inf < -9.664 < inf | logz: -31.192 +/- 0.446 | dlogz: 6.252 > 0.109
iter: 2149 | bound: 21 | nc: 39 | ncall: 74533 | eff(%): 2.883 | loglstar: -inf < -9.661 < inf | logz: -31.180 +/- 0.446 | dlogz: 6.230 > 0.109
iter: 2150 | bound: 21 | nc: 39 | ncall: 74572 | eff(%): 2.883 | loglstar: -inf < -9.600 < inf | logz: -31.169 +/- 0.446 | dlogz: 6.209 > 0.109
iter: 2151 | bound: 21 | nc: 39 | ncall: 74611 | eff(%): 2.883 | loglstar: -inf < -9.583 < inf | logz: -31.157 +/- 0.446 | dlogz: 6.188 > 0.109
iter: 2152 | bound: 21 | nc: 39 | ncall: 74650 | eff(%): 2.883 | loglstar: -inf < -9.568 < inf | logz: -31.145 +/- 0.446 | dlogz: 6.166 > 0.109
iter: 2153 | bound: 21 | nc: 39 | ncall: 74689 | eff(%): 2.883 | loglstar: -inf < -9.564 < inf | logz: -31.134 +/- 0.447 | dlogz: 6.144 > 0.109
iter: 2154 | bound: 21 | nc: 39 | ncall: 74728 | eff(%): 2.882 | loglstar: -inf < -9.560 < inf | logz: -31.122 +/- 0.447 | dlogz: 6.123 > 0.109
iter: 2155 | bound: 21 | nc: 39 | ncall: 74767 | eff(%): 2.882 | loglstar: -inf < -9.530 < inf | logz: -31.111 +/- 0.447 | dlogz: 6.101 > 0.109
iter: 2156 | bound: 21 | nc: 39 | ncall: 74806 | eff(%): 2.882 | loglstar: -inf < -9.517 < inf | logz: -31.100 +/- 0.447 | dlogz: 6.080 > 0.109
iter: 2157 | bound: 21 | nc: 39 | ncall: 74845 | eff(%): 2.882 | loglstar: -inf < -9.516 < inf | logz: -31.088 +/- 0.447 | dlogz: 6.059 > 0.109
iter: 2158 | bound: 21 | nc: 39 | ncall: 74884 | eff(%): 2.882 | loglstar: -inf < -9.480 < inf | logz: -31.077 +/- 0.447 | dlogz: 6.038 > 0.109
iter: 2159 | bound: 21 | nc: 39 | ncall: 74923 | eff(%): 2.882 | loglstar: -inf < -9.472 < inf | logz: -31.066 +/- 0.447 | dlogz: 6.017 > 0.109
iter: 2160 | bound: 21 | nc: 39 | ncall: 74962 | eff(%): 2.881 | loglstar: -inf < -9.468 < inf | logz: -31.055 +/- 0.447 | dlogz: 5.996 > 0.109
iter: 2161 | bound: 21 | nc: 39 | ncall: 75001 | eff(%): 2.881 | loglstar: -inf < -9.438 < inf | logz: -31.044 +/- 0.447 | dlogz: 5.975 > 0.109
iter: 2162 | bound: 21 | nc: 39 | ncall: 75040 | eff(%): 2.881 | loglstar: -inf < -9.418 < inf | logz: -31.033 +/- 0.447 | dlogz: 5.954 > 0.109
iter: 2163 | bound: 21 | nc: 39 | ncall: 75079 | eff(%): 2.881 | loglstar: -inf < -9.414 < inf | logz: -31.022 +/- 0.447 | dlogz: 5.933 > 0.109
iter: 2164 | bound: 21 | nc: 39 | ncall: 75118 | eff(%): 2.881 | loglstar: -inf < -9.401 < inf | logz: -31.011 +/- 0.447 | dlogz: 5.912 > 0.109
iter: 2165 | bound: 21 | nc: 39 | ncall: 75157 | eff(%): 2.881 | loglstar: -inf < -9.390 < inf | logz: -31.001 +/- 0.447 | dlogz: 5.891 > 0.109
iter: 2166 | bound: 21 | nc: 39 | ncall: 75196 | eff(%): 2.880 | loglstar: -inf < -9.365 < inf | logz: -30.990 +/- 0.447 | dlogz: 5.871 > 0.109
iter: 2167 | bound: 21 | nc: 39 | ncall: 75235 | eff(%): 2.880 | loglstar: -inf < -9.344 < inf | logz: -30.979 +/- 0.447 | dlogz: 5.850 > 0.109
iter: 2168 | bound: 21 | nc: 39 | ncall: 75274 | eff(%): 2.880 | loglstar: -inf < -9.314 < inf | logz: -30.969 +/- 0.447 | dlogz: 5.830 > 0.109
iter: 2169 | bound: 21 | nc: 39 | ncall: 75313 | eff(%): 2.880 | loglstar: -inf < -9.312 < inf | logz: -30.958 +/- 0.448 | dlogz: 5.809 > 0.109
iter: 2170 | bound: 21 | nc: 39 | ncall: 75352 | eff(%): 2.880 | loglstar: -inf < -9.293 < inf | logz: -30.947 +/- 0.448 | dlogz: 5.788 > 0.109
iter: 2171 | bound: 21 | nc: 39 | ncall: 75391 | eff(%): 2.880 | loglstar: -inf < -9.287 < inf | logz: -30.937 +/- 0.448 | dlogz: 5.768 > 0.109
iter: 2172 | bound: 21 | nc: 39 | ncall: 75430 | eff(%): 2.879 | loglstar: -inf < -9.283 < inf | logz: -30.926 +/- 0.448 | dlogz: 5.748 > 0.109
iter: 2173 | bound: 21 | nc: 39 | ncall: 75469 | eff(%): 2.879 | loglstar: -inf < -9.275 < inf | logz: -30.916 +/- 0.448 | dlogz: 5.727 > 0.109
iter: 2174 | bound: 21 | nc: 39 | ncall: 75508 | eff(%): 2.879 | loglstar: -inf < -9.243 < inf | logz: -30.906 +/- 0.448 | dlogz: 5.707 > 0.109
iter: 2175 | bound: 21 | nc: 39 | ncall: 75547 | eff(%): 2.879 | loglstar: -inf < -9.238 < inf | logz: -30.896 +/- 0.448 | dlogz: 5.687 > 0.109
iter: 2176 | bound: 21 | nc: 39 | ncall: 75586 | eff(%): 2.879 | loglstar: -inf < -9.231 < inf | logz: -30.886 +/- 0.448 | dlogz: 5.667 > 0.109
iter: 2177 | bound: 21 | nc: 39 | ncall: 75625 | eff(%): 2.879 | loglstar: -inf < -9.227 < inf | logz: -30.876 +/- 0.448 | dlogz: 5.647 > 0.109
iter: 2178 | bound: 21 | nc: 39 | ncall: 75664 | eff(%): 2.879 | loglstar: -inf < -9.168 < inf | logz: -30.866 +/- 0.448 | dlogz: 5.628 > 0.109
iter: 2179 | bound: 21 | nc: 39 | ncall: 75703 | eff(%): 2.878 | loglstar: -inf < -9.167 < inf | logz: -30.856 +/- 0.448 | dlogz: 5.608 > 0.109
iter: 2180 | bound: 21 | nc: 39 | ncall: 75742 | eff(%): 2.878 | loglstar: -inf < -9.162 < inf | logz: -30.846 +/- 0.448 | dlogz: 5.588 > 0.109
iter: 2181 | bound: 21 | nc: 39 | ncall: 75781 | eff(%): 2.878 | loglstar: -inf < -9.158 < inf | logz: -30.836 +/- 0.448 | dlogz: 5.568 > 0.109
iter: 2182 | bound: 21 | nc: 39 | ncall: 75820 | eff(%): 2.878 | loglstar: -inf < -9.149 < inf | logz: -30.827 +/- 0.448 | dlogz: 5.548 > 0.109
iter: 2183 | bound: 21 | nc: 39 | ncall: 75859 | eff(%): 2.878 | loglstar: -inf < -9.133 < inf | logz: -30.817 +/- 0.448 | dlogz: 5.529 > 0.109
iter: 2184 | bound: 21 | nc: 39 | ncall: 75898 | eff(%): 2.878 | loglstar: -inf < -9.126 < inf | logz: -30.807 +/- 0.448 | dlogz: 5.509 > 0.109
iter: 2185 | bound: 21 | nc: 39 | ncall: 75937 | eff(%): 2.877 | loglstar: -inf < -9.125 < inf | logz: -30.798 +/- 0.448 | dlogz: 5.490 > 0.109
iter: 2186 | bound: 21 | nc: 39 | ncall: 75976 | eff(%): 2.877 | loglstar: -inf < -9.118 < inf | logz: -30.789 +/- 0.448 | dlogz: 5.471 > 0.109
iter: 2187 | bound: 21 | nc: 39 | ncall: 76015 | eff(%): 2.877 | loglstar: -inf < -9.116 < inf | logz: -30.780 +/- 0.448 | dlogz: 5.452 > 0.109
iter: 2188 | bound: 21 | nc: 39 | ncall: 76054 | eff(%): 2.877 | loglstar: -inf < -9.110 < inf | logz: -30.771 +/- 0.449 | dlogz: 5.433 > 0.109
iter: 2189 | bound: 21 | nc: 39 | ncall: 76093 | eff(%): 2.877 | loglstar: -inf < -9.105 < inf | logz: -30.762 +/- 0.449 | dlogz: 5.414 > 0.109
iter: 2190 | bound: 21 | nc: 39 | ncall: 76132 | eff(%): 2.877 | loglstar: -inf < -9.078 < inf | logz: -30.753 +/- 0.449 | dlogz: 5.395 > 0.109
iter: 2191 | bound: 21 | nc: 39 | ncall: 76171 | eff(%): 2.876 | loglstar: -inf < -9.074 < inf | logz: -30.744 +/- 0.449 | dlogz: 5.376 > 0.109
iter: 2192 | bound: 21 | nc: 39 | ncall: 76210 | eff(%): 2.876 | loglstar: -inf < -9.058 < inf | logz: -30.736 +/- 0.449 | dlogz: 5.358 > 0.109
iter: 2193 | bound: 21 | nc: 39 | ncall: 76249 | eff(%): 2.876 | loglstar: -inf < -9.011 < inf | logz: -30.727 +/- 0.449 | dlogz: 5.339 > 0.109
iter: 2194 | bound: 21 | nc: 39 | ncall: 76288 | eff(%): 2.876 | loglstar: -inf < -9.007 < inf | logz: -30.718 +/- 0.449 | dlogz: 5.320 > 0.109
iter: 2195 | bound: 21 | nc: 39 | ncall: 76327 | eff(%): 2.876 | loglstar: -inf < -8.984 < inf | logz: -30.709 +/- 0.449 | dlogz: 5.302 > 0.109
iter: 2196 | bound: 21 | nc: 39 | ncall: 76366 | eff(%): 2.876 | loglstar: -inf < -8.974 < inf | logz: -30.700 +/- 0.449 | dlogz: 5.283 > 0.109
iter: 2197 | bound: 21 | nc: 39 | ncall: 76405 | eff(%): 2.875 | loglstar: -inf < -8.957 < inf | logz: -30.692 +/- 0.449 | dlogz: 5.264 > 0.109
iter: 2198 | bound: 21 | nc: 39 | ncall: 76444 | eff(%): 2.875 | loglstar: -inf < -8.955 < inf | logz: -30.683 +/- 0.449 | dlogz: 5.246 > 0.109
iter: 2199 | bound: 21 | nc: 39 | ncall: 76483 | eff(%): 2.875 | loglstar: -inf < -8.955 < inf | logz: -30.674 +/- 0.449 | dlogz: 5.227 > 0.109
iter: 2200 | bound: 21 | nc: 39 | ncall: 76522 | eff(%): 2.875 | loglstar: -inf < -8.951 < inf | logz: -30.666 +/- 0.449 | dlogz: 5.209 > 0.109
iter: 2201 | bound: 21 | nc: 39 | ncall: 76561 | eff(%): 2.875 | loglstar: -inf < -8.947 < inf | logz: -30.658 +/- 0.449 | dlogz: 5.191 > 0.109
iter: 2202 | bound: 21 | nc: 39 | ncall: 76600 | eff(%): 2.875 | loglstar: -inf < -8.910 < inf | logz: -30.649 +/- 0.449 | dlogz: 5.173 > 0.109
iter: 2203 | bound: 21 | nc: 39 | ncall: 76639 | eff(%): 2.875 | loglstar: -inf < -8.894 < inf | logz: -30.641 +/- 0.449 | dlogz: 5.154 > 0.109
iter: 2204 | bound: 21 | nc: 39 | ncall: 76678 | eff(%): 2.874 | loglstar: -inf < -8.824 < inf | logz: -30.632 +/- 0.449 | dlogz: 5.136 > 0.109
iter: 2205 | bound: 21 | nc: 39 | ncall: 76717 | eff(%): 2.874 | loglstar: -inf < -8.813 < inf | logz: -30.624 +/- 0.449 | dlogz: 5.118 > 0.109
iter: 2206 | bound: 21 | nc: 39 | ncall: 76756 | eff(%): 2.874 | loglstar: -inf < -8.810 < inf | logz: -30.615 +/- 0.449 | dlogz: 5.099 > 0.109
iter: 2207 | bound: 21 | nc: 39 | ncall: 76795 | eff(%): 2.874 | loglstar: -inf < -8.770 < inf | logz: -30.606 +/- 0.449 | dlogz: 5.081 > 0.109
iter: 2208 | bound: 21 | nc: 39 | ncall: 76834 | eff(%): 2.874 | loglstar: -inf < -8.765 < inf | logz: -30.598 +/- 0.449 | dlogz: 5.062 > 0.109
iter: 2209 | bound: 21 | nc: 39 | ncall: 76873 | eff(%): 2.874 | loglstar: -inf < -8.764 < inf | logz: -30.589 +/- 0.449 | dlogz: 5.044 > 0.109
iter: 2210 | bound: 21 | nc: 39 | ncall: 76912 | eff(%): 2.873 | loglstar: -inf < -8.717 < inf | logz: -30.580 +/- 0.450 | dlogz: 5.025 > 0.109
iter: 2211 | bound: 21 | nc: 39 | ncall: 76951 | eff(%): 2.873 | loglstar: -inf < -8.702 < inf | logz: -30.572 +/- 0.450 | dlogz: 5.007 > 0.109
iter: 2212 | bound: 21 | nc: 39 | ncall: 76990 | eff(%): 2.873 | loglstar: -inf < -8.700 < inf | logz: -30.563 +/- 0.450 | dlogz: 4.988 > 0.109
iter: 2213 | bound: 21 | nc: 39 | ncall: 77029 | eff(%): 2.873 | loglstar: -inf < -8.680 < inf | logz: -30.554 +/- 0.450 | dlogz: 4.970 > 0.109
iter: 2214 | bound: 21 | nc: 39 | ncall: 77068 | eff(%): 2.873 | loglstar: -inf < -8.609 < inf | logz: -30.546 +/- 0.450 | dlogz: 4.951 > 0.109
iter: 2215 | bound: 21 | nc: 39 | ncall: 77107 | eff(%): 2.873 | loglstar: -inf < -8.607 < inf | logz: -30.537 +/- 0.450 | dlogz: 4.933 > 0.109
iter: 2216 | bound: 21 | nc: 39 | ncall: 77146 | eff(%): 2.872 | loglstar: -inf < -8.601 < inf | logz: -30.528 +/- 0.450 | dlogz: 4.914 > 0.109
iter: 2217 | bound: 21 | nc: 39 | ncall: 77185 | eff(%): 2.872 | loglstar: -inf < -8.583 < inf | logz: -30.519 +/- 0.450 | dlogz: 4.895 > 0.109
iter: 2218 | bound: 21 | nc: 39 | ncall: 77224 | eff(%): 2.872 | loglstar: -inf < -8.583 < inf | logz: -30.510 +/- 0.450 | dlogz: 4.877 > 0.109
iter: 2219 | bound: 21 | nc: 39 | ncall: 77263 | eff(%): 2.872 | loglstar: -inf < -8.578 < inf | logz: -30.502 +/- 0.450 | dlogz: 4.858 > 0.109
iter: 2220 | bound: 21 | nc: 39 | ncall: 77302 | eff(%): 2.872 | loglstar: -inf < -8.558 < inf | logz: -30.493 +/- 0.450 | dlogz: 4.840 > 0.109
iter: 2221 | bound: 21 | nc: 39 | ncall: 77341 | eff(%): 2.872 | loglstar: -inf < -8.541 < inf | logz: -30.485 +/- 0.450 | dlogz: 4.821 > 0.109
iter: 2222 | bound: 21 | nc: 39 | ncall: 77380 | eff(%): 2.872 | loglstar: -inf < -8.534 < inf | logz: -30.476 +/- 0.450 | dlogz: 4.803 > 0.109
iter: 2223 | bound: 21 | nc: 39 | ncall: 77419 | eff(%): 2.871 | loglstar: -inf < -8.530 < inf | logz: -30.468 +/- 0.450 | dlogz: 4.785 > 0.109
iter: 2224 | bound: 21 | nc: 39 | ncall: 77458 | eff(%): 2.871 | loglstar: -inf < -8.506 < inf | logz: -30.460 +/- 0.450 | dlogz: 4.767 > 0.109
iter: 2225 | bound: 21 | nc: 39 | ncall: 77497 | eff(%): 2.871 | loglstar: -inf < -8.497 < inf | logz: -30.451 +/- 0.450 | dlogz: 4.749 > 0.109
iter: 2226 | bound: 21 | nc: 39 | ncall: 77536 | eff(%): 2.871 | loglstar: -inf < -8.462 < inf | logz: -30.443 +/- 0.450 | dlogz: 4.731 > 0.109
iter: 2227 | bound: 21 | nc: 39 | ncall: 77575 | eff(%): 2.871 | loglstar: -inf < -8.460 < inf | logz: -30.435 +/- 0.450 | dlogz: 4.712 > 0.109
iter: 2228 | bound: 21 | nc: 39 | ncall: 77614 | eff(%): 2.871 | loglstar: -inf < -8.436 < inf | logz: -30.426 +/- 0.450 | dlogz: 4.694 > 0.109
iter: 2229 | bound: 21 | nc: 39 | ncall: 77653 | eff(%): 2.870 | loglstar: -inf < -8.429 < inf | logz: -30.418 +/- 0.451 | dlogz: 4.676 > 0.109
iter: 2230 | bound: 21 | nc: 39 | ncall: 77692 | eff(%): 2.870 | loglstar: -inf < -8.415 < inf | logz: -30.410 +/- 0.451 | dlogz: 4.658 > 0.109
iter: 2231 | bound: 21 | nc: 39 | ncall: 77731 | eff(%): 2.870 | loglstar: -inf < -8.410 < inf | logz: -30.402 +/- 0.451 | dlogz: 4.640 > 0.109
iter: 2232 | bound: 21 | nc: 39 | ncall: 77770 | eff(%): 2.870 | loglstar: -inf < -8.402 < inf | logz: -30.394 +/- 0.451 | dlogz: 4.622 > 0.109
iter: 2233 | bound: 21 | nc: 39 | ncall: 77809 | eff(%): 2.870 | loglstar: -inf < -8.394 < inf | logz: -30.386 +/- 0.451 | dlogz: 4.605 > 0.109
iter: 2234 | bound: 21 | nc: 39 | ncall: 77848 | eff(%): 2.870 | loglstar: -inf < -8.391 < inf | logz: -30.378 +/- 0.451 | dlogz: 4.587 > 0.109
iter: 2235 | bound: 21 | nc: 39 | ncall: 77887 | eff(%): 2.870 | loglstar: -inf < -8.333 < inf | logz: -30.370 +/- 0.451 | dlogz: 4.569 > 0.109
iter: 2236 | bound: 21 | nc: 39 | ncall: 77926 | eff(%): 2.869 | loglstar: -inf < -8.285 < inf | logz: -30.362 +/- 0.451 | dlogz: 4.551 > 0.109
iter: 2237 | bound: 21 | nc: 39 | ncall: 77965 | eff(%): 2.869 | loglstar: -inf < -8.265 < inf | logz: -30.353 +/- 0.451 | dlogz: 4.533 > 0.109
iter: 2238 | bound: 21 | nc: 39 | ncall: 78004 | eff(%): 2.869 | loglstar: -inf < -8.251 < inf | logz: -30.345 +/- 0.451 | dlogz: 4.515 > 0.109
iter: 2239 | bound: 21 | nc: 39 | ncall: 78043 | eff(%): 2.869 | loglstar: -inf < -8.247 < inf | logz: -30.337 +/- 0.451 | dlogz: 4.497 > 0.109
iter: 2240 | bound: 21 | nc: 39 | ncall: 78082 | eff(%): 2.869 | loglstar: -inf < -8.238 < inf | logz: -30.329 +/- 0.451 | dlogz: 4.479 > 0.109
iter: 2241 | bound: 21 | nc: 39 | ncall: 78121 | eff(%): 2.869 | loglstar: -inf < -8.225 < inf | logz: -30.321 +/- 0.451 | dlogz: 4.461 > 0.109
iter: 2242 | bound: 21 | nc: 39 | ncall: 78160 | eff(%): 2.868 | loglstar: -inf < -8.224 < inf | logz: -30.312 +/- 0.451 | dlogz: 4.443 > 0.109
iter: 2243 | bound: 21 | nc: 39 | ncall: 78199 | eff(%): 2.868 | loglstar: -inf < -8.222 < inf | logz: -30.305 +/- 0.451 | dlogz: 4.426 > 0.109
iter: 2244 | bound: 21 | nc: 39 | ncall: 78238 | eff(%): 2.868 | loglstar: -inf < -8.203 < inf | logz: -30.297 +/- 0.451 | dlogz: 4.408 > 0.109
iter: 2245 | bound: 21 | nc: 39 | ncall: 78277 | eff(%): 2.868 | loglstar: -inf < -8.160 < inf | logz: -30.289 +/- 0.451 | dlogz: 4.390 > 0.109
iter: 2246 | bound: 21 | nc: 39 | ncall: 78316 | eff(%): 2.868 | loglstar: -inf < -8.135 < inf | logz: -30.281 +/- 0.451 | dlogz: 4.373 > 0.109
iter: 2247 | bound: 21 | nc: 39 | ncall: 78355 | eff(%): 2.868 | loglstar: -inf < -8.105 < inf | logz: -30.273 +/- 0.452 | dlogz: 4.355 > 0.109
iter: 2248 | bound: 22 | nc: 39 | ncall: 78394 | eff(%): 2.868 | loglstar: -inf < -8.097 < inf | logz: -30.264 +/- 0.452 | dlogz: 4.337 > 0.109
iter: 2249 | bound: 22 | nc: 39 | ncall: 78433 | eff(%): 2.867 | loglstar: -inf < -8.097 < inf | logz: -30.256 +/- 0.452 | dlogz: 4.319 > 0.109
iter: 2250 | bound: 22 | nc: 39 | ncall: 78472 | eff(%): 2.867 | loglstar: -inf < -8.095 < inf | logz: -30.248 +/- 0.452 | dlogz: 4.301 > 0.109
iter: 2251 | bound: 22 | nc: 39 | ncall: 78511 | eff(%): 2.867 | loglstar: -inf < -8.091 < inf | logz: -30.241 +/- 0.452 | dlogz: 4.284 > 0.109
iter: 2252 | bound: 22 | nc: 39 | ncall: 78550 | eff(%): 2.867 | loglstar: -inf < -8.075 < inf | logz: -30.233 +/- 0.452 | dlogz: 4.266 > 0.109
iter: 2253 | bound: 22 | nc: 39 | ncall: 78589 | eff(%): 2.867 | loglstar: -inf < -8.056 < inf | logz: -30.225 +/- 0.452 | dlogz: 4.249 > 0.109
iter: 2254 | bound: 22 | nc: 39 | ncall: 78628 | eff(%): 2.867 | loglstar: -inf < -8.048 < inf | logz: -30.217 +/- 0.452 | dlogz: 4.606 > 0.109
iter: 2255 | bound: 22 | nc: 39 | ncall: 78667 | eff(%): 2.867 | loglstar: -inf < -8.034 < inf | logz: -30.210 +/- 0.452 | dlogz: 4.588 > 0.109
iter: 2256 | bound: 22 | nc: 39 | ncall: 78706 | eff(%): 2.866 | loglstar: -inf < -8.020 < inf | logz: -30.202 +/- 0.452 | dlogz: 4.571 > 0.109
iter: 2257 | bound: 22 | nc: 39 | ncall: 78745 | eff(%): 2.866 | loglstar: -inf < -8.009 < inf | logz: -30.195 +/- 0.452 | dlogz: 4.554 > 0.109
iter: 2258 | bound: 22 | nc: 39 | ncall: 78784 | eff(%): 2.866 | loglstar: -inf < -8.001 < inf | logz: -30.187 +/- 0.452 | dlogz: 4.536 > 0.109
iter: 2259 | bound: 22 | nc: 39 | ncall: 78823 | eff(%): 2.866 | loglstar: -inf < -7.998 < inf | logz: -30.180 +/- 0.452 | dlogz: 4.519 > 0.109
iter: 2260 | bound: 22 | nc: 39 | ncall: 78862 | eff(%): 2.866 | loglstar: -inf < -7.952 < inf | logz: -30.172 +/- 0.452 | dlogz: 4.502 > 0.109
iter: 2261 | bound: 22 | nc: 39 | ncall: 78901 | eff(%): 2.866 | loglstar: -inf < -7.945 < inf | logz: -30.164 +/- 0.452 | dlogz: 4.484 > 0.109
iter: 2262 | bound: 22 | nc: 39 | ncall: 78940 | eff(%): 2.865 | loglstar: -inf < -7.943 < inf | logz: -30.157 +/- 0.452 | dlogz: 4.467 > 0.109
iter: 2263 | bound: 22 | nc: 39 | ncall: 78979 | eff(%): 2.865 | loglstar: -inf < -7.943 < inf | logz: -30.150 +/- 0.452 | dlogz: 4.450 > 0.109
iter: 2264 | bound: 22 | nc: 39 | ncall: 79018 | eff(%): 2.865 | loglstar: -inf < -7.943 < inf | logz: -30.142 +/- 0.452 | dlogz: 4.433 > 0.109
iter: 2265 | bound: 22 | nc: 39 | ncall: 79057 | eff(%): 2.865 | loglstar: -inf < -7.935 < inf | logz: -30.135 +/- 0.452 | dlogz: 4.416 > 0.109
iter: 2266 | bound: 22 | nc: 39 | ncall: 79096 | eff(%): 2.865 | loglstar: -inf < -7.932 < inf | logz: -30.128 +/- 0.453 | dlogz: 4.399 > 0.109
iter: 2267 | bound: 22 | nc: 39 | ncall: 79135 | eff(%): 2.865 | loglstar: -inf < -7.908 < inf | logz: -30.121 +/- 0.453 | dlogz: 4.382 > 0.109
iter: 2268 | bound: 22 | nc: 39 | ncall: 79174 | eff(%): 2.865 | loglstar: -inf < -7.907 < inf | logz: -30.114 +/- 0.453 | dlogz: 4.366 > 0.109
iter: 2269 | bound: 22 | nc: 39 | ncall: 79213 | eff(%): 2.864 | loglstar: -inf < -7.896 < inf | logz: -30.107 +/- 0.453 | dlogz: 4.349 > 0.109
iter: 2270 | bound: 22 | nc: 39 | ncall: 79252 | eff(%): 2.864 | loglstar: -inf < -7.894 < inf | logz: -30.101 +/- 0.453 | dlogz: 4.332 > 0.109
iter: 2271 | bound: 22 | nc: 39 | ncall: 79291 | eff(%): 2.864 | loglstar: -inf < -7.887 < inf | logz: -30.094 +/- 0.453 | dlogz: 4.316 > 0.109
iter: 2272 | bound: 22 | nc: 39 | ncall: 79330 | eff(%): 2.864 | loglstar: -inf < -7.883 < inf | logz: -30.087 +/- 0.453 | dlogz: 4.299 > 0.109
iter: 2273 | bound: 22 | nc: 39 | ncall: 79369 | eff(%): 2.864 | loglstar: -inf < -7.875 < inf | logz: -30.080 +/- 0.453 | dlogz: 4.283 > 0.109
iter: 2274 | bound: 22 | nc: 39 | ncall: 79408 | eff(%): 2.864 | loglstar: -inf < -7.841 < inf | logz: -30.074 +/- 0.453 | dlogz: 4.266 > 0.109
iter: 2275 | bound: 22 | nc: 39 | ncall: 79447 | eff(%): 2.864 | loglstar: -inf < -7.837 < inf | logz: -30.067 +/- 0.453 | dlogz: 4.250 > 0.109
iter: 2276 | bound: 22 | nc: 39 | ncall: 79486 | eff(%): 2.863 | loglstar: -inf < -7.819 < inf | logz: -30.061 +/- 0.453 | dlogz: 4.234 > 0.109
iter: 2277 | bound: 22 | nc: 39 | ncall: 79525 | eff(%): 2.863 | loglstar: -inf < -7.812 < inf | logz: -30.054 +/- 0.453 | dlogz: 4.217 > 0.109
iter: 2278 | bound: 22 | nc: 39 | ncall: 79564 | eff(%): 2.863 | loglstar: -inf < -7.812 < inf | logz: -30.047 +/- 0.453 | dlogz: 4.201 > 0.109
iter: 2279 | bound: 22 | nc: 39 | ncall: 79603 | eff(%): 2.863 | loglstar: -inf < -7.796 < inf | logz: -30.041 +/- 0.453 | dlogz: 4.185 > 0.109
iter: 2280 | bound: 22 | nc: 39 | ncall: 79642 | eff(%): 2.863 | loglstar: -inf < -7.761 < inf | logz: -30.035 +/- 0.453 | dlogz: 4.169 > 0.109
iter: 2281 | bound: 22 | nc: 39 | ncall: 79681 | eff(%): 2.863 | loglstar: -inf < -7.741 < inf | logz: -30.028 +/- 0.453 | dlogz: 4.152 > 0.109
iter: 2282 | bound: 22 | nc: 39 | ncall: 79720 | eff(%): 2.863 | loglstar: -inf < -7.736 < inf | logz: -30.021 +/- 0.453 | dlogz: 4.136 > 0.109
iter: 2283 | bound: 22 | nc: 39 | ncall: 79759 | eff(%): 2.862 | loglstar: -inf < -7.733 < inf | logz: -30.015 +/- 0.453 | dlogz: 4.120 > 0.109
iter: 2284 | bound: 22 | nc: 39 | ncall: 79798 | eff(%): 2.862 | loglstar: -inf < -7.728 < inf | logz: -30.008 +/- 0.453 | dlogz: 4.104 > 0.109
iter: 2285 | bound: 22 | nc: 39 | ncall: 79837 | eff(%): 2.862 | loglstar: -inf < -7.710 < inf | logz: -30.002 +/- 0.453 | dlogz: 4.088 > 0.109
iter: 2286 | bound: 22 | nc: 39 | ncall: 79876 | eff(%): 2.862 | loglstar: -inf < -7.686 < inf | logz: -29.996 +/- 0.453 | dlogz: 4.072 > 0.109
iter: 2287 | bound: 22 | nc: 39 | ncall: 79915 | eff(%): 2.862 | loglstar: -inf < -7.684 < inf | logz: -29.989 +/- 0.453 | dlogz: 4.056 > 0.109
iter: 2288 | bound: 22 | nc: 39 | ncall: 79954 | eff(%): 2.862 | loglstar: -inf < -7.661 < inf | logz: -29.983 +/- 0.454 | dlogz: 4.040 > 0.109
iter: 2289 | bound: 22 | nc: 39 | ncall: 79993 | eff(%): 2.862 | loglstar: -inf < -7.640 < inf | logz: -29.977 +/- 0.454 | dlogz: 4.024 > 0.109
iter: 2290 | bound: 22 | nc: 39 | ncall: 80032 | eff(%): 2.861 | loglstar: -inf < -7.608 < inf | logz: -29.970 +/- 0.454 | dlogz: 4.007 > 0.109
iter: 2291 | bound: 22 | nc: 39 | ncall: 80071 | eff(%): 2.861 | loglstar: -inf < -7.601 < inf | logz: -29.964 +/- 0.454 | dlogz: 3.991 > 0.109
iter: 2292 | bound: 22 | nc: 39 | ncall: 80110 | eff(%): 2.861 | loglstar: -inf < -7.570 < inf | logz: -29.957 +/- 0.454 | dlogz: 3.975 > 0.109
iter: 2293 | bound: 22 | nc: 39 | ncall: 80149 | eff(%): 2.861 | loglstar: -inf < -7.565 < inf | logz: -29.951 +/- 0.454 | dlogz: 3.959 > 0.109
iter: 2294 | bound: 22 | nc: 39 | ncall: 80188 | eff(%): 2.861 | loglstar: -inf < -7.559 < inf | logz: -29.944 +/- 0.454 | dlogz: 3.943 > 0.109
iter: 2295 | bound: 22 | nc: 39 | ncall: 80227 | eff(%): 2.861 | loglstar: -inf < -7.558 < inf | logz: -29.938 +/- 0.454 | dlogz: 3.927 > 0.109
iter: 2296 | bound: 22 | nc: 39 | ncall: 80266 | eff(%): 2.860 | loglstar: -inf < -7.551 < inf | logz: -29.932 +/- 0.454 | dlogz: 3.911 > 0.109
iter: 2297 | bound: 22 | nc: 39 | ncall: 80305 | eff(%): 2.860 | loglstar: -inf < -7.542 < inf | logz: -29.925 +/- 0.454 | dlogz: 3.895 > 0.109
iter: 2298 | bound: 22 | nc: 39 | ncall: 80344 | eff(%): 2.860 | loglstar: -inf < -7.505 < inf | logz: -29.919 +/- 0.454 | dlogz: 3.879 > 0.109
iter: 2299 | bound: 22 | nc: 39 | ncall: 80383 | eff(%): 2.860 | loglstar: -inf < -7.477 < inf | logz: -29.913 +/- 0.454 | dlogz: 3.863 > 0.109
iter: 2300 | bound: 22 | nc: 39 | ncall: 80422 | eff(%): 2.860 | loglstar: -inf < -7.472 < inf | logz: -29.906 +/- 0.454 | dlogz: 3.847 > 0.109
iter: 2301 | bound: 22 | nc: 39 | ncall: 80461 | eff(%): 2.860 | loglstar: -inf < -7.468 < inf | logz: -29.900 +/- 0.454 | dlogz: 3.831 > 0.109
iter: 2302 | bound: 22 | nc: 39 | ncall: 80500 | eff(%): 2.860 | loglstar: -inf < -7.444 < inf | logz: -29.894 +/- 0.454 | dlogz: 3.816 > 0.109
iter: 2303 | bound: 22 | nc: 39 | ncall: 80539 | eff(%): 2.859 | loglstar: -inf < -7.430 < inf | logz: -29.888 +/- 0.454 | dlogz: 3.800 > 0.109
iter: 2304 | bound: 22 | nc: 39 | ncall: 80578 | eff(%): 2.859 | loglstar: -inf < -7.425 < inf | logz: -29.881 +/- 0.454 | dlogz: 3.784 > 0.109
iter: 2305 | bound: 22 | nc: 39 | ncall: 80617 | eff(%): 2.859 | loglstar: -inf < -7.423 < inf | logz: -29.875 +/- 0.454 | dlogz: 3.768 > 0.109
iter: 2306 | bound: 22 | nc: 39 | ncall: 80656 | eff(%): 2.859 | loglstar: -inf < -7.421 < inf | logz: -29.869 +/- 0.454 | dlogz: 3.752 > 0.109
iter: 2307 | bound: 22 | nc: 39 | ncall: 80695 | eff(%): 2.859 | loglstar: -inf < -7.416 < inf | logz: -29.863 +/- 0.454 | dlogz: 3.737 > 0.109
iter: 2308 | bound: 22 | nc: 39 | ncall: 80734 | eff(%): 2.859 | loglstar: -inf < -7.402 < inf | logz: -29.857 +/- 0.454 | dlogz: 3.721 > 0.109
iter: 2309 | bound: 22 | nc: 39 | ncall: 80773 | eff(%): 2.859 | loglstar: -inf < -7.391 < inf | logz: -29.851 +/- 0.454 | dlogz: 3.706 > 0.109
iter: 2310 | bound: 22 | nc: 39 | ncall: 80812 | eff(%): 2.858 | loglstar: -inf < -7.374 < inf | logz: -29.845 +/- 0.455 | dlogz: 3.690 > 0.109
iter: 2311 | bound: 22 | nc: 39 | ncall: 80851 | eff(%): 2.858 | loglstar: -inf < -7.362 < inf | logz: -29.839 +/- 0.455 | dlogz: 3.675 > 0.109
iter: 2312 | bound: 22 | nc: 39 | ncall: 80890 | eff(%): 2.858 | loglstar: -inf < -7.339 < inf | logz: -29.833 +/- 0.455 | dlogz: 3.659 > 0.109
iter: 2313 | bound: 22 | nc: 39 | ncall: 80929 | eff(%): 2.858 | loglstar: -inf < -7.327 < inf | logz: -29.827 +/- 0.455 | dlogz: 3.644 > 0.109
iter: 2314 | bound: 22 | nc: 39 | ncall: 80968 | eff(%): 2.858 | loglstar: -inf < -7.317 < inf | logz: -29.822 +/- 0.455 | dlogz: 3.628 > 0.109
iter: 2315 | bound: 22 | nc: 39 | ncall: 81007 | eff(%): 2.858 | loglstar: -inf < -7.310 < inf | logz: -29.816 +/- 0.455 | dlogz: 3.613 > 0.109
iter: 2316 | bound: 22 | nc: 39 | ncall: 81046 | eff(%): 2.858 | loglstar: -inf < -7.300 < inf | logz: -29.810 +/- 0.455 | dlogz: 3.597 > 0.109
iter: 2317 | bound: 22 | nc: 39 | ncall: 81085 | eff(%): 2.857 | loglstar: -inf < -7.288 < inf | logz: -29.804 +/- 0.455 | dlogz: 3.582 > 0.109
iter: 2318 | bound: 22 | nc: 39 | ncall: 81124 | eff(%): 2.857 | loglstar: -inf < -7.273 < inf | logz: -29.798 +/- 0.455 | dlogz: 3.567 > 0.109
iter: 2319 | bound: 22 | nc: 39 | ncall: 81163 | eff(%): 2.857 | loglstar: -inf < -7.268 < inf | logz: -29.792 +/- 0.455 | dlogz: 3.551 > 0.109
iter: 2320 | bound: 22 | nc: 39 | ncall: 81202 | eff(%): 2.857 | loglstar: -inf < -7.245 < inf | logz: -29.787 +/- 0.455 | dlogz: 3.536 > 0.109
iter: 2321 | bound: 22 | nc: 39 | ncall: 81241 | eff(%): 2.857 | loglstar: -inf < -7.234 < inf | logz: -29.781 +/- 0.455 | dlogz: 3.521 > 0.109
iter: 2322 | bound: 22 | nc: 39 | ncall: 81280 | eff(%): 2.857 | loglstar: -inf < -7.212 < inf | logz: -29.775 +/- 0.455 | dlogz: 3.506 > 0.109
iter: 2323 | bound: 22 | nc: 39 | ncall: 81319 | eff(%): 2.857 | loglstar: -inf < -7.209 < inf | logz: -29.769 +/- 0.455 | dlogz: 3.490 > 0.109
iter: 2324 | bound: 22 | nc: 39 | ncall: 81358 | eff(%): 2.857 | loglstar: -inf < -7.201 < inf | logz: -29.764 +/- 0.455 | dlogz: 3.475 > 0.109
iter: 2325 | bound: 22 | nc: 39 | ncall: 81397 | eff(%): 2.856 | loglstar: -inf < -7.188 < inf | logz: -29.758 +/- 0.455 | dlogz: 3.460 > 0.109
iter: 2326 | bound: 22 | nc: 39 | ncall: 81436 | eff(%): 2.856 | loglstar: -inf < -7.184 < inf | logz: -29.752 +/- 0.455 | dlogz: 3.445 > 0.109
iter: 2327 | bound: 22 | nc: 39 | ncall: 81475 | eff(%): 2.856 | loglstar: -inf < -7.173 < inf | logz: -29.747 +/- 0.455 | dlogz: 3.430 > 0.109
iter: 2328 | bound: 22 | nc: 39 | ncall: 81514 | eff(%): 2.856 | loglstar: -inf < -7.149 < inf | logz: -29.741 +/- 0.455 | dlogz: 3.415 > 0.109
iter: 2329 | bound: 22 | nc: 39 | ncall: 81553 | eff(%): 2.856 | loglstar: -inf < -7.131 < inf | logz: -29.736 +/- 0.455 | dlogz: 3.400 > 0.109
iter: 2330 | bound: 22 | nc: 39 | ncall: 81592 | eff(%): 2.856 | loglstar: -inf < -7.092 < inf | logz: -29.730 +/- 0.455 | dlogz: 3.385 > 0.109
iter: 2331 | bound: 22 | nc: 39 | ncall: 81631 | eff(%): 2.856 | loglstar: -inf < -7.086 < inf | logz: -29.724 +/- 0.456 | dlogz: 3.370 > 0.109
iter: 2332 | bound: 22 | nc: 39 | ncall: 81670 | eff(%): 2.855 | loglstar: -inf < -7.079 < inf | logz: -29.719 +/- 0.456 | dlogz: 3.354 > 0.109
iter: 2333 | bound: 22 | nc: 39 | ncall: 81709 | eff(%): 2.855 | loglstar: -inf < -7.048 < inf | logz: -29.713 +/- 0.456 | dlogz: 3.339 > 0.109
iter: 2334 | bound: 22 | nc: 39 | ncall: 81748 | eff(%): 2.855 | loglstar: -inf < -7.021 < inf | logz: -29.707 +/- 0.456 | dlogz: 3.324 > 0.109
iter: 2335 | bound: 22 | nc: 39 | ncall: 81787 | eff(%): 2.855 | loglstar: -inf < -7.020 < inf | logz: -29.701 +/- 0.456 | dlogz: 3.309 > 0.109
iter: 2336 | bound: 22 | nc: 39 | ncall: 81826 | eff(%): 2.855 | loglstar: -inf < -7.016 < inf | logz: -29.696 +/- 0.456 | dlogz: 3.294 > 0.109
iter: 2337 | bound: 22 | nc: 39 | ncall: 81865 | eff(%): 2.855 | loglstar: -inf < -7.014 < inf | logz: -29.690 +/- 0.456 | dlogz: 3.279 > 0.109
iter: 2338 | bound: 22 | nc: 39 | ncall: 81904 | eff(%): 2.855 | loglstar: -inf < -7.004 < inf | logz: -29.685 +/- 0.456 | dlogz: 3.264 > 0.109
iter: 2339 | bound: 22 | nc: 39 | ncall: 81943 | eff(%): 2.854 | loglstar: -inf < -7.001 < inf | logz: -29.679 +/- 0.456 | dlogz: 3.249 > 0.109
iter: 2340 | bound: 22 | nc: 39 | ncall: 81982 | eff(%): 2.854 | loglstar: -inf < -6.978 < inf | logz: -29.674 +/- 0.456 | dlogz: 3.234 > 0.109
iter: 2341 | bound: 22 | nc: 39 | ncall: 82021 | eff(%): 2.854 | loglstar: -inf < -6.961 < inf | logz: -29.668 +/- 0.456 | dlogz: 3.219 > 0.109
iter: 2342 | bound: 22 | nc: 39 | ncall: 82060 | eff(%): 2.854 | loglstar: -inf < -6.957 < inf | logz: -29.663 +/- 0.456 | dlogz: 3.205 > 0.109
iter: 2343 | bound: 22 | nc: 39 | ncall: 82099 | eff(%): 2.854 | loglstar: -inf < -6.945 < inf | logz: -29.657 +/- 0.456 | dlogz: 3.190 > 0.109
iter: 2344 | bound: 22 | nc: 39 | ncall: 82138 | eff(%): 2.854 | loglstar: -inf < -6.917 < inf | logz: -29.652 +/- 0.456 | dlogz: 3.175 > 0.109
iter: 2345 | bound: 22 | nc: 39 | ncall: 82177 | eff(%): 2.854 | loglstar: -inf < -6.914 < inf | logz: -29.646 +/- 0.456 | dlogz: 3.160 > 0.109
iter: 2346 | bound: 22 | nc: 39 | ncall: 82216 | eff(%): 2.853 | loglstar: -inf < -6.913 < inf | logz: -29.641 +/- 0.456 | dlogz: 3.145 > 0.109
iter: 2347 | bound: 22 | nc: 39 | ncall: 82255 | eff(%): 2.853 | loglstar: -inf < -6.884 < inf | logz: -29.635 +/- 0.456 | dlogz: 3.131 > 0.109
iter: 2348 | bound: 23 | nc: 39 | ncall: 82294 | eff(%): 2.853 | loglstar: -inf < -6.880 < inf | logz: -29.630 +/- 0.456 | dlogz: 3.116 > 0.109
iter: 2349 | bound: 23 | nc: 39 | ncall: 82333 | eff(%): 2.853 | loglstar: -inf < -6.876 < inf | logz: -29.625 +/- 0.456 | dlogz: 3.101 > 0.109
iter: 2350 | bound: 23 | nc: 39 | ncall: 82372 | eff(%): 2.853 | loglstar: -inf < -6.863 < inf | logz: -29.619 +/- 0.456 | dlogz: 3.087 > 0.109
iter: 2351 | bound: 23 | nc: 39 | ncall: 82411 | eff(%): 2.853 | loglstar: -inf < -6.861 < inf | logz: -29.614 +/- 0.456 | dlogz: 3.072 > 0.109
iter: 2352 | bound: 23 | nc: 39 | ncall: 82450 | eff(%): 2.853 | loglstar: -inf < -6.860 < inf | logz: -29.609 +/- 0.457 | dlogz: 3.058 > 0.109
iter: 2353 | bound: 23 | nc: 39 | ncall: 82489 | eff(%): 2.853 | loglstar: -inf < -6.849 < inf | logz: -29.604 +/- 0.457 | dlogz: 3.043 > 0.109
iter: 2354 | bound: 23 | nc: 39 | ncall: 82528 | eff(%): 2.852 | loglstar: -inf < -6.837 < inf | logz: -29.598 +/- 0.457 | dlogz: 3.029 > 0.109
iter: 2355 | bound: 23 | nc: 39 | ncall: 82567 | eff(%): 2.852 | loglstar: -inf < -6.826 < inf | logz: -29.593 +/- 0.457 | dlogz: 3.015 > 0.109
iter: 2356 | bound: 23 | nc: 39 | ncall: 82606 | eff(%): 2.852 | loglstar: -inf < -6.816 < inf | logz: -29.588 +/- 0.457 | dlogz: 3.000 > 0.109
iter: 2357 | bound: 23 | nc: 39 | ncall: 82645 | eff(%): 2.852 | loglstar: -inf < -6.815 < inf | logz: -29.583 +/- 0.457 | dlogz: 2.986 > 0.109
iter: 2358 | bound: 23 | nc: 39 | ncall: 82684 | eff(%): 2.852 | loglstar: -inf < -6.776 < inf | logz: -29.578 +/- 0.457 | dlogz: 2.972 > 0.109
iter: 2359 | bound: 23 | nc: 39 | ncall: 82723 | eff(%): 2.852 | loglstar: -inf < -6.760 < inf | logz: -29.573 +/- 0.457 | dlogz: 2.957 > 0.109
iter: 2360 | bound: 23 | nc: 39 | ncall: 82762 | eff(%): 2.852 | loglstar: -inf < -6.757 < inf | logz: -29.568 +/- 0.457 | dlogz: 2.943 > 0.109
iter: 2361 | bound: 23 | nc: 39 | ncall: 82801 | eff(%): 2.851 | loglstar: -inf < -6.751 < inf | logz: -29.563 +/- 0.457 | dlogz: 2.929 > 0.109
iter: 2362 | bound: 23 | nc: 39 | ncall: 82840 | eff(%): 2.851 | loglstar: -inf < -6.748 < inf | logz: -29.558 +/- 0.457 | dlogz: 2.915 > 0.109
iter: 2363 | bound: 23 | nc: 39 | ncall: 82879 | eff(%): 2.851 | loglstar: -inf < -6.742 < inf | logz: -29.553 +/- 0.457 | dlogz: 2.901 > 0.109
iter: 2364 | bound: 23 | nc: 39 | ncall: 82918 | eff(%): 2.851 | loglstar: -inf < -6.737 < inf | logz: -29.548 +/- 0.457 | dlogz: 2.887 > 0.109
iter: 2365 | bound: 23 | nc: 39 | ncall: 82957 | eff(%): 2.851 | loglstar: -inf < -6.727 < inf | logz: -29.543 +/- 0.457 | dlogz: 2.872 > 0.109
iter: 2366 | bound: 23 | nc: 39 | ncall: 82996 | eff(%): 2.851 | loglstar: -inf < -6.709 < inf | logz: -29.538 +/- 0.457 | dlogz: 2.859 > 0.109
iter: 2367 | bound: 23 | nc: 39 | ncall: 83035 | eff(%): 2.851 | loglstar: -inf < -6.702 < inf | logz: -29.533 +/- 0.457 | dlogz: 2.845 > 0.109
iter: 2368 | bound: 23 | nc: 39 | ncall: 83074 | eff(%): 2.850 | loglstar: -inf < -6.699 < inf | logz: -29.529 +/- 0.457 | dlogz: 2.831 > 0.109
iter: 2369 | bound: 23 | nc: 39 | ncall: 83113 | eff(%): 2.850 | loglstar: -inf < -6.686 < inf | logz: -29.524 +/- 0.457 | dlogz: 2.817 > 0.109
iter: 2370 | bound: 23 | nc: 39 | ncall: 83152 | eff(%): 2.850 | loglstar: -inf < -6.662 < inf | logz: -29.519 +/- 0.457 | dlogz: 2.803 > 0.109
iter: 2371 | bound: 23 | nc: 39 | ncall: 83191 | eff(%): 2.850 | loglstar: -inf < -6.636 < inf | logz: -29.514 +/- 0.457 | dlogz: 2.789 > 0.109
iter: 2372 | bound: 23 | nc: 39 | ncall: 83230 | eff(%): 2.850 | loglstar: -inf < -6.632 < inf | logz: -29.509 +/- 0.457 | dlogz: 2.775 > 0.109
iter: 2373 | bound: 23 | nc: 39 | ncall: 83269 | eff(%): 2.850 | loglstar: -inf < -6.625 < inf | logz: -29.505 +/- 0.457 | dlogz: 2.761 > 0.109
iter: 2374 | bound: 23 | nc: 39 | ncall: 83308 | eff(%): 2.850 | loglstar: -inf < -6.623 < inf | logz: -29.500 +/- 0.457 | dlogz: 2.748 > 0.109
iter: 2375 | bound: 23 | nc: 39 | ncall: 83347 | eff(%): 2.850 | loglstar: -inf < -6.619 < inf | logz: -29.495 +/- 0.458 | dlogz: 2.734 > 0.109
iter: 2376 | bound: 23 | nc: 39 | ncall: 83386 | eff(%): 2.849 | loglstar: -inf < -6.610 < inf | logz: -29.491 +/- 0.458 | dlogz: 2.720 > 0.109
iter: 2377 | bound: 23 | nc: 39 | ncall: 83425 | eff(%): 2.849 | loglstar: -inf < -6.609 < inf | logz: -29.486 +/- 0.458 | dlogz: 2.706 > 0.109
iter: 2378 | bound: 23 | nc: 39 | ncall: 83464 | eff(%): 2.849 | loglstar: -inf < -6.596 < inf | logz: -29.481 +/- 0.458 | dlogz: 2.693 > 0.109
iter: 2379 | bound: 23 | nc: 39 | ncall: 83503 | eff(%): 2.849 | loglstar: -inf < -6.590 < inf | logz: -29.477 +/- 0.458 | dlogz: 2.679 > 0.109
iter: 2380 | bound: 23 | nc: 39 | ncall: 83542 | eff(%): 2.849 | loglstar: -inf < -6.568 < inf | logz: -29.472 +/- 0.458 | dlogz: 2.666 > 0.109
iter: 2381 | bound: 23 | nc: 39 | ncall: 83581 | eff(%): 2.849 | loglstar: -inf < -6.551 < inf | logz: -29.468 +/- 0.458 | dlogz: 2.652 > 0.109
iter: 2382 | bound: 23 | nc: 39 | ncall: 83620 | eff(%): 2.849 | loglstar: -inf < -6.545 < inf | logz: -29.463 +/- 0.458 | dlogz: 2.639 > 0.109
iter: 2383 | bound: 23 | nc: 39 | ncall: 83659 | eff(%): 2.848 | loglstar: -inf < -6.517 < inf | logz: -29.459 +/- 0.458 | dlogz: 2.625 > 0.109
iter: 2384 | bound: 23 | nc: 39 | ncall: 83698 | eff(%): 2.848 | loglstar: -inf < -6.513 < inf | logz: -29.454 +/- 0.458 | dlogz: 2.612 > 0.109
iter: 2385 | bound: 23 | nc: 39 | ncall: 83737 | eff(%): 2.848 | loglstar: -inf < -6.507 < inf | logz: -29.449 +/- 0.458 | dlogz: 2.599 > 0.109
iter: 2386 | bound: 23 | nc: 39 | ncall: 83776 | eff(%): 2.848 | loglstar: -inf < -6.493 < inf | logz: -29.445 +/- 0.458 | dlogz: 2.585 > 0.109
iter: 2387 | bound: 23 | nc: 39 | ncall: 83815 | eff(%): 2.848 | loglstar: -inf < -6.466 < inf | logz: -29.440 +/- 0.458 | dlogz: 2.572 > 0.109
iter: 2388 | bound: 23 | nc: 39 | ncall: 83854 | eff(%): 2.848 | loglstar: -inf < -6.445 < inf | logz: -29.436 +/- 0.458 | dlogz: 2.558 > 0.109
iter: 2389 | bound: 23 | nc: 39 | ncall: 83893 | eff(%): 2.848 | loglstar: -inf < -6.442 < inf | logz: -29.431 +/- 0.458 | dlogz: 2.545 > 0.109
iter: 2390 | bound: 23 | nc: 39 | ncall: 83932 | eff(%): 2.848 | loglstar: -inf < -6.437 < inf | logz: -29.427 +/- 0.458 | dlogz: 2.532 > 0.109
iter: 2391 | bound: 23 | nc: 39 | ncall: 83971 | eff(%): 2.847 | loglstar: -inf < -6.431 < inf | logz: -29.422 +/- 0.458 | dlogz: 2.518 > 0.109
iter: 2392 | bound: 23 | nc: 39 | ncall: 84010 | eff(%): 2.847 | loglstar: -inf < -6.414 < inf | logz: -29.418 +/- 0.458 | dlogz: 2.505 > 0.109
iter: 2393 | bound: 23 | nc: 39 | ncall: 84049 | eff(%): 2.847 | loglstar: -inf < -6.410 < inf | logz: -29.413 +/- 0.458 | dlogz: 2.492 > 0.109
iter: 2394 | bound: 23 | nc: 39 | ncall: 84088 | eff(%): 2.847 | loglstar: -inf < -6.405 < inf | logz: -29.409 +/- 0.458 | dlogz: 2.479 > 0.109
iter: 2395 | bound: 23 | nc: 39 | ncall: 84127 | eff(%): 2.847 | loglstar: -inf < -6.398 < inf | logz: -29.405 +/- 0.458 | dlogz: 2.465 > 0.109
iter: 2396 | bound: 23 | nc: 39 | ncall: 84166 | eff(%): 2.847 | loglstar: -inf < -6.397 < inf | logz: -29.400 +/- 0.458 | dlogz: 2.452 > 0.109
iter: 2397 | bound: 23 | nc: 39 | ncall: 84205 | eff(%): 2.847 | loglstar: -inf < -6.378 < inf | logz: -29.396 +/- 0.458 | dlogz: 2.439 > 0.109
iter: 2398 | bound: 23 | nc: 39 | ncall: 84244 | eff(%): 2.846 | loglstar: -inf < -6.360 < inf | logz: -29.392 +/- 0.458 | dlogz: 2.426 > 0.109
iter: 2399 | bound: 23 | nc: 39 | ncall: 84283 | eff(%): 2.846 | loglstar: -inf < -6.353 < inf | logz: -29.387 +/- 0.459 | dlogz: 2.413 > 0.109
iter: 2400 | bound: 23 | nc: 39 | ncall: 84322 | eff(%): 2.846 | loglstar: -inf < -6.339 < inf | logz: -29.383 +/- 0.459 | dlogz: 2.400 > 0.109
iter: 2401 | bound: 23 | nc: 39 | ncall: 84361 | eff(%): 2.846 | loglstar: -inf < -6.336 < inf | logz: -29.379 +/- 0.459 | dlogz: 2.387 > 0.109
iter: 2402 | bound: 23 | nc: 39 | ncall: 84400 | eff(%): 2.846 | loglstar: -inf < -6.311 < inf | logz: -29.374 +/- 0.459 | dlogz: 2.374 > 0.109
iter: 2403 | bound: 23 | nc: 39 | ncall: 84439 | eff(%): 2.846 | loglstar: -inf < -6.294 < inf | logz: -29.370 +/- 0.459 | dlogz: 2.362 > 0.109
iter: 2404 | bound: 23 | nc: 39 | ncall: 84478 | eff(%): 2.846 | loglstar: -inf < -6.289 < inf | logz: -29.366 +/- 0.459 | dlogz: 2.349 > 0.109
iter: 2405 | bound: 23 | nc: 39 | ncall: 84517 | eff(%): 2.846 | loglstar: -inf < -6.252 < inf | logz: -29.361 +/- 0.459 | dlogz: 2.336 > 0.109
iter: 2406 | bound: 23 | nc: 39 | ncall: 84556 | eff(%): 2.845 | loglstar: -inf < -6.246 < inf | logz: -29.357 +/- 0.459 | dlogz: 2.323 > 0.109
iter: 2407 | bound: 23 | nc: 39 | ncall: 84595 | eff(%): 2.845 | loglstar: -inf < -6.244 < inf | logz: -29.353 +/- 0.459 | dlogz: 2.310 > 0.109
iter: 2408 | bound: 23 | nc: 39 | ncall: 84634 | eff(%): 2.845 | loglstar: -inf < -6.240 < inf | logz: -29.349 +/- 0.459 | dlogz: 2.297 > 0.109
iter: 2409 | bound: 23 | nc: 39 | ncall: 84673 | eff(%): 2.845 | loglstar: -inf < -6.239 < inf | logz: -29.344 +/- 0.459 | dlogz: 2.284 > 0.109
iter: 2410 | bound: 23 | nc: 39 | ncall: 84712 | eff(%): 2.845 | loglstar: -inf < -6.238 < inf | logz: -29.340 +/- 0.459 | dlogz: 2.272 > 0.109
iter: 2411 | bound: 23 | nc: 39 | ncall: 84751 | eff(%): 2.845 | loglstar: -inf < -6.210 < inf | logz: -29.336 +/- 0.459 | dlogz: 2.259 > 0.109
iter: 2412 | bound: 23 | nc: 39 | ncall: 84790 | eff(%): 2.845 | loglstar: -inf < -6.196 < inf | logz: -29.332 +/- 0.459 | dlogz: 2.246 > 0.109
iter: 2413 | bound: 23 | nc: 39 | ncall: 84829 | eff(%): 2.845 | loglstar: -inf < -6.182 < inf | logz: -29.328 +/- 0.459 | dlogz: 2.234 > 0.109
iter: 2414 | bound: 23 | nc: 39 | ncall: 84868 | eff(%): 2.844 | loglstar: -inf < -6.180 < inf | logz: -29.323 +/- 0.459 | dlogz: 2.221 > 0.109
iter: 2415 | bound: 23 | nc: 39 | ncall: 84907 | eff(%): 2.844 | loglstar: -inf < -6.178 < inf | logz: -29.319 +/- 0.459 | dlogz: 2.209 > 0.109
iter: 2416 | bound: 23 | nc: 39 | ncall: 84946 | eff(%): 2.844 | loglstar: -inf < -6.176 < inf | logz: -29.315 +/- 0.459 | dlogz: 2.196 > 0.109
iter: 2417 | bound: 23 | nc: 39 | ncall: 84985 | eff(%): 2.844 | loglstar: -inf < -6.176 < inf | logz: -29.311 +/- 0.459 | dlogz: 2.184 > 0.109
iter: 2418 | bound: 23 | nc: 39 | ncall: 85024 | eff(%): 2.844 | loglstar: -inf < -6.165 < inf | logz: -29.307 +/- 0.459 | dlogz: 2.171 > 0.109
iter: 2419 | bound: 23 | nc: 39 | ncall: 85063 | eff(%): 2.844 | loglstar: -inf < -6.161 < inf | logz: -29.303 +/- 0.459 | dlogz: 2.159 > 0.109
iter: 2420 | bound: 23 | nc: 39 | ncall: 85102 | eff(%): 2.844 | loglstar: -inf < -6.157 < inf | logz: -29.299 +/- 0.459 | dlogz: 2.147 > 0.109
iter: 2421 | bound: 23 | nc: 39 | ncall: 85141 | eff(%): 2.844 | loglstar: -inf < -6.142 < inf | logz: -29.296 +/- 0.459 | dlogz: 2.134 > 0.109
iter: 2422 | bound: 23 | nc: 39 | ncall: 85180 | eff(%): 2.843 | loglstar: -inf < -6.140 < inf | logz: -29.292 +/- 0.459 | dlogz: 2.122 > 0.109
iter: 2423 | bound: 23 | nc: 39 | ncall: 85219 | eff(%): 2.843 | loglstar: -inf < -6.127 < inf | logz: -29.288 +/- 0.460 | dlogz: 2.110 > 0.109
iter: 2424 | bound: 23 | nc: 39 | ncall: 85258 | eff(%): 2.843 | loglstar: -inf < -6.120 < inf | logz: -29.284 +/- 0.460 | dlogz: 2.098 > 0.109
iter: 2425 | bound: 23 | nc: 39 | ncall: 85297 | eff(%): 2.843 | loglstar: -inf < -6.114 < inf | logz: -29.280 +/- 0.460 | dlogz: 2.086 > 0.109
iter: 2426 | bound: 23 | nc: 39 | ncall: 85336 | eff(%): 2.843 | loglstar: -inf < -6.090 < inf | logz: -29.276 +/- 0.460 | dlogz: 2.074 > 0.109
iter: 2427 | bound: 23 | nc: 39 | ncall: 85375 | eff(%): 2.843 | loglstar: -inf < -6.074 < inf | logz: -29.273 +/- 0.460 | dlogz: 2.062 > 0.109
iter: 2428 | bound: 23 | nc: 39 | ncall: 85414 | eff(%): 2.843 | loglstar: -inf < -6.015 < inf | logz: -29.269 +/- 0.460 | dlogz: 2.050 > 0.109
iter: 2429 | bound: 23 | nc: 39 | ncall: 85453 | eff(%): 2.842 | loglstar: -inf < -6.006 < inf | logz: -29.265 +/- 0.460 | dlogz: 2.038 > 0.109
iter: 2430 | bound: 23 | nc: 39 | ncall: 85492 | eff(%): 2.842 | loglstar: -inf < -5.999 < inf | logz: -29.261 +/- 0.460 | dlogz: 2.026 > 0.109
iter: 2431 | bound: 23 | nc: 39 | ncall: 85531 | eff(%): 2.842 | loglstar: -inf < -5.998 < inf | logz: -29.257 +/- 0.460 | dlogz: 2.014 > 0.109
iter: 2432 | bound: 23 | nc: 39 | ncall: 85570 | eff(%): 2.842 | loglstar: -inf < -5.984 < inf | logz: -29.253 +/- 0.460 | dlogz: 2.001 > 0.109
iter: 2433 | bound: 23 | nc: 39 | ncall: 85609 | eff(%): 2.842 | loglstar: -inf < -5.975 < inf | logz: -29.249 +/- 0.460 | dlogz: 1.989 > 0.109
iter: 2434 | bound: 23 | nc: 39 | ncall: 85648 | eff(%): 2.842 | loglstar: -inf < -5.963 < inf | logz: -29.245 +/- 0.460 | dlogz: 1.978 > 0.109
iter: 2435 | bound: 23 | nc: 39 | ncall: 85687 | eff(%): 2.842 | loglstar: -inf < -5.949 < inf | logz: -29.241 +/- 0.460 | dlogz: 1.966 > 0.109
iter: 2436 | bound: 23 | nc: 39 | ncall: 85726 | eff(%): 2.842 | loglstar: -inf < -5.940 < inf | logz: -29.237 +/- 0.460 | dlogz: 1.954 > 0.109
iter: 2437 | bound: 23 | nc: 39 | ncall: 85765 | eff(%): 2.841 | loglstar: -inf < -5.904 < inf | logz: -29.233 +/- 0.460 | dlogz: 1.942 > 0.109
iter: 2438 | bound: 23 | nc: 39 | ncall: 85804 | eff(%): 2.841 | loglstar: -inf < -5.899 < inf | logz: -29.229 +/- 0.460 | dlogz: 1.930 > 0.109
iter: 2439 | bound: 23 | nc: 39 | ncall: 85843 | eff(%): 2.841 | loglstar: -inf < -5.894 < inf | logz: -29.225 +/- 0.460 | dlogz: 1.918 > 0.109
iter: 2440 | bound: 23 | nc: 39 | ncall: 85882 | eff(%): 2.841 | loglstar: -inf < -5.886 < inf | logz: -29.222 +/- 0.460 | dlogz: 1.906 > 0.109
iter: 2441 | bound: 23 | nc: 39 | ncall: 85921 | eff(%): 2.841 | loglstar: -inf < -5.876 < inf | logz: -29.218 +/- 0.460 | dlogz: 1.895 > 0.109
iter: 2442 | bound: 23 | nc: 39 | ncall: 85960 | eff(%): 2.841 | loglstar: -inf < -5.851 < inf | logz: -29.214 +/- 0.460 | dlogz: 1.883 > 0.109
iter: 2443 | bound: 23 | nc: 39 | ncall: 85999 | eff(%): 2.841 | loglstar: -inf < -5.848 < inf | logz: -29.210 +/- 0.460 | dlogz: 1.871 > 0.109
iter: 2444 | bound: 23 | nc: 39 | ncall: 86038 | eff(%): 2.841 | loglstar: -inf < -5.836 < inf | logz: -29.206 +/- 0.460 | dlogz: 1.859 > 0.109
iter: 2445 | bound: 23 | nc: 39 | ncall: 86077 | eff(%): 2.840 | loglstar: -inf < -5.832 < inf | logz: -29.202 +/- 0.460 | dlogz: 1.848 > 0.109
iter: 2446 | bound: 23 | nc: 39 | ncall: 86116 | eff(%): 2.840 | loglstar: -inf < -5.832 < inf | logz: -29.198 +/- 0.460 | dlogz: 1.836 > 0.109
iter: 2447 | bound: 23 | nc: 39 | ncall: 86155 | eff(%): 2.840 | loglstar: -inf < -5.826 < inf | logz: -29.195 +/- 0.461 | dlogz: 1.825 > 0.109
iter: 2448 | bound: 24 | nc: 39 | ncall: 86194 | eff(%): 2.840 | loglstar: -inf < -5.825 < inf | logz: -29.191 +/- 0.461 | dlogz: 1.813 > 0.109
iter: 2449 | bound: 24 | nc: 39 | ncall: 86233 | eff(%): 2.840 | loglstar: -inf < -5.823 < inf | logz: -29.187 +/- 0.461 | dlogz: 1.802 > 0.109
iter: 2450 | bound: 24 | nc: 39 | ncall: 86272 | eff(%): 2.840 | loglstar: -inf < -5.810 < inf | logz: -29.184 +/- 0.461 | dlogz: 1.790 > 0.109
iter: 2451 | bound: 24 | nc: 39 | ncall: 86311 | eff(%): 2.840 | loglstar: -inf < -5.806 < inf | logz: -29.180 +/- 0.461 | dlogz: 1.779 > 0.109
iter: 2452 | bound: 24 | nc: 39 | ncall: 86350 | eff(%): 2.840 | loglstar: -inf < -5.791 < inf | logz: -29.177 +/- 0.461 | dlogz: 1.768 > 0.109
iter: 2453 | bound: 24 | nc: 39 | ncall: 86389 | eff(%): 2.839 | loglstar: -inf < -5.789 < inf | logz: -29.173 +/- 0.461 | dlogz: 1.757 > 0.109
iter: 2454 | bound: 24 | nc: 39 | ncall: 86428 | eff(%): 2.839 | loglstar: -inf < -5.781 < inf | logz: -29.169 +/- 0.461 | dlogz: 1.745 > 0.109
iter: 2455 | bound: 24 | nc: 39 | ncall: 86467 | eff(%): 2.839 | loglstar: -inf < -5.779 < inf | logz: -29.166 +/- 0.461 | dlogz: 1.734 > 0.109
iter: 2456 | bound: 24 | nc: 39 | ncall: 86506 | eff(%): 2.839 | loglstar: -inf < -5.774 < inf | logz: -29.162 +/- 0.461 | dlogz: 1.723 > 0.109
iter: 2457 | bound: 24 | nc: 39 | ncall: 86545 | eff(%): 2.839 | loglstar: -inf < -5.756 < inf | logz: -29.159 +/- 0.461 | dlogz: 1.712 > 0.109
iter: 2458 | bound: 24 | nc: 39 | ncall: 86584 | eff(%): 2.839 | loglstar: -inf < -5.754 < inf | logz: -29.155 +/- 0.461 | dlogz: 1.701 > 0.109
iter: 2459 | bound: 24 | nc: 39 | ncall: 86623 | eff(%): 2.839 | loglstar: -inf < -5.740 < inf | logz: -29.152 +/- 0.461 | dlogz: 1.690 > 0.109
iter: 2460 | bound: 24 | nc: 39 | ncall: 86662 | eff(%): 2.839 | loglstar: -inf < -5.740 < inf | logz: -29.149 +/- 0.461 | dlogz: 2.085 > 0.109
iter: 2461 | bound: 24 | nc: 39 | ncall: 86701 | eff(%): 2.838 | loglstar: -inf < -5.738 < inf | logz: -29.145 +/- 0.461 | dlogz: 2.073 > 0.109
iter: 2462 | bound: 24 | nc: 39 | ncall: 86740 | eff(%): 2.838 | loglstar: -inf < -5.735 < inf | logz: -29.142 +/- 0.461 | dlogz: 2.061 > 0.109
iter: 2463 | bound: 24 | nc: 39 | ncall: 86779 | eff(%): 2.838 | loglstar: -inf < -5.732 < inf | logz: -29.138 +/- 0.461 | dlogz: 2.050 > 0.109
iter: 2464 | bound: 24 | nc: 39 | ncall: 86818 | eff(%): 2.838 | loglstar: -inf < -5.720 < inf | logz: -29.135 +/- 0.461 | dlogz: 2.038 > 0.109
iter: 2465 | bound: 24 | nc: 39 | ncall: 86857 | eff(%): 2.838 | loglstar: -inf < -5.720 < inf | logz: -29.132 +/- 0.461 | dlogz: 2.026 > 0.109
iter: 2466 | bound: 24 | nc: 39 | ncall: 86896 | eff(%): 2.838 | loglstar: -inf < -5.711 < inf | logz: -29.129 +/- 0.461 | dlogz: 2.015 > 0.109
iter: 2467 | bound: 24 | nc: 39 | ncall: 86935 | eff(%): 2.838 | loglstar: -inf < -5.704 < inf | logz: -29.125 +/- 0.461 | dlogz: 2.004 > 0.109
iter: 2468 | bound: 24 | nc: 39 | ncall: 86974 | eff(%): 2.838 | loglstar: -inf < -5.700 < inf | logz: -29.122 +/- 0.461 | dlogz: 1.992 > 0.109
iter: 2469 | bound: 24 | nc: 39 | ncall: 87013 | eff(%): 2.838 | loglstar: -inf < -5.688 < inf | logz: -29.119 +/- 0.461 | dlogz: 1.981 > 0.109
iter: 2470 | bound: 24 | nc: 39 | ncall: 87052 | eff(%): 2.837 | loglstar: -inf < -5.685 < inf | logz: -29.116 +/- 0.461 | dlogz: 1.970 > 0.109
iter: 2471 | bound: 24 | nc: 39 | ncall: 87091 | eff(%): 2.837 | loglstar: -inf < -5.680 < inf | logz: -29.113 +/- 0.461 | dlogz: 1.958 > 0.109
iter: 2472 | bound: 24 | nc: 39 | ncall: 87130 | eff(%): 2.837 | loglstar: -inf < -5.680 < inf | logz: -29.110 +/- 0.461 | dlogz: 1.947 > 0.109
iter: 2473 | bound: 24 | nc: 39 | ncall: 87169 | eff(%): 2.837 | loglstar: -inf < -5.670 < inf | logz: -29.106 +/- 0.462 | dlogz: 1.936 > 0.109
iter: 2474 | bound: 24 | nc: 39 | ncall: 87208 | eff(%): 2.837 | loglstar: -inf < -5.669 < inf | logz: -29.103 +/- 0.462 | dlogz: 1.925 > 0.109
iter: 2475 | bound: 24 | nc: 39 | ncall: 87247 | eff(%): 2.837 | loglstar: -inf < -5.666 < inf | logz: -29.100 +/- 0.462 | dlogz: 1.914 > 0.109
iter: 2476 | bound: 24 | nc: 39 | ncall: 87286 | eff(%): 2.837 | loglstar: -inf < -5.664 < inf | logz: -29.097 +/- 0.462 | dlogz: 1.903 > 0.109
iter: 2477 | bound: 24 | nc: 39 | ncall: 87325 | eff(%): 2.837 | loglstar: -inf < -5.655 < inf | logz: -29.094 +/- 0.462 | dlogz: 2.441 > 0.109
iter: 2478 | bound: 24 | nc: 39 | ncall: 87364 | eff(%): 2.836 | loglstar: -inf < -5.631 < inf | logz: -29.091 +/- 0.462 | dlogz: 2.429 > 0.109
iter: 2479 | bound: 24 | nc: 39 | ncall: 87403 | eff(%): 2.836 | loglstar: -inf < -5.575 < inf | logz: -29.088 +/- 0.462 | dlogz: 2.418 > 0.109
iter: 2480 | bound: 24 | nc: 39 | ncall: 87442 | eff(%): 2.836 | loglstar: -inf < -5.569 < inf | logz: -29.085 +/- 0.462 | dlogz: 2.406 > 0.109
iter: 2481 | bound: 24 | nc: 39 | ncall: 87481 | eff(%): 2.836 | loglstar: -inf < -5.565 < inf | logz: -29.082 +/- 0.462 | dlogz: 2.394 > 0.109
iter: 2482 | bound: 24 | nc: 39 | ncall: 87520 | eff(%): 2.836 | loglstar: -inf < -5.554 < inf | logz: -29.079 +/- 0.462 | dlogz: 2.382 > 0.109
iter: 2483 | bound: 24 | nc: 39 | ncall: 87559 | eff(%): 2.836 | loglstar: -inf < -5.553 < inf | logz: -29.076 +/- 0.462 | dlogz: 2.370 > 0.109
iter: 2484 | bound: 24 | nc: 39 | ncall: 87598 | eff(%): 2.836 | loglstar: -inf < -5.546 < inf | logz: -29.073 +/- 0.462 | dlogz: 2.358 > 0.109
iter: 2485 | bound: 24 | nc: 39 | ncall: 87637 | eff(%): 2.836 | loglstar: -inf < -5.545 < inf | logz: -29.070 +/- 0.462 | dlogz: 2.347 > 0.109
iter: 2486 | bound: 24 | nc: 39 | ncall: 87676 | eff(%): 2.835 | loglstar: -inf < -5.544 < inf | logz: -29.067 +/- 0.462 | dlogz: 2.335 > 0.109
iter: 2487 | bound: 24 | nc: 39 | ncall: 87715 | eff(%): 2.835 | loglstar: -inf < -5.544 < inf | logz: -29.064 +/- 0.462 | dlogz: 2.323 > 0.109
iter: 2488 | bound: 24 | nc: 39 | ncall: 87754 | eff(%): 2.835 | loglstar: -inf < -5.539 < inf | logz: -29.061 +/- 0.462 | dlogz: 2.312 > 0.109
iter: 2489 | bound: 24 | nc: 39 | ncall: 87793 | eff(%): 2.835 | loglstar: -inf < -5.535 < inf | logz: -29.058 +/- 0.462 | dlogz: 2.300 > 0.109
iter: 2490 | bound: 24 | nc: 39 | ncall: 87832 | eff(%): 2.835 | loglstar: -inf < -5.520 < inf | logz: -29.055 +/- 0.462 | dlogz: 2.289 > 0.109
iter: 2491 | bound: 24 | nc: 39 | ncall: 87871 | eff(%): 2.835 | loglstar: -inf < -5.513 < inf | logz: -29.053 +/- 0.462 | dlogz: 2.277 > 0.109
iter: 2492 | bound: 24 | nc: 39 | ncall: 87910 | eff(%): 2.835 | loglstar: -inf < -5.509 < inf | logz: -29.050 +/- 0.462 | dlogz: 2.266 > 0.109
iter: 2493 | bound: 24 | nc: 39 | ncall: 87949 | eff(%): 2.835 | loglstar: -inf < -5.508 < inf | logz: -29.047 +/- 0.462 | dlogz: 2.254 > 0.109
iter: 2494 | bound: 24 | nc: 39 | ncall: 87988 | eff(%): 2.834 | loglstar: -inf < -5.502 < inf | logz: -29.044 +/- 0.462 | dlogz: 2.243 > 0.109
iter: 2495 | bound: 24 | nc: 39 | ncall: 88027 | eff(%): 2.834 | loglstar: -inf < -5.494 < inf | logz: -29.041 +/- 0.462 | dlogz: 2.231 > 0.109
iter: 2496 | bound: 24 | nc: 39 | ncall: 88066 | eff(%): 2.834 | loglstar: -inf < -5.465 < inf | logz: -29.039 +/- 0.462 | dlogz: 2.220 > 0.109
iter: 2497 | bound: 24 | nc: 39 | ncall: 88105 | eff(%): 2.834 | loglstar: -inf < -5.459 < inf | logz: -29.036 +/- 0.462 | dlogz: 2.209 > 0.109
iter: 2498 | bound: 24 | nc: 39 | ncall: 88144 | eff(%): 2.834 | loglstar: -inf < -5.457 < inf | logz: -29.033 +/- 0.462 | dlogz: 2.197 > 0.109
iter: 2499 | bound: 24 | nc: 39 | ncall: 88183 | eff(%): 2.834 | loglstar: -inf < -5.453 < inf | logz: -29.030 +/- 0.462 | dlogz: 2.186 > 0.109
iter: 2500 | bound: 24 | nc: 39 | ncall: 88222 | eff(%): 2.834 | loglstar: -inf < -5.452 < inf | logz: -29.027 +/- 0.462 | dlogz: 2.175 > 0.109
iter: 2501 | bound: 24 | nc: 39 | ncall: 88261 | eff(%): 2.834 | loglstar: -inf < -5.437 < inf | logz: -29.025 +/- 0.462 | dlogz: 2.163 > 0.109
iter: 2502 | bound: 24 | nc: 39 | ncall: 88300 | eff(%): 2.834 | loglstar: -inf < -5.426 < inf | logz: -29.022 +/- 0.462 | dlogz: 2.152 > 0.109
iter: 2503 | bound: 24 | nc: 39 | ncall: 88339 | eff(%): 2.833 | loglstar: -inf < -5.405 < inf | logz: -29.019 +/- 0.463 | dlogz: 2.141 > 0.109
iter: 2504 | bound: 24 | nc: 39 | ncall: 88378 | eff(%): 2.833 | loglstar: -inf < -5.402 < inf | logz: -29.017 +/- 0.463 | dlogz: 2.130 > 0.109
iter: 2505 | bound: 24 | nc: 39 | ncall: 88417 | eff(%): 2.833 | loglstar: -inf < -5.396 < inf | logz: -29.014 +/- 0.463 | dlogz: 2.119 > 0.109
iter: 2506 | bound: 24 | nc: 39 | ncall: 88456 | eff(%): 2.833 | loglstar: -inf < -5.376 < inf | logz: -29.011 +/- 0.463 | dlogz: 2.108 > 0.109
iter: 2507 | bound: 24 | nc: 39 | ncall: 88495 | eff(%): 2.833 | loglstar: -inf < -5.357 < inf | logz: -29.009 +/- 0.463 | dlogz: 2.097 > 0.109
iter: 2508 | bound: 24 | nc: 39 | ncall: 88534 | eff(%): 2.833 | loglstar: -inf < -5.357 < inf | logz: -29.006 +/- 0.463 | dlogz: 2.085 > 0.109
iter: 2509 | bound: 24 | nc: 39 | ncall: 88573 | eff(%): 2.833 | loglstar: -inf < -5.356 < inf | logz: -29.003 +/- 0.463 | dlogz: 2.074 > 0.109
iter: 2510 | bound: 24 | nc: 39 | ncall: 88612 | eff(%): 2.833 | loglstar: -inf < -5.355 < inf | logz: -29.000 +/- 0.463 | dlogz: 2.063 > 0.109
iter: 2511 | bound: 24 | nc: 39 | ncall: 88651 | eff(%): 2.832 | loglstar: -inf < -5.352 < inf | logz: -28.998 +/- 0.463 | dlogz: 2.052 > 0.109
iter: 2512 | bound: 24 | nc: 39 | ncall: 88690 | eff(%): 2.832 | loglstar: -inf < -5.349 < inf | logz: -28.995 +/- 0.463 | dlogz: 2.041 > 0.109
iter: 2513 | bound: 25 | nc: 39 | ncall: 88729 | eff(%): 2.832 | loglstar: -inf < -5.345 < inf | logz: -28.993 +/- 0.463 | dlogz: 2.030 > 0.109
iter: 2514 | bound: 25 | nc: 39 | ncall: 88768 | eff(%): 2.832 | loglstar: -inf < -5.344 < inf | logz: -28.990 +/- 0.463 | dlogz: 2.020 > 0.109
iter: 2515 | bound: 25 | nc: 39 | ncall: 88807 | eff(%): 2.832 | loglstar: -inf < -5.340 < inf | logz: -28.988 +/- 0.463 | dlogz: 2.009 > 0.109
iter: 2516 | bound: 25 | nc: 39 | ncall: 88846 | eff(%): 2.832 | loglstar: -inf < -5.339 < inf | logz: -28.985 +/- 0.463 | dlogz: 1.998 > 0.109
iter: 2517 | bound: 25 | nc: 39 | ncall: 88885 | eff(%): 2.832 | loglstar: -inf < -5.338 < inf | logz: -28.983 +/- 0.463 | dlogz: 1.987 > 0.109
iter: 2518 | bound: 25 | nc: 39 | ncall: 88924 | eff(%): 2.832 | loglstar: -inf < -5.331 < inf | logz: -28.980 +/- 0.463 | dlogz: 1.977 > 0.109
iter: 2519 | bound: 25 | nc: 39 | ncall: 88963 | eff(%): 2.832 | loglstar: -inf < -5.310 < inf | logz: -28.978 +/- 0.463 | dlogz: 1.966 > 0.109
iter: 2520 | bound: 25 | nc: 39 | ncall: 89002 | eff(%): 2.831 | loglstar: -inf < -5.298 < inf | logz: -28.975 +/- 0.463 | dlogz: 1.955 > 0.109
iter: 2521 | bound: 25 | nc: 39 | ncall: 89041 | eff(%): 2.831 | loglstar: -inf < -5.271 < inf | logz: -28.973 +/- 0.463 | dlogz: 1.945 > 0.109
iter: 2522 | bound: 25 | nc: 39 | ncall: 89080 | eff(%): 2.831 | loglstar: -inf < -5.263 < inf | logz: -28.970 +/- 0.463 | dlogz: 1.934 > 0.109
iter: 2523 | bound: 25 | nc: 39 | ncall: 89119 | eff(%): 2.831 | loglstar: -inf < -5.246 < inf | logz: -28.968 +/- 0.463 | dlogz: 1.923 > 0.109
iter: 2524 | bound: 25 | nc: 39 | ncall: 89158 | eff(%): 2.831 | loglstar: -inf < -5.211 < inf | logz: -28.965 +/- 0.463 | dlogz: 1.913 > 0.109
iter: 2525 | bound: 25 | nc: 39 | ncall: 89197 | eff(%): 2.831 | loglstar: -inf < -5.210 < inf | logz: -28.963 +/- 0.463 | dlogz: 1.902 > 0.109
iter: 2526 | bound: 25 | nc: 39 | ncall: 89236 | eff(%): 2.831 | loglstar: -inf < -5.206 < inf | logz: -28.960 +/- 0.463 | dlogz: 1.891 > 0.109
iter: 2527 | bound: 25 | nc: 39 | ncall: 89275 | eff(%): 2.831 | loglstar: -inf < -5.201 < inf | logz: -28.958 +/- 0.463 | dlogz: 1.881 > 0.109
iter: 2528 | bound: 25 | nc: 39 | ncall: 89314 | eff(%): 2.830 | loglstar: -inf < -5.199 < inf | logz: -28.955 +/- 0.463 | dlogz: 1.870 > 0.109
iter: 2529 | bound: 25 | nc: 39 | ncall: 89353 | eff(%): 2.830 | loglstar: -inf < -5.191 < inf | logz: -28.953 +/- 0.463 | dlogz: 1.860 > 0.109
iter: 2530 | bound: 25 | nc: 39 | ncall: 89392 | eff(%): 2.830 | loglstar: -inf < -5.188 < inf | logz: -28.951 +/- 0.463 | dlogz: 1.849 > 0.109
iter: 2531 | bound: 25 | nc: 39 | ncall: 89431 | eff(%): 2.830 | loglstar: -inf < -5.181 < inf | logz: -28.948 +/- 0.463 | dlogz: 1.839 > 0.109
iter: 2532 | bound: 25 | nc: 39 | ncall: 89470 | eff(%): 2.830 | loglstar: -inf < -5.170 < inf | logz: -28.946 +/- 0.463 | dlogz: 1.829 > 0.109
iter: 2533 | bound: 25 | nc: 39 | ncall: 89509 | eff(%): 2.830 | loglstar: -inf < -5.151 < inf | logz: -28.943 +/- 0.463 | dlogz: 1.818 > 0.109
iter: 2534 | bound: 25 | nc: 39 | ncall: 89548 | eff(%): 2.830 | loglstar: -inf < -5.147 < inf | logz: -28.941 +/- 0.463 | dlogz: 1.808 > 0.109
iter: 2535 | bound: 25 | nc: 39 | ncall: 89587 | eff(%): 2.830 | loglstar: -inf < -5.146 < inf | logz: -28.938 +/- 0.464 | dlogz: 1.798 > 0.109
iter: 2536 | bound: 25 | nc: 39 | ncall: 89626 | eff(%): 2.830 | loglstar: -inf < -5.146 < inf | logz: -28.936 +/- 0.464 | dlogz: 1.787 > 0.109
iter: 2537 | bound: 25 | nc: 39 | ncall: 89665 | eff(%): 2.829 | loglstar: -inf < -5.129 < inf | logz: -28.934 +/- 0.464 | dlogz: 1.777 > 0.109
iter: 2538 | bound: 25 | nc: 39 | ncall: 89704 | eff(%): 2.829 | loglstar: -inf < -5.125 < inf | logz: -28.931 +/- 0.464 | dlogz: 1.767 > 0.109
iter: 2539 | bound: 25 | nc: 39 | ncall: 89743 | eff(%): 2.829 | loglstar: -inf < -5.112 < inf | logz: -28.929 +/- 0.464 | dlogz: 1.757 > 0.109
iter: 2540 | bound: 25 | nc: 39 | ncall: 89782 | eff(%): 2.829 | loglstar: -inf < -5.102 < inf | logz: -28.927 +/- 0.464 | dlogz: 1.746 > 0.109
iter: 2541 | bound: 25 | nc: 39 | ncall: 89821 | eff(%): 2.829 | loglstar: -inf < -5.083 < inf | logz: -28.924 +/- 0.464 | dlogz: 1.736 > 0.109
iter: 2542 | bound: 25 | nc: 39 | ncall: 89860 | eff(%): 2.829 | loglstar: -inf < -5.047 < inf | logz: -28.922 +/- 0.464 | dlogz: 1.726 > 0.109
iter: 2543 | bound: 25 | nc: 39 | ncall: 89899 | eff(%): 2.829 | loglstar: -inf < -5.038 < inf | logz: -28.920 +/- 0.464 | dlogz: 1.716 > 0.109
iter: 2544 | bound: 25 | nc: 39 | ncall: 89938 | eff(%): 2.829 | loglstar: -inf < -5.034 < inf | logz: -28.917 +/- 0.464 | dlogz: 1.706 > 0.109
iter: 2545 | bound: 25 | nc: 39 | ncall: 89977 | eff(%): 2.829 | loglstar: -inf < -5.029 < inf | logz: -28.915 +/- 0.464 | dlogz: 1.696 > 0.109
iter: 2546 | bound: 25 | nc: 39 | ncall: 90016 | eff(%): 2.828 | loglstar: -inf < -5.020 < inf | logz: -28.913 +/- 0.464 | dlogz: 1.686 > 0.109
iter: 2547 | bound: 25 | nc: 39 | ncall: 90055 | eff(%): 2.828 | loglstar: -inf < -4.996 < inf | logz: -28.910 +/- 0.464 | dlogz: 1.676 > 0.109
iter: 2548 | bound: 25 | nc: 39 | ncall: 90094 | eff(%): 2.828 | loglstar: -inf < -4.990 < inf | logz: -28.908 +/- 0.464 | dlogz: 1.666 > 0.109
iter: 2549 | bound: 25 | nc: 39 | ncall: 90133 | eff(%): 2.828 | loglstar: -inf < -4.988 < inf | logz: -28.905 +/- 0.464 | dlogz: 1.656 > 0.109
iter: 2550 | bound: 25 | nc: 39 | ncall: 90172 | eff(%): 2.828 | loglstar: -inf < -4.982 < inf | logz: -28.903 +/- 0.464 | dlogz: 1.646 > 0.109
iter: 2551 | bound: 25 | nc: 39 | ncall: 90211 | eff(%): 2.828 | loglstar: -inf < -4.979 < inf | logz: -28.901 +/- 0.464 | dlogz: 1.636 > 0.109
iter: 2552 | bound: 25 | nc: 39 | ncall: 90250 | eff(%): 2.828 | loglstar: -inf < -4.970 < inf | logz: -28.898 +/- 0.464 | dlogz: 1.626 > 0.109
iter: 2553 | bound: 25 | nc: 39 | ncall: 90289 | eff(%): 2.828 | loglstar: -inf < -4.962 < inf | logz: -28.896 +/- 0.464 | dlogz: 1.616 > 0.109
iter: 2554 | bound: 25 | nc: 39 | ncall: 90328 | eff(%): 2.827 | loglstar: -inf < -4.958 < inf | logz: -28.894 +/- 0.464 | dlogz: 1.607 > 0.109
iter: 2555 | bound: 25 | nc: 39 | ncall: 90367 | eff(%): 2.827 | loglstar: -inf < -4.955 < inf | logz: -28.892 +/- 0.464 | dlogz: 1.597 > 0.109
iter: 2556 | bound: 25 | nc: 39 | ncall: 90406 | eff(%): 2.827 | loglstar: -inf < -4.944 < inf | logz: -28.889 +/- 0.464 | dlogz: 1.587 > 0.109
iter: 2557 | bound: 25 | nc: 39 | ncall: 90445 | eff(%): 2.827 | loglstar: -inf < -4.936 < inf | logz: -28.887 +/- 0.464 | dlogz: 1.577 > 0.109
iter: 2558 | bound: 25 | nc: 39 | ncall: 90484 | eff(%): 2.827 | loglstar: -inf < -4.933 < inf | logz: -28.885 +/- 0.464 | dlogz: 1.568 > 0.109
iter: 2559 | bound: 25 | nc: 39 | ncall: 90523 | eff(%): 2.827 | loglstar: -inf < -4.928 < inf | logz: -28.883 +/- 0.464 | dlogz: 1.558 > 0.109
iter: 2560 | bound: 25 | nc: 39 | ncall: 90562 | eff(%): 2.827 | loglstar: -inf < -4.915 < inf | logz: -28.881 +/- 0.464 | dlogz: 1.549 > 0.109
iter: 2561 | bound: 25 | nc: 39 | ncall: 90601 | eff(%): 2.827 | loglstar: -inf < -4.911 < inf | logz: -28.878 +/- 0.464 | dlogz: 1.539 > 0.109
iter: 2562 | bound: 25 | nc: 39 | ncall: 90640 | eff(%): 2.827 | loglstar: -inf < -4.884 < inf | logz: -28.876 +/- 0.464 | dlogz: 1.529 > 0.109
iter: 2563 | bound: 25 | nc: 39 | ncall: 90679 | eff(%): 2.826 | loglstar: -inf < -4.872 < inf | logz: -28.874 +/- 0.464 | dlogz: 1.520 > 0.109
iter: 2564 | bound: 25 | nc: 39 | ncall: 90718 | eff(%): 2.826 | loglstar: -inf < -4.869 < inf | logz: -28.872 +/- 0.464 | dlogz: 1.510 > 0.109
iter: 2565 | bound: 25 | nc: 39 | ncall: 90757 | eff(%): 2.826 | loglstar: -inf < -4.860 < inf | logz: -28.870 +/- 0.464 | dlogz: 1.501 > 0.109
iter: 2566 | bound: 25 | nc: 39 | ncall: 90796 | eff(%): 2.826 | loglstar: -inf < -4.829 < inf | logz: -28.867 +/- 0.464 | dlogz: 1.492 > 0.109
iter: 2567 | bound: 25 | nc: 39 | ncall: 90835 | eff(%): 2.826 | loglstar: -inf < -4.821 < inf | logz: -28.865 +/- 0.465 | dlogz: 1.482 > 0.109
iter: 2568 | bound: 25 | nc: 39 | ncall: 90874 | eff(%): 2.826 | loglstar: -inf < -4.821 < inf | logz: -28.863 +/- 0.465 | dlogz: 1.473 > 0.109
iter: 2569 | bound: 25 | nc: 39 | ncall: 90913 | eff(%): 2.826 | loglstar: -inf < -4.813 < inf | logz: -28.861 +/- 0.465 | dlogz: 1.463 > 0.109
iter: 2570 | bound: 25 | nc: 39 | ncall: 90952 | eff(%): 2.826 | loglstar: -inf < -4.813 < inf | logz: -28.859 +/- 0.465 | dlogz: 1.454 > 0.109
iter: 2571 | bound: 25 | nc: 39 | ncall: 90991 | eff(%): 2.826 | loglstar: -inf < -4.791 < inf | logz: -28.856 +/- 0.465 | dlogz: 1.445 > 0.109
iter: 2572 | bound: 25 | nc: 39 | ncall: 91030 | eff(%): 2.825 | loglstar: -inf < -4.789 < inf | logz: -28.854 +/- 0.465 | dlogz: 1.436 > 0.109
iter: 2573 | bound: 25 | nc: 39 | ncall: 91069 | eff(%): 2.825 | loglstar: -inf < -4.789 < inf | logz: -28.852 +/- 0.465 | dlogz: 1.777 > 0.109
iter: 2574 | bound: 25 | nc: 39 | ncall: 91108 | eff(%): 2.825 | loglstar: -inf < -4.782 < inf | logz: -28.850 +/- 0.465 | dlogz: 1.767 > 0.109
iter: 2575 | bound: 25 | nc: 39 | ncall: 91147 | eff(%): 2.825 | loglstar: -inf < -4.780 < inf | logz: -28.848 +/- 0.465 | dlogz: 1.757 > 0.109
iter: 2576 | bound: 25 | nc: 39 | ncall: 91186 | eff(%): 2.825 | loglstar: -inf < -4.779 < inf | logz: -28.846 +/- 0.465 | dlogz: 1.747 > 0.109
iter: 2577 | bound: 25 | nc: 39 | ncall: 91225 | eff(%): 2.825 | loglstar: -inf < -4.778 < inf | logz: -28.844 +/- 0.465 | dlogz: 1.737 > 0.109
iter: 2578 | bound: 25 | nc: 39 | ncall: 91264 | eff(%): 2.825 | loglstar: -inf < -4.775 < inf | logz: -28.842 +/- 0.465 | dlogz: 1.727 > 0.109
iter: 2579 | bound: 25 | nc: 39 | ncall: 91303 | eff(%): 2.825 | loglstar: -inf < -4.772 < inf | logz: -28.840 +/- 0.465 | dlogz: 1.717 > 0.109
iter: 2580 | bound: 25 | nc: 39 | ncall: 91342 | eff(%): 2.825 | loglstar: -inf < -4.769 < inf | logz: -28.838 +/- 0.465 | dlogz: 1.707 > 0.109
iter: 2581 | bound: 25 | nc: 39 | ncall: 91381 | eff(%): 2.824 | loglstar: -inf < -4.765 < inf | logz: -28.836 +/- 0.465 | dlogz: 1.698 > 0.109
iter: 2582 | bound: 25 | nc: 39 | ncall: 91420 | eff(%): 2.824 | loglstar: -inf < -4.758 < inf | logz: -28.834 +/- 0.465 | dlogz: 1.688 > 0.109
iter: 2583 | bound: 25 | nc: 39 | ncall: 91459 | eff(%): 2.824 | loglstar: -inf < -4.747 < inf | logz: -28.832 +/- 0.465 | dlogz: 1.678 > 0.109
iter: 2584 | bound: 25 | nc: 39 | ncall: 91498 | eff(%): 2.824 | loglstar: -inf < -4.742 < inf | logz: -28.830 +/- 0.465 | dlogz: 1.669 > 0.109
iter: 2585 | bound: 26 | nc: 39 | ncall: 91537 | eff(%): 2.824 | loglstar: -inf < -4.732 < inf | logz: -28.828 +/- 0.465 | dlogz: 1.659 > 0.109
iter: 2586 | bound: 26 | nc: 39 | ncall: 91576 | eff(%): 2.824 | loglstar: -inf < -4.729 < inf | logz: -28.826 +/- 0.465 | dlogz: 1.649 > 0.109
iter: 2587 | bound: 26 | nc: 39 | ncall: 91615 | eff(%): 2.824 | loglstar: -inf < -4.727 < inf | logz: -28.824 +/- 0.465 | dlogz: 1.640 > 0.109
iter: 2588 | bound: 26 | nc: 39 | ncall: 91654 | eff(%): 2.824 | loglstar: -inf < -4.712 < inf | logz: -28.822 +/- 0.465 | dlogz: 1.630 > 0.109
iter: 2589 | bound: 26 | nc: 39 | ncall: 91693 | eff(%): 2.824 | loglstar: -inf < -4.703 < inf | logz: -28.820 +/- 0.465 | dlogz: 1.621 > 0.109
iter: 2590 | bound: 26 | nc: 39 | ncall: 91732 | eff(%): 2.823 | loglstar: -inf < -4.697 < inf | logz: -28.818 +/- 0.465 | dlogz: 1.611 > 0.109
iter: 2591 | bound: 26 | nc: 39 | ncall: 91771 | eff(%): 2.823 | loglstar: -inf < -4.691 < inf | logz: -28.816 +/- 0.465 | dlogz: 1.602 > 0.109
iter: 2592 | bound: 26 | nc: 39 | ncall: 91810 | eff(%): 2.823 | loglstar: -inf < -4.683 < inf | logz: -28.814 +/- 0.465 | dlogz: 1.592 > 0.109
iter: 2593 | bound: 26 | nc: 39 | ncall: 91849 | eff(%): 2.823 | loglstar: -inf < -4.680 < inf | logz: -28.812 +/- 0.465 | dlogz: 1.583 > 0.109
iter: 2594 | bound: 26 | nc: 39 | ncall: 91888 | eff(%): 2.823 | loglstar: -inf < -4.672 < inf | logz: -28.811 +/- 0.465 | dlogz: 1.573 > 0.109
iter: 2595 | bound: 26 | nc: 39 | ncall: 91927 | eff(%): 2.823 | loglstar: -inf < -4.672 < inf | logz: -28.809 +/- 0.465 | dlogz: 1.564 > 0.109
iter: 2596 | bound: 26 | nc: 39 | ncall: 91966 | eff(%): 2.823 | loglstar: -inf < -4.663 < inf | logz: -28.807 +/- 0.465 | dlogz: 1.555 > 0.109
iter: 2597 | bound: 26 | nc: 39 | ncall: 92005 | eff(%): 2.823 | loglstar: -inf < -4.656 < inf | logz: -28.805 +/- 0.465 | dlogz: 1.545 > 0.109
iter: 2598 | bound: 26 | nc: 39 | ncall: 92044 | eff(%): 2.823 | loglstar: -inf < -4.652 < inf | logz: -28.803 +/- 0.465 | dlogz: 1.536 > 0.109
iter: 2599 | bound: 26 | nc: 39 | ncall: 92083 | eff(%): 2.822 | loglstar: -inf < -4.651 < inf | logz: -28.801 +/- 0.465 | dlogz: 1.527 > 0.109
iter: 2600 | bound: 26 | nc: 39 | ncall: 92122 | eff(%): 2.822 | loglstar: -inf < -4.645 < inf | logz: -28.800 +/- 0.465 | dlogz: 1.518 > 0.109
iter: 2601 | bound: 26 | nc: 39 | ncall: 92161 | eff(%): 2.822 | loglstar: -inf < -4.641 < inf | logz: -28.798 +/- 0.465 | dlogz: 1.509 > 0.109
iter: 2602 | bound: 26 | nc: 39 | ncall: 92200 | eff(%): 2.822 | loglstar: -inf < -4.638 < inf | logz: -28.796 +/- 0.466 | dlogz: 1.499 > 0.109
iter: 2603 | bound: 26 | nc: 39 | ncall: 92239 | eff(%): 2.822 | loglstar: -inf < -4.610 < inf | logz: -28.794 +/- 0.466 | dlogz: 1.490 > 0.109
iter: 2604 | bound: 26 | nc: 39 | ncall: 92278 | eff(%): 2.822 | loglstar: -inf < -4.607 < inf | logz: -28.793 +/- 0.466 | dlogz: 1.481 > 0.109
iter: 2605 | bound: 26 | nc: 39 | ncall: 92317 | eff(%): 2.822 | loglstar: -inf < -4.596 < inf | logz: -28.791 +/- 0.466 | dlogz: 1.472 > 0.109
iter: 2606 | bound: 26 | nc: 39 | ncall: 92356 | eff(%): 2.822 | loglstar: -inf < -4.590 < inf | logz: -28.789 +/- 0.466 | dlogz: 1.463 > 0.109
iter: 2607 | bound: 26 | nc: 39 | ncall: 92395 | eff(%): 2.822 | loglstar: -inf < -4.576 < inf | logz: -28.787 +/- 0.466 | dlogz: 1.454 > 0.109
iter: 2608 | bound: 26 | nc: 39 | ncall: 92434 | eff(%): 2.821 | loglstar: -inf < -4.571 < inf | logz: -28.785 +/- 0.466 | dlogz: 1.445 > 0.109
iter: 2609 | bound: 26 | nc: 39 | ncall: 92473 | eff(%): 2.821 | loglstar: -inf < -4.560 < inf | logz: -28.784 +/- 0.466 | dlogz: 1.436 > 0.109
iter: 2610 | bound: 26 | nc: 39 | ncall: 92512 | eff(%): 2.821 | loglstar: -inf < -4.556 < inf | logz: -28.782 +/- 0.466 | dlogz: 1.427 > 0.109
iter: 2611 | bound: 26 | nc: 39 | ncall: 92551 | eff(%): 2.821 | loglstar: -inf < -4.542 < inf | logz: -28.780 +/- 0.466 | dlogz: 1.418 > 0.109
iter: 2612 | bound: 26 | nc: 39 | ncall: 92590 | eff(%): 2.821 | loglstar: -inf < -4.491 < inf | logz: -28.778 +/- 0.466 | dlogz: 1.410 > 0.109
iter: 2613 | bound: 26 | nc: 39 | ncall: 92629 | eff(%): 2.821 | loglstar: -inf < -4.452 < inf | logz: -28.777 +/- 0.466 | dlogz: 1.401 > 0.109
iter: 2614 | bound: 26 | nc: 39 | ncall: 92668 | eff(%): 2.821 | loglstar: -inf < -4.437 < inf | logz: -28.775 +/- 0.466 | dlogz: 1.392 > 0.109
iter: 2615 | bound: 26 | nc: 39 | ncall: 92707 | eff(%): 2.821 | loglstar: -inf < -4.436 < inf | logz: -28.773 +/- 0.466 | dlogz: 1.383 > 0.109
iter: 2616 | bound: 26 | nc: 39 | ncall: 92746 | eff(%): 2.821 | loglstar: -inf < -4.408 < inf | logz: -28.771 +/- 0.466 | dlogz: 1.374 > 0.109
iter: 2617 | bound: 26 | nc: 39 | ncall: 92785 | eff(%): 2.820 | loglstar: -inf < -4.396 < inf | logz: -28.769 +/- 0.466 | dlogz: 1.365 > 0.109
iter: 2618 | bound: 26 | nc: 39 | ncall: 92824 | eff(%): 2.820 | loglstar: -inf < -4.396 < inf | logz: -28.767 +/- 0.466 | dlogz: 1.357 > 0.109
iter: 2619 | bound: 26 | nc: 39 | ncall: 92863 | eff(%): 2.820 | loglstar: -inf < -4.394 < inf | logz: -28.765 +/- 0.466 | dlogz: 1.348 > 0.109
iter: 2620 | bound: 26 | nc: 39 | ncall: 92902 | eff(%): 2.820 | loglstar: -inf < -4.393 < inf | logz: -28.764 +/- 0.466 | dlogz: 1.339 > 0.109
iter: 2621 | bound: 26 | nc: 39 | ncall: 92941 | eff(%): 2.820 | loglstar: -inf < -4.381 < inf | logz: -28.762 +/- 0.466 | dlogz: 1.330 > 0.109
iter: 2622 | bound: 26 | nc: 39 | ncall: 92980 | eff(%): 2.820 | loglstar: -inf < -4.379 < inf | logz: -28.760 +/- 0.466 | dlogz: 1.322 > 0.109
iter: 2623 | bound: 26 | nc: 39 | ncall: 93019 | eff(%): 2.820 | loglstar: -inf < -4.374 < inf | logz: -28.758 +/- 0.466 | dlogz: 1.313 > 0.109
iter: 2624 | bound: 26 | nc: 39 | ncall: 93058 | eff(%): 2.820 | loglstar: -inf < -4.372 < inf | logz: -28.756 +/- 0.466 | dlogz: 1.305 > 0.109
iter: 2625 | bound: 26 | nc: 39 | ncall: 93097 | eff(%): 2.820 | loglstar: -inf < -4.354 < inf | logz: -28.755 +/- 0.466 | dlogz: 1.296 > 0.109
iter: 2626 | bound: 26 | nc: 39 | ncall: 93136 | eff(%): 2.820 | loglstar: -inf < -4.345 < inf | logz: -28.753 +/- 0.466 | dlogz: 1.288 > 0.109
iter: 2627 | bound: 26 | nc: 39 | ncall: 93175 | eff(%): 2.819 | loglstar: -inf < -4.340 < inf | logz: -28.751 +/- 0.466 | dlogz: 1.279 > 0.109
iter: 2628 | bound: 26 | nc: 39 | ncall: 93214 | eff(%): 2.819 | loglstar: -inf < -4.338 < inf | logz: -28.749 +/- 0.466 | dlogz: 1.271 > 0.109
iter: 2629 | bound: 26 | nc: 39 | ncall: 93253 | eff(%): 2.819 | loglstar: -inf < -4.335 < inf | logz: -28.748 +/- 0.466 | dlogz: 1.262 > 0.109
iter: 2630 | bound: 26 | nc: 39 | ncall: 93292 | eff(%): 2.819 | loglstar: -inf < -4.328 < inf | logz: -28.746 +/- 0.466 | dlogz: 1.254 > 0.109
iter: 2631 | bound: 26 | nc: 39 | ncall: 93331 | eff(%): 2.819 | loglstar: -inf < -4.325 < inf | logz: -28.744 +/- 0.466 | dlogz: 1.246 > 0.109
iter: 2632 | bound: 26 | nc: 39 | ncall: 93370 | eff(%): 2.819 | loglstar: -inf < -4.322 < inf | logz: -28.742 +/- 0.466 | dlogz: 1.237 > 0.109
iter: 2633 | bound: 26 | nc: 39 | ncall: 93409 | eff(%): 2.819 | loglstar: -inf < -4.314 < inf | logz: -28.741 +/- 0.466 | dlogz: 1.229 > 0.109
iter: 2634 | bound: 26 | nc: 39 | ncall: 93448 | eff(%): 2.819 | loglstar: -inf < -4.309 < inf | logz: -28.739 +/- 0.466 | dlogz: 1.221 > 0.109
iter: 2635 | bound: 26 | nc: 39 | ncall: 93487 | eff(%): 2.819 | loglstar: -inf < -4.301 < inf | logz: -28.737 +/- 0.466 | dlogz: 1.213 > 0.109
iter: 2636 | bound: 26 | nc: 39 | ncall: 93526 | eff(%): 2.818 | loglstar: -inf < -4.293 < inf | logz: -28.736 +/- 0.466 | dlogz: 1.204 > 0.109
iter: 2637 | bound: 26 | nc: 39 | ncall: 93565 | eff(%): 2.818 | loglstar: -inf < -4.290 < inf | logz: -28.734 +/- 0.466 | dlogz: 1.196 > 0.109
iter: 2638 | bound: 26 | nc: 39 | ncall: 93604 | eff(%): 2.818 | loglstar: -inf < -4.284 < inf | logz: -28.732 +/- 0.467 | dlogz: 1.188 > 0.109
iter: 2639 | bound: 26 | nc: 39 | ncall: 93643 | eff(%): 2.818 | loglstar: -inf < -4.279 < inf | logz: -28.731 +/- 0.467 | dlogz: 1.180 > 0.109
iter: 2640 | bound: 26 | nc: 39 | ncall: 93682 | eff(%): 2.818 | loglstar: -inf < -4.276 < inf | logz: -28.729 +/- 0.467 | dlogz: 1.172 > 0.109
iter: 2641 | bound: 26 | nc: 39 | ncall: 93721 | eff(%): 2.818 | loglstar: -inf < -4.274 < inf | logz: -28.728 +/- 0.467 | dlogz: 1.164 > 0.109
iter: 2642 | bound: 26 | nc: 39 | ncall: 93760 | eff(%): 2.818 | loglstar: -inf < -4.273 < inf | logz: -28.726 +/- 0.467 | dlogz: 1.156 > 0.109
iter: 2643 | bound: 26 | nc: 39 | ncall: 93799 | eff(%): 2.818 | loglstar: -inf < -4.269 < inf | logz: -28.724 +/- 0.467 | dlogz: 1.148 > 0.109
iter: 2644 | bound: 26 | nc: 39 | ncall: 93838 | eff(%): 2.818 | loglstar: -inf < -4.262 < inf | logz: -28.723 +/- 0.467 | dlogz: 1.141 > 0.109
iter: 2645 | bound: 26 | nc: 39 | ncall: 93877 | eff(%): 2.818 | loglstar: -inf < -4.229 < inf | logz: -28.721 +/- 0.467 | dlogz: 1.133 > 0.109
iter: 2646 | bound: 26 | nc: 39 | ncall: 93916 | eff(%): 2.817 | loglstar: -inf < -4.226 < inf | logz: -28.720 +/- 0.467 | dlogz: 1.125 > 0.109
iter: 2647 | bound: 26 | nc: 39 | ncall: 93955 | eff(%): 2.817 | loglstar: -inf < -4.219 < inf | logz: -28.718 +/- 0.467 | dlogz: 1.117 > 0.109
iter: 2648 | bound: 26 | nc: 39 | ncall: 93994 | eff(%): 2.817 | loglstar: -inf < -4.218 < inf | logz: -28.717 +/- 0.467 | dlogz: 1.109 > 0.109
iter: 2649 | bound: 26 | nc: 39 | ncall: 94033 | eff(%): 2.817 | loglstar: -inf < -4.212 < inf | logz: -28.715 +/- 0.467 | dlogz: 1.102 > 0.109
iter: 2650 | bound: 26 | nc: 39 | ncall: 94072 | eff(%): 2.817 | loglstar: -inf < -4.211 < inf | logz: -28.713 +/- 0.467 | dlogz: 1.094 > 0.109
iter: 2651 | bound: 26 | nc: 39 | ncall: 94111 | eff(%): 2.817 | loglstar: -inf < -4.208 < inf | logz: -28.712 +/- 0.467 | dlogz: 1.086 > 0.109
iter: 2652 | bound: 26 | nc: 39 | ncall: 94150 | eff(%): 2.817 | loglstar: -inf < -4.205 < inf | logz: -28.710 +/- 0.467 | dlogz: 1.079 > 0.109
iter: 2653 | bound: 26 | nc: 39 | ncall: 94189 | eff(%): 2.817 | loglstar: -inf < -4.205 < inf | logz: -28.709 +/- 0.467 | dlogz: 1.071 > 0.109
iter: 2654 | bound: 26 | nc: 39 | ncall: 94228 | eff(%): 2.817 | loglstar: -inf < -4.202 < inf | logz: -28.707 +/- 0.467 | dlogz: 1.064 > 0.109
iter: 2655 | bound: 26 | nc: 39 | ncall: 94267 | eff(%): 2.816 | loglstar: -inf < -4.193 < inf | logz: -28.706 +/- 0.467 | dlogz: 1.056 > 0.109
iter: 2656 | bound: 26 | nc: 39 | ncall: 94306 | eff(%): 2.816 | loglstar: -inf < -4.180 < inf | logz: -28.704 +/- 0.467 | dlogz: 1.049 > 0.109
iter: 2657 | bound: 26 | nc: 39 | ncall: 94345 | eff(%): 2.816 | loglstar: -inf < -4.176 < inf | logz: -28.703 +/- 0.467 | dlogz: 1.041 > 0.109
iter: 2658 | bound: 26 | nc: 39 | ncall: 94384 | eff(%): 2.816 | loglstar: -inf < -4.171 < inf | logz: -28.701 +/- 0.467 | dlogz: 1.034 > 0.109
iter: 2659 | bound: 26 | nc: 39 | ncall: 94423 | eff(%): 2.816 | loglstar: -inf < -4.162 < inf | logz: -28.700 +/- 0.467 | dlogz: 1.027 > 0.109
iter: 2660 | bound: 26 | nc: 39 | ncall: 94462 | eff(%): 2.816 | loglstar: -inf < -4.155 < inf | logz: -28.699 +/- 0.467 | dlogz: 1.019 > 0.109
iter: 2661 | bound: 26 | nc: 39 | ncall: 94501 | eff(%): 2.816 | loglstar: -inf < -4.128 < inf | logz: -28.697 +/- 0.467 | dlogz: 1.012 > 0.109
iter: 2662 | bound: 26 | nc: 39 | ncall: 94540 | eff(%): 2.816 | loglstar: -inf < -4.123 < inf | logz: -28.696 +/- 0.467 | dlogz: 1.005 > 0.109
iter: 2663 | bound: 26 | nc: 39 | ncall: 94579 | eff(%): 2.816 | loglstar: -inf < -4.115 < inf | logz: -28.694 +/- 0.467 | dlogz: 0.998 > 0.109
iter: 2664 | bound: 26 | nc: 39 | ncall: 94618 | eff(%): 2.816 | loglstar: -inf < -4.111 < inf | logz: -28.693 +/- 0.467 | dlogz: 0.990 > 0.109
iter: 2665 | bound: 26 | nc: 39 | ncall: 94657 | eff(%): 2.815 | loglstar: -inf < -4.105 < inf | logz: -28.691 +/- 0.467 | dlogz: 0.983 > 0.109
iter: 2666 | bound: 26 | nc: 39 | ncall: 94696 | eff(%): 2.815 | loglstar: -inf < -4.098 < inf | logz: -28.690 +/- 0.467 | dlogz: 0.976 > 0.109
iter: 2667 | bound: 26 | nc: 39 | ncall: 94735 | eff(%): 2.815 | loglstar: -inf < -4.093 < inf | logz: -28.688 +/- 0.467 | dlogz: 0.969 > 0.109
iter: 2668 | bound: 26 | nc: 39 | ncall: 94774 | eff(%): 2.815 | loglstar: -inf < -4.081 < inf | logz: -28.687 +/- 0.467 | dlogz: 0.962 > 0.109
iter: 2669 | bound: 26 | nc: 39 | ncall: 94813 | eff(%): 2.815 | loglstar: -inf < -4.080 < inf | logz: -28.686 +/- 0.467 | dlogz: 0.955 > 0.109
iter: 2670 | bound: 26 | nc: 39 | ncall: 94852 | eff(%): 2.815 | loglstar: -inf < -4.076 < inf | logz: -28.684 +/- 0.467 | dlogz: 0.948 > 0.109
iter: 2671 | bound: 26 | nc: 39 | ncall: 94891 | eff(%): 2.815 | loglstar: -inf < -4.072 < inf | logz: -28.683 +/- 0.467 | dlogz: 0.941 > 0.109
iter: 2672 | bound: 26 | nc: 39 | ncall: 94930 | eff(%): 2.815 | loglstar: -inf < -4.061 < inf | logz: -28.681 +/- 0.467 | dlogz: 0.934 > 0.109
iter: 2673 | bound: 26 | nc: 39 | ncall: 94969 | eff(%): 2.815 | loglstar: -inf < -4.049 < inf | logz: -28.680 +/- 0.467 | dlogz: 0.927 > 0.109
iter: 2674 | bound: 26 | nc: 39 | ncall: 95008 | eff(%): 2.814 | loglstar: -inf < -4.047 < inf | logz: -28.679 +/- 0.467 | dlogz: 0.920 > 0.109
iter: 2675 | bound: 26 | nc: 39 | ncall: 95047 | eff(%): 2.814 | loglstar: -inf < -4.046 < inf | logz: -28.677 +/- 0.467 | dlogz: 0.914 > 0.109
iter: 2676 | bound: 26 | nc: 39 | ncall: 95086 | eff(%): 2.814 | loglstar: -inf < -4.039 < inf | logz: -28.676 +/- 0.467 | dlogz: 0.907 > 0.109
iter: 2677 | bound: 26 | nc: 39 | ncall: 95125 | eff(%): 2.814 | loglstar: -inf < -4.028 < inf | logz: -28.675 +/- 0.468 | dlogz: 0.900 > 0.109
iter: 2678 | bound: 26 | nc: 39 | ncall: 95164 | eff(%): 2.814 | loglstar: -inf < -4.019 < inf | logz: -28.673 +/- 0.468 | dlogz: 0.894 > 0.109
iter: 2679 | bound: 26 | nc: 39 | ncall: 95203 | eff(%): 2.814 | loglstar: -inf < -4.018 < inf | logz: -28.672 +/- 0.468 | dlogz: 0.887 > 0.109
iter: 2680 | bound: 26 | nc: 39 | ncall: 95242 | eff(%): 2.814 | loglstar: -inf < -4.010 < inf | logz: -28.670 +/- 0.468 | dlogz: 0.880 > 0.109
iter: 2681 | bound: 26 | nc: 39 | ncall: 95281 | eff(%): 2.814 | loglstar: -inf < -4.005 < inf | logz: -28.669 +/- 0.468 | dlogz: 0.874 > 0.109
iter: 2682 | bound: 26 | nc: 39 | ncall: 95320 | eff(%): 2.814 | loglstar: -inf < -3.996 < inf | logz: -28.668 +/- 0.468 | dlogz: 0.867 > 0.109
iter: 2683 | bound: 26 | nc: 39 | ncall: 95359 | eff(%): 2.814 | loglstar: -inf < -3.989 < inf | logz: -28.666 +/- 0.468 | dlogz: 0.861 > 0.109
iter: 2684 | bound: 27 | nc: 39 | ncall: 95398 | eff(%): 2.813 | loglstar: -inf < -3.980 < inf | logz: -28.665 +/- 0.468 | dlogz: 0.854 > 0.109
iter: 2685 | bound: 27 | nc: 39 | ncall: 95437 | eff(%): 2.813 | loglstar: -inf < -3.975 < inf | logz: -28.664 +/- 0.468 | dlogz: 0.848 > 0.109
iter: 2686 | bound: 27 | nc: 39 | ncall: 95476 | eff(%): 2.813 | loglstar: -inf < -3.940 < inf | logz: -28.663 +/- 0.468 | dlogz: 0.841 > 0.109
iter: 2687 | bound: 27 | nc: 39 | ncall: 95515 | eff(%): 2.813 | loglstar: -inf < -3.928 < inf | logz: -28.661 +/- 0.468 | dlogz: 0.835 > 0.109
iter: 2688 | bound: 27 | nc: 39 | ncall: 95554 | eff(%): 2.813 | loglstar: -inf < -3.907 < inf | logz: -28.660 +/- 0.468 | dlogz: 0.828 > 0.109
iter: 2689 | bound: 27 | nc: 39 | ncall: 95593 | eff(%): 2.813 | loglstar: -inf < -3.899 < inf | logz: -28.659 +/- 0.468 | dlogz: 0.822 > 0.109
iter: 2690 | bound: 27 | nc: 39 | ncall: 95632 | eff(%): 2.813 | loglstar: -inf < -3.891 < inf | logz: -28.657 +/- 0.468 | dlogz: 0.816 > 0.109
iter: 2691 | bound: 27 | nc: 39 | ncall: 95671 | eff(%): 2.813 | loglstar: -inf < -3.880 < inf | logz: -28.656 +/- 0.468 | dlogz: 0.809 > 0.109
iter: 2692 | bound: 27 | nc: 39 | ncall: 95710 | eff(%): 2.813 | loglstar: -inf < -3.859 < inf | logz: -28.654 +/- 0.468 | dlogz: 0.803 > 0.109
iter: 2693 | bound: 27 | nc: 39 | ncall: 95749 | eff(%): 2.813 | loglstar: -inf < -3.849 < inf | logz: -28.653 +/- 0.468 | dlogz: 0.797 > 0.109
iter: 2694 | bound: 27 | nc: 39 | ncall: 95788 | eff(%): 2.812 | loglstar: -inf < -3.848 < inf | logz: -28.652 +/- 0.468 | dlogz: 0.791 > 0.109
iter: 2695 | bound: 27 | nc: 39 | ncall: 95827 | eff(%): 2.812 | loglstar: -inf < -3.846 < inf | logz: -28.650 +/- 0.468 | dlogz: 0.785 > 0.109
iter: 2696 | bound: 27 | nc: 39 | ncall: 95866 | eff(%): 2.812 | loglstar: -inf < -3.845 < inf | logz: -28.649 +/- 0.468 | dlogz: 0.779 > 0.109
iter: 2697 | bound: 27 | nc: 39 | ncall: 95905 | eff(%): 2.812 | loglstar: -inf < -3.841 < inf | logz: -28.648 +/- 0.468 | dlogz: 0.772 > 0.109
iter: 2698 | bound: 27 | nc: 39 | ncall: 95944 | eff(%): 2.812 | loglstar: -inf < -3.835 < inf | logz: -28.646 +/- 0.468 | dlogz: 0.766 > 0.109
iter: 2699 | bound: 27 | nc: 39 | ncall: 95983 | eff(%): 2.812 | loglstar: -inf < -3.834 < inf | logz: -28.645 +/- 0.468 | dlogz: 0.760 > 0.109
iter: 2700 | bound: 27 | nc: 39 | ncall: 96022 | eff(%): 2.812 | loglstar: -inf < -3.834 < inf | logz: -28.644 +/- 0.468 | dlogz: 0.754 > 0.109
iter: 2701 | bound: 27 | nc: 39 | ncall: 96061 | eff(%): 2.812 | loglstar: -inf < -3.817 < inf | logz: -28.643 +/- 0.468 | dlogz: 0.748 > 0.109
iter: 2702 | bound: 27 | nc: 39 | ncall: 96100 | eff(%): 2.812 | loglstar: -inf < -3.815 < inf | logz: -28.641 +/- 0.468 | dlogz: 0.743 > 0.109
iter: 2703 | bound: 27 | nc: 39 | ncall: 96139 | eff(%): 2.812 | loglstar: -inf < -3.801 < inf | logz: -28.640 +/- 0.468 | dlogz: 0.737 > 0.109
iter: 2704 | bound: 27 | nc: 39 | ncall: 96178 | eff(%): 2.811 | loglstar: -inf < -3.796 < inf | logz: -28.639 +/- 0.468 | dlogz: 0.731 > 0.109
iter: 2705 | bound: 27 | nc: 39 | ncall: 96217 | eff(%): 2.811 | loglstar: -inf < -3.792 < inf | logz: -28.638 +/- 0.468 | dlogz: 0.725 > 0.109
iter: 2706 | bound: 27 | nc: 39 | ncall: 96256 | eff(%): 2.811 | loglstar: -inf < -3.783 < inf | logz: -28.636 +/- 0.468 | dlogz: 0.719 > 0.109
iter: 2707 | bound: 27 | nc: 39 | ncall: 96295 | eff(%): 2.811 | loglstar: -inf < -3.778 < inf | logz: -28.635 +/- 0.468 | dlogz: 0.714 > 0.109
iter: 2708 | bound: 27 | nc: 39 | ncall: 96334 | eff(%): 2.811 | loglstar: -inf < -3.777 < inf | logz: -28.634 +/- 0.468 | dlogz: 0.708 > 0.109
iter: 2709 | bound: 27 | nc: 39 | ncall: 96373 | eff(%): 2.811 | loglstar: -inf < -3.776 < inf | logz: -28.633 +/- 0.468 | dlogz: 0.702 > 0.109
iter: 2710 | bound: 27 | nc: 39 | ncall: 96412 | eff(%): 2.811 | loglstar: -inf < -3.775 < inf | logz: -28.631 +/- 0.468 | dlogz: 0.697 > 0.109
iter: 2711 | bound: 27 | nc: 39 | ncall: 96451 | eff(%): 2.811 | loglstar: -inf < -3.760 < inf | logz: -28.630 +/- 0.468 | dlogz: 0.691 > 0.109
iter: 2712 | bound: 27 | nc: 39 | ncall: 96490 | eff(%): 2.811 | loglstar: -inf < -3.754 < inf | logz: -28.629 +/- 0.468 | dlogz: 0.685 > 0.109
iter: 2713 | bound: 27 | nc: 39 | ncall: 96529 | eff(%): 2.811 | loglstar: -inf < -3.730 < inf | logz: -28.628 +/- 0.468 | dlogz: 0.680 > 0.109
iter: 2714 | bound: 27 | nc: 39 | ncall: 96568 | eff(%): 2.810 | loglstar: -inf < -3.707 < inf | logz: -28.627 +/- 0.468 | dlogz: 0.674 > 0.109
iter: 2715 | bound: 27 | nc: 39 | ncall: 96607 | eff(%): 2.810 | loglstar: -inf < -3.690 < inf | logz: -28.625 +/- 0.468 | dlogz: 0.669 > 0.109
iter: 2716 | bound: 27 | nc: 39 | ncall: 96646 | eff(%): 2.810 | loglstar: -inf < -3.686 < inf | logz: -28.624 +/- 0.468 | dlogz: 0.664 > 0.109
iter: 2717 | bound: 27 | nc: 39 | ncall: 96685 | eff(%): 2.810 | loglstar: -inf < -3.674 < inf | logz: -28.623 +/- 0.468 | dlogz: 0.658 > 0.109
iter: 2718 | bound: 27 | nc: 39 | ncall: 96724 | eff(%): 2.810 | loglstar: -inf < -3.665 < inf | logz: -28.622 +/- 0.469 | dlogz: 0.653 > 0.109
iter: 2719 | bound: 27 | nc: 39 | ncall: 96763 | eff(%): 2.810 | loglstar: -inf < -3.657 < inf | logz: -28.620 +/- 0.469 | dlogz: 0.647 > 0.109
iter: 2720 | bound: 27 | nc: 39 | ncall: 96802 | eff(%): 2.810 | loglstar: -inf < -3.647 < inf | logz: -28.619 +/- 0.469 | dlogz: 0.642 > 0.109
iter: 2721 | bound: 27 | nc: 39 | ncall: 96841 | eff(%): 2.810 | loglstar: -inf < -3.633 < inf | logz: -28.618 +/- 0.469 | dlogz: 0.637 > 0.109
iter: 2722 | bound: 27 | nc: 39 | ncall: 96880 | eff(%): 2.810 | loglstar: -inf < -3.618 < inf | logz: -28.617 +/- 0.469 | dlogz: 0.632 > 0.109
iter: 2723 | bound: 27 | nc: 39 | ncall: 96919 | eff(%): 2.810 | loglstar: -inf < -3.616 < inf | logz: -28.615 +/- 0.469 | dlogz: 0.626 > 0.109
iter: 2724 | bound: 27 | nc: 39 | ncall: 96958 | eff(%): 2.809 | loglstar: -inf < -3.614 < inf | logz: -28.614 +/- 0.469 | dlogz: 0.621 > 0.109
iter: 2725 | bound: 27 | nc: 39 | ncall: 96997 | eff(%): 2.809 | loglstar: -inf < -3.603 < inf | logz: -28.613 +/- 0.469 | dlogz: 0.616 > 0.109
iter: 2726 | bound: 27 | nc: 39 | ncall: 97036 | eff(%): 2.809 | loglstar: -inf < -3.601 < inf | logz: -28.612 +/- 0.469 | dlogz: 0.611 > 0.109
iter: 2727 | bound: 27 | nc: 39 | ncall: 97075 | eff(%): 2.809 | loglstar: -inf < -3.600 < inf | logz: -28.611 +/- 0.469 | dlogz: 0.606 > 0.109
iter: 2728 | bound: 27 | nc: 39 | ncall: 97114 | eff(%): 2.809 | loglstar: -inf < -3.589 < inf | logz: -28.609 +/- 0.469 | dlogz: 0.601 > 0.109
iter: 2729 | bound: 27 | nc: 39 | ncall: 97153 | eff(%): 2.809 | loglstar: -inf < -3.586 < inf | logz: -28.608 +/- 0.469 | dlogz: 0.596 > 0.109
iter: 2730 | bound: 27 | nc: 39 | ncall: 97192 | eff(%): 2.809 | loglstar: -inf < -3.583 < inf | logz: -28.607 +/- 0.469 | dlogz: 0.591 > 0.109
iter: 2731 | bound: 27 | nc: 39 | ncall: 97231 | eff(%): 2.809 | loglstar: -inf < -3.568 < inf | logz: -28.606 +/- 0.469 | dlogz: 0.586 > 0.109
iter: 2732 | bound: 27 | nc: 39 | ncall: 97270 | eff(%): 2.809 | loglstar: -inf < -3.568 < inf | logz: -28.605 +/- 0.469 | dlogz: 0.581 > 0.109
iter: 2733 | bound: 27 | nc: 39 | ncall: 97309 | eff(%): 2.809 | loglstar: -inf < -3.567 < inf | logz: -28.604 +/- 0.469 | dlogz: 0.576 > 0.109
iter: 2734 | bound: 27 | nc: 39 | ncall: 97348 | eff(%): 2.808 | loglstar: -inf < -3.545 < inf | logz: -28.602 +/- 0.469 | dlogz: 0.571 > 0.109
iter: 2735 | bound: 27 | nc: 39 | ncall: 97387 | eff(%): 2.808 | loglstar: -inf < -3.541 < inf | logz: -28.601 +/- 0.469 | dlogz: 0.566 > 0.109
iter: 2736 | bound: 27 | nc: 39 | ncall: 97426 | eff(%): 2.808 | loglstar: -inf < -3.530 < inf | logz: -28.600 +/- 0.469 | dlogz: 0.562 > 0.109
iter: 2737 | bound: 27 | nc: 39 | ncall: 97465 | eff(%): 2.808 | loglstar: -inf < -3.527 < inf | logz: -28.599 +/- 0.469 | dlogz: 0.557 > 0.109
iter: 2738 | bound: 27 | nc: 39 | ncall: 97504 | eff(%): 2.808 | loglstar: -inf < -3.521 < inf | logz: -28.598 +/- 0.469 | dlogz: 0.552 > 0.109
iter: 2739 | bound: 27 | nc: 39 | ncall: 97543 | eff(%): 2.808 | loglstar: -inf < -3.507 < inf | logz: -28.597 +/- 0.469 | dlogz: 0.547 > 0.109
iter: 2740 | bound: 27 | nc: 39 | ncall: 97582 | eff(%): 2.808 | loglstar: -inf < -3.490 < inf | logz: -28.596 +/- 0.469 | dlogz: 0.543 > 0.109
iter: 2741 | bound: 27 | nc: 39 | ncall: 97621 | eff(%): 2.808 | loglstar: -inf < -3.469 < inf | logz: -28.594 +/- 0.469 | dlogz: 0.538 > 0.109
iter: 2742 | bound: 27 | nc: 39 | ncall: 97660 | eff(%): 2.808 | loglstar: -inf < -3.463 < inf | logz: -28.593 +/- 0.469 | dlogz: 0.533 > 0.109
iter: 2743 | bound: 27 | nc: 39 | ncall: 97699 | eff(%): 2.808 | loglstar: -inf < -3.459 < inf | logz: -28.592 +/- 0.469 | dlogz: 0.529 > 0.109
iter: 2744 | bound: 27 | nc: 39 | ncall: 97738 | eff(%): 2.808 | loglstar: -inf < -3.457 < inf | logz: -28.591 +/- 0.469 | dlogz: 0.524 > 0.109
iter: 2745 | bound: 27 | nc: 39 | ncall: 97777 | eff(%): 2.807 | loglstar: -inf < -3.450 < inf | logz: -28.590 +/- 0.469 | dlogz: 0.520 > 0.109
iter: 2746 | bound: 27 | nc: 39 | ncall: 97816 | eff(%): 2.807 | loglstar: -inf < -3.447 < inf | logz: -28.589 +/- 0.469 | dlogz: 0.515 > 0.109
iter: 2747 | bound: 27 | nc: 39 | ncall: 97855 | eff(%): 2.807 | loglstar: -inf < -3.437 < inf | logz: -28.588 +/- 0.469 | dlogz: 0.511 > 0.109
iter: 2748 | bound: 27 | nc: 39 | ncall: 97894 | eff(%): 2.807 | loglstar: -inf < -3.429 < inf | logz: -28.586 +/- 0.469 | dlogz: 0.507 > 0.109
iter: 2749 | bound: 27 | nc: 39 | ncall: 97933 | eff(%): 2.807 | loglstar: -inf < -3.403 < inf | logz: -28.585 +/- 0.469 | dlogz: 0.502 > 0.109
iter: 2750 | bound: 27 | nc: 39 | ncall: 97972 | eff(%): 2.807 | loglstar: -inf < -3.399 < inf | logz: -28.584 +/- 0.469 | dlogz: 0.498 > 0.109
iter: 2751 | bound: 27 | nc: 39 | ncall: 98011 | eff(%): 2.807 | loglstar: -inf < -3.399 < inf | logz: -28.583 +/- 0.469 | dlogz: 0.493 > 0.109
iter: 2752 | bound: 27 | nc: 39 | ncall: 98050 | eff(%): 2.807 | loglstar: -inf < -3.397 < inf | logz: -28.582 +/- 0.469 | dlogz: 0.489 > 0.109
iter: 2753 | bound: 27 | nc: 39 | ncall: 98089 | eff(%): 2.807 | loglstar: -inf < -3.394 < inf | logz: -28.581 +/- 0.469 | dlogz: 0.485 > 0.109
iter: 2754 | bound: 27 | nc: 39 | ncall: 98128 | eff(%): 2.807 | loglstar: -inf < -3.393 < inf | logz: -28.580 +/- 0.469 | dlogz: 0.481 > 0.109
iter: 2755 | bound: 27 | nc: 39 | ncall: 98167 | eff(%): 2.806 | loglstar: -inf < -3.390 < inf | logz: -28.579 +/- 0.469 | dlogz: 0.476 > 0.109
iter: 2756 | bound: 27 | nc: 39 | ncall: 98206 | eff(%): 2.806 | loglstar: -inf < -3.389 < inf | logz: -28.578 +/- 0.469 | dlogz: 0.472 > 0.109
iter: 2757 | bound: 27 | nc: 39 | ncall: 98245 | eff(%): 2.806 | loglstar: -inf < -3.380 < inf | logz: -28.577 +/- 0.469 | dlogz: 0.468 > 0.109
iter: 2758 | bound: 27 | nc: 39 | ncall: 98284 | eff(%): 2.806 | loglstar: -inf < -3.366 < inf | logz: -28.576 +/- 0.469 | dlogz: 0.464 > 0.109
iter: 2759 | bound: 27 | nc: 39 | ncall: 98323 | eff(%): 2.806 | loglstar: -inf < -3.364 < inf | logz: -28.574 +/- 0.469 | dlogz: 0.460 > 0.109
iter: 2760 | bound: 27 | nc: 39 | ncall: 98362 | eff(%): 2.806 | loglstar: -inf < -3.359 < inf | logz: -28.573 +/- 0.470 | dlogz: 0.456 > 0.109
iter: 2761 | bound: 27 | nc: 39 | ncall: 98401 | eff(%): 2.806 | loglstar: -inf < -3.358 < inf | logz: -28.572 +/- 0.470 | dlogz: 0.452 > 0.109
iter: 2762 | bound: 27 | nc: 39 | ncall: 98440 | eff(%): 2.806 | loglstar: -inf < -3.348 < inf | logz: -28.571 +/- 0.470 | dlogz: 0.448 > 0.109
iter: 2763 | bound: 27 | nc: 39 | ncall: 98479 | eff(%): 2.806 | loglstar: -inf < -3.348 < inf | logz: -28.570 +/- 0.470 | dlogz: 0.444 > 0.109
iter: 2764 | bound: 27 | nc: 39 | ncall: 98518 | eff(%): 2.806 | loglstar: -inf < -3.342 < inf | logz: -28.569 +/- 0.470 | dlogz: 0.440 > 0.109
iter: 2765 | bound: 27 | nc: 39 | ncall: 98557 | eff(%): 2.805 | loglstar: -inf < -3.339 < inf | logz: -28.568 +/- 0.470 | dlogz: 0.436 > 0.109
iter: 2766 | bound: 27 | nc: 39 | ncall: 98596 | eff(%): 2.805 | loglstar: -inf < -3.336 < inf | logz: -28.567 +/- 0.470 | dlogz: 0.432 > 0.109
iter: 2767 | bound: 27 | nc: 39 | ncall: 98635 | eff(%): 2.805 | loglstar: -inf < -3.330 < inf | logz: -28.566 +/- 0.470 | dlogz: 0.428 > 0.109
iter: 2768 | bound: 27 | nc: 39 | ncall: 98674 | eff(%): 2.805 | loglstar: -inf < -3.323 < inf | logz: -28.565 +/- 0.470 | dlogz: 0.425 > 0.109
iter: 2769 | bound: 27 | nc: 39 | ncall: 98713 | eff(%): 2.805 | loglstar: -inf < -3.323 < inf | logz: -28.564 +/- 0.470 | dlogz: 0.421 > 0.109
iter: 2770 | bound: 27 | nc: 39 | ncall: 98752 | eff(%): 2.805 | loglstar: -inf < -3.317 < inf | logz: -28.563 +/- 0.470 | dlogz: 0.417 > 0.109
iter: 2771 | bound: 27 | nc: 39 | ncall: 98791 | eff(%): 2.805 | loglstar: -inf < -3.308 < inf | logz: -28.562 +/- 0.470 | dlogz: 0.413 > 0.109
iter: 2772 | bound: 27 | nc: 39 | ncall: 98830 | eff(%): 2.805 | loglstar: -inf < -3.308 < inf | logz: -28.561 +/- 0.470 | dlogz: 0.410 > 0.109
iter: 2773 | bound: 27 | nc: 39 | ncall: 98869 | eff(%): 2.805 | loglstar: -inf < -3.301 < inf | logz: -28.560 +/- 0.470 | dlogz: 0.406 > 0.109
iter: 2774 | bound: 27 | nc: 39 | ncall: 98908 | eff(%): 2.805 | loglstar: -inf < -3.289 < inf | logz: -28.559 +/- 0.470 | dlogz: 0.402 > 0.109
iter: 2775 | bound: 27 | nc: 39 | ncall: 98947 | eff(%): 2.805 | loglstar: -inf < -3.287 < inf | logz: -28.558 +/- 0.470 | dlogz: 0.399 > 0.109
iter: 2776 | bound: 27 | nc: 39 | ncall: 98986 | eff(%): 2.804 | loglstar: -inf < -3.281 < inf | logz: -28.557 +/- 0.470 | dlogz: 0.395 > 0.109
iter: 2777 | bound: 27 | nc: 39 | ncall: 99025 | eff(%): 2.804 | loglstar: -inf < -3.260 < inf | logz: -28.557 +/- 0.470 | dlogz: 0.392 > 0.109
iter: 2778 | bound: 27 | nc: 39 | ncall: 99064 | eff(%): 2.804 | loglstar: -inf < -3.259 < inf | logz: -28.556 +/- 0.470 | dlogz: 0.388 > 0.109
iter: 2779 | bound: 27 | nc: 39 | ncall: 99103 | eff(%): 2.804 | loglstar: -inf < -3.256 < inf | logz: -28.555 +/- 0.470 | dlogz: 0.385 > 0.109
iter: 2780 | bound: 27 | nc: 39 | ncall: 99142 | eff(%): 2.804 | loglstar: -inf < -3.255 < inf | logz: -28.554 +/- 0.470 | dlogz: 0.381 > 0.109
iter: 2781 | bound: 27 | nc: 39 | ncall: 99181 | eff(%): 2.804 | loglstar: -inf < -3.254 < inf | logz: -28.553 +/- 0.470 | dlogz: 0.378 > 0.109
iter: 2782 | bound: 27 | nc: 39 | ncall: 99220 | eff(%): 2.804 | loglstar: -inf < -3.248 < inf | logz: -28.552 +/- 0.470 | dlogz: 0.374 > 0.109
iter: 2783 | bound: 27 | nc: 39 | ncall: 99259 | eff(%): 2.804 | loglstar: -inf < -3.233 < inf | logz: -28.551 +/- 0.470 | dlogz: 0.371 > 0.109
iter: 2784 | bound: 28 | nc: 39 | ncall: 99298 | eff(%): 2.804 | loglstar: -inf < -3.228 < inf | logz: -28.550 +/- 0.470 | dlogz: 0.368 > 0.109
iter: 2785 | bound: 28 | nc: 39 | ncall: 99337 | eff(%): 2.804 | loglstar: -inf < -3.212 < inf | logz: -28.549 +/- 0.470 | dlogz: 0.364 > 0.109
iter: 2786 | bound: 28 | nc: 39 | ncall: 99376 | eff(%): 2.803 | loglstar: -inf < -3.210 < inf | logz: -28.548 +/- 0.470 | dlogz: 0.361 > 0.109
iter: 2787 | bound: 28 | nc: 39 | ncall: 99415 | eff(%): 2.803 | loglstar: -inf < -3.209 < inf | logz: -28.547 +/- 0.470 | dlogz: 0.358 > 0.109
iter: 2788 | bound: 28 | nc: 39 | ncall: 99454 | eff(%): 2.803 | loglstar: -inf < -3.202 < inf | logz: -28.546 +/- 0.470 | dlogz: 0.354 > 0.109
iter: 2789 | bound: 28 | nc: 39 | ncall: 99493 | eff(%): 2.803 | loglstar: -inf < -3.200 < inf | logz: -28.545 +/- 0.470 | dlogz: 0.351 > 0.109
iter: 2790 | bound: 28 | nc: 39 | ncall: 99532 | eff(%): 2.803 | loglstar: -inf < -3.196 < inf | logz: -28.545 +/- 0.470 | dlogz: 0.348 > 0.109
iter: 2791 | bound: 28 | nc: 39 | ncall: 99571 | eff(%): 2.803 | loglstar: -inf < -3.172 < inf | logz: -28.544 +/- 0.470 | dlogz: 0.345 > 0.109
iter: 2792 | bound: 28 | nc: 39 | ncall: 99610 | eff(%): 2.803 | loglstar: -inf < -3.164 < inf | logz: -28.543 +/- 0.470 | dlogz: 0.342 > 0.109
iter: 2793 | bound: 28 | nc: 39 | ncall: 99649 | eff(%): 2.803 | loglstar: -inf < -3.162 < inf | logz: -28.542 +/- 0.470 | dlogz: 0.339 > 0.109
iter: 2794 | bound: 28 | nc: 39 | ncall: 99688 | eff(%): 2.803 | loglstar: -inf < -3.161 < inf | logz: -28.541 +/- 0.470 | dlogz: 0.335 > 0.109
iter: 2795 | bound: 28 | nc: 39 | ncall: 99727 | eff(%): 2.803 | loglstar: -inf < -3.157 < inf | logz: -28.540 +/- 0.470 | dlogz: 0.332 > 0.109
iter: 2796 | bound: 28 | nc: 39 | ncall: 99766 | eff(%): 2.803 | loglstar: -inf < -3.148 < inf | logz: -28.539 +/- 0.470 | dlogz: 0.329 > 0.109
iter: 2797 | bound: 28 | nc: 39 | ncall: 99805 | eff(%): 2.802 | loglstar: -inf < -3.145 < inf | logz: -28.538 +/- 0.470 | dlogz: 0.326 > 0.109
iter: 2798 | bound: 28 | nc: 39 | ncall: 99844 | eff(%): 2.802 | loglstar: -inf < -3.142 < inf | logz: -28.537 +/- 0.470 | dlogz: 0.323 > 0.109
iter: 2799 | bound: 28 | nc: 39 | ncall: 99883 | eff(%): 2.802 | loglstar: -inf < -3.142 < inf | logz: -28.537 +/- 0.470 | dlogz: 0.320 > 0.109
iter: 2800 | bound: 28 | nc: 39 | ncall: 99922 | eff(%): 2.802 | loglstar: -inf < -3.128 < inf | logz: -28.536 +/- 0.470 | dlogz: 0.317 > 0.109
iter: 2801 | bound: 28 | nc: 39 | ncall: 99961 | eff(%): 2.802 | loglstar: -inf < -3.116 < inf | logz: -28.535 +/- 0.470 | dlogz: 0.314 > 0.109
iter: 2802 | bound: 28 | nc: 39 | ncall: 100000 | eff(%): 2.802 | loglstar: -inf < -3.102 < inf | logz: -28.534 +/- 0.470 | dlogz: 0.312 > 0.109
iter: 2803 | bound: 28 | nc: 39 | ncall: 100039 | eff(%): 2.802 | loglstar: -inf < -3.092 < inf | logz: -28.533 +/- 0.470 | dlogz: 0.309 > 0.109
iter: 2804 | bound: 28 | nc: 39 | ncall: 100078 | eff(%): 2.802 | loglstar: -inf < -3.083 < inf | logz: -28.532 +/- 0.470 | dlogz: 0.306 > 0.109
iter: 2805 | bound: 28 | nc: 39 | ncall: 100117 | eff(%): 2.802 | loglstar: -inf < -3.077 < inf | logz: -28.531 +/- 0.470 | dlogz: 0.303 > 0.109
iter: 2806 | bound: 28 | nc: 39 | ncall: 100156 | eff(%): 2.802 | loglstar: -inf < -3.077 < inf | logz: -28.531 +/- 0.470 | dlogz: 0.300 > 0.109
iter: 2807 | bound: 28 | nc: 39 | ncall: 100195 | eff(%): 2.802 | loglstar: -inf < -3.075 < inf | logz: -28.530 +/- 0.470 | dlogz: 0.297 > 0.109
iter: 2808 | bound: 28 | nc: 39 | ncall: 100234 | eff(%): 2.801 | loglstar: -inf < -3.064 < inf | logz: -28.529 +/- 0.471 | dlogz: 0.295 > 0.109
iter: 2809 | bound: 28 | nc: 39 | ncall: 100273 | eff(%): 2.801 | loglstar: -inf < -3.060 < inf | logz: -28.528 +/- 0.471 | dlogz: 0.292 > 0.109
iter: 2810 | bound: 28 | nc: 39 | ncall: 100312 | eff(%): 2.801 | loglstar: -inf < -3.056 < inf | logz: -28.527 +/- 0.471 | dlogz: 0.289 > 0.109
iter: 2811 | bound: 28 | nc: 39 | ncall: 100351 | eff(%): 2.801 | loglstar: -inf < -3.052 < inf | logz: -28.526 +/- 0.471 | dlogz: 0.286 > 0.109
iter: 2812 | bound: 28 | nc: 39 | ncall: 100390 | eff(%): 2.801 | loglstar: -inf < -3.047 < inf | logz: -28.526 +/- 0.471 | dlogz: 0.284 > 0.109
iter: 2813 | bound: 28 | nc: 39 | ncall: 100429 | eff(%): 2.801 | loglstar: -inf < -3.037 < inf | logz: -28.525 +/- 0.471 | dlogz: 0.281 > 0.109
iter: 2814 | bound: 28 | nc: 39 | ncall: 100468 | eff(%): 2.801 | loglstar: -inf < -3.036 < inf | logz: -28.524 +/- 0.471 | dlogz: 0.279 > 0.109
iter: 2815 | bound: 28 | nc: 39 | ncall: 100507 | eff(%): 2.801 | loglstar: -inf < -3.034 < inf | logz: -28.523 +/- 0.471 | dlogz: 0.276 > 0.109
iter: 2816 | bound: 28 | nc: 39 | ncall: 100546 | eff(%): 2.801 | loglstar: -inf < -3.033 < inf | logz: -28.522 +/- 0.471 | dlogz: 0.273 > 0.109
iter: 2817 | bound: 28 | nc: 39 | ncall: 100585 | eff(%): 2.801 | loglstar: -inf < -3.031 < inf | logz: -28.522 +/- 0.471 | dlogz: 0.271 > 0.109
iter: 2818 | bound: 28 | nc: 39 | ncall: 100624 | eff(%): 2.801 | loglstar: -inf < -3.030 < inf | logz: -28.521 +/- 0.471 | dlogz: 0.268 > 0.109
iter: 2819 | bound: 28 | nc: 39 | ncall: 100663 | eff(%): 2.800 | loglstar: -inf < -3.030 < inf | logz: -28.520 +/- 0.471 | dlogz: 0.266 > 0.109
iter: 2820 | bound: 28 | nc: 39 | ncall: 100702 | eff(%): 2.800 | loglstar: -inf < -3.029 < inf | logz: -28.519 +/- 0.471 | dlogz: 0.263 > 0.109
iter: 2821 | bound: 28 | nc: 39 | ncall: 100741 | eff(%): 2.800 | loglstar: -inf < -3.023 < inf | logz: -28.519 +/- 0.471 | dlogz: 0.261 > 0.109
iter: 2822 | bound: 28 | nc: 39 | ncall: 100780 | eff(%): 2.800 | loglstar: -inf < -3.013 < inf | logz: -28.518 +/- 0.471 | dlogz: 0.258 > 0.109
iter: 2823 | bound: 28 | nc: 39 | ncall: 100819 | eff(%): 2.800 | loglstar: -inf < -3.012 < inf | logz: -28.517 +/- 0.471 | dlogz: 0.256 > 0.109
iter: 2824 | bound: 28 | nc: 39 | ncall: 100858 | eff(%): 2.800 | loglstar: -inf < -3.011 < inf | logz: -28.516 +/- 0.471 | dlogz: 0.253 > 0.109
iter: 2825 | bound: 28 | nc: 39 | ncall: 100897 | eff(%): 2.800 | loglstar: -inf < -3.009 < inf | logz: -28.516 +/- 0.471 | dlogz: 0.251 > 0.109
iter: 2826 | bound: 28 | nc: 39 | ncall: 100936 | eff(%): 2.800 | loglstar: -inf < -3.005 < inf | logz: -28.515 +/- 0.471 | dlogz: 0.249 > 0.109
iter: 2827 | bound: 28 | nc: 39 | ncall: 100975 | eff(%): 2.800 | loglstar: -inf < -3.004 < inf | logz: -28.514 +/- 0.471 | dlogz: 0.246 > 0.109
iter: 2828 | bound: 28 | nc: 39 | ncall: 101014 | eff(%): 2.800 | loglstar: -inf < -3.002 < inf | logz: -28.513 +/- 0.471 | dlogz: 0.244 > 0.109
iter: 2829 | bound: 28 | nc: 39 | ncall: 101053 | eff(%): 2.800 | loglstar: -inf < -2.998 < inf | logz: -28.513 +/- 0.471 | dlogz: 0.242 > 0.109
iter: 2830 | bound: 28 | nc: 39 | ncall: 101092 | eff(%): 2.799 | loglstar: -inf < -2.991 < inf | logz: -28.512 +/- 0.471 | dlogz: 0.321 > 0.109
iter: 2831 | bound: 28 | nc: 39 | ncall: 101131 | eff(%): 2.799 | loglstar: -inf < -2.981 < inf | logz: -28.511 +/- 0.471 | dlogz: 0.318 > 0.109
iter: 2832 | bound: 28 | nc: 39 | ncall: 101170 | eff(%): 2.799 | loglstar: -inf < -2.968 < inf | logz: -28.511 +/- 0.471 | dlogz: 0.315 > 0.109
iter: 2833 | bound: 28 | nc: 39 | ncall: 101209 | eff(%): 2.799 | loglstar: -inf < -2.964 < inf | logz: -28.510 +/- 0.471 | dlogz: 0.313 > 0.109
iter: 2834 | bound: 28 | nc: 39 | ncall: 101248 | eff(%): 2.799 | loglstar: -inf < -2.958 < inf | logz: -28.509 +/- 0.471 | dlogz: 0.310 > 0.109
iter: 2835 | bound: 28 | nc: 39 | ncall: 101287 | eff(%): 2.799 | loglstar: -inf < -2.956 < inf | logz: -28.508 +/- 0.471 | dlogz: 0.307 > 0.109
iter: 2836 | bound: 28 | nc: 39 | ncall: 101326 | eff(%): 2.799 | loglstar: -inf < -2.947 < inf | logz: -28.508 +/- 0.471 | dlogz: 0.304 > 0.109
iter: 2837 | bound: 28 | nc: 39 | ncall: 101365 | eff(%): 2.799 | loglstar: -inf < -2.942 < inf | logz: -28.507 +/- 0.471 | dlogz: 0.301 > 0.109
iter: 2838 | bound: 28 | nc: 39 | ncall: 101404 | eff(%): 2.799 | loglstar: -inf < -2.937 < inf | logz: -28.506 +/- 0.471 | dlogz: 0.299 > 0.109
iter: 2839 | bound: 28 | nc: 39 | ncall: 101443 | eff(%): 2.799 | loglstar: -inf < -2.932 < inf | logz: -28.506 +/- 0.471 | dlogz: 0.296 > 0.109
iter: 2840 | bound: 28 | nc: 39 | ncall: 101482 | eff(%): 2.799 | loglstar: -inf < -2.922 < inf | logz: -28.505 +/- 0.471 | dlogz: 0.293 > 0.109
iter: 2841 | bound: 28 | nc: 39 | ncall: 101521 | eff(%): 2.798 | loglstar: -inf < -2.918 < inf | logz: -28.504 +/- 0.471 | dlogz: 0.290 > 0.109
iter: 2842 | bound: 28 | nc: 39 | ncall: 101560 | eff(%): 2.798 | loglstar: -inf < -2.914 < inf | logz: -28.504 +/- 0.471 | dlogz: 0.288 > 0.109
iter: 2843 | bound: 28 | nc: 39 | ncall: 101599 | eff(%): 2.798 | loglstar: -inf < -2.907 < inf | logz: -28.503 +/- 0.471 | dlogz: 0.285 > 0.109
iter: 2844 | bound: 28 | nc: 39 | ncall: 101638 | eff(%): 2.798 | loglstar: -inf < -2.905 < inf | logz: -28.502 +/- 0.471 | dlogz: 0.282 > 0.109
iter: 2845 | bound: 28 | nc: 39 | ncall: 101677 | eff(%): 2.798 | loglstar: -inf < -2.904 < inf | logz: -28.502 +/- 0.471 | dlogz: 0.280 > 0.109
iter: 2846 | bound: 28 | nc: 39 | ncall: 101716 | eff(%): 2.798 | loglstar: -inf < -2.904 < inf | logz: -28.501 +/- 0.471 | dlogz: 0.277 > 0.109
iter: 2847 | bound: 28 | nc: 39 | ncall: 101755 | eff(%): 2.798 | loglstar: -inf < -2.902 < inf | logz: -28.500 +/- 0.471 | dlogz: 0.275 > 0.109
iter: 2848 | bound: 28 | nc: 39 | ncall: 101794 | eff(%): 2.798 | loglstar: -inf < -2.896 < inf | logz: -28.500 +/- 0.471 | dlogz: 0.272 > 0.109
iter: 2849 | bound: 28 | nc: 39 | ncall: 101833 | eff(%): 2.798 | loglstar: -inf < -2.863 < inf | logz: -28.499 +/- 0.471 | dlogz: 0.270 > 0.109
iter: 2850 | bound: 28 | nc: 39 | ncall: 101872 | eff(%): 2.798 | loglstar: -inf < -2.863 < inf | logz: -28.498 +/- 0.471 | dlogz: 0.267 > 0.109
iter: 2851 | bound: 28 | nc: 39 | ncall: 101911 | eff(%): 2.798 | loglstar: -inf < -2.860 < inf | logz: -28.498 +/- 0.471 | dlogz: 0.265 > 0.109
iter: 2852 | bound: 28 | nc: 39 | ncall: 101950 | eff(%): 2.797 | loglstar: -inf < -2.856 < inf | logz: -28.497 +/- 0.471 | dlogz: 0.262 > 0.109
iter: 2853 | bound: 28 | nc: 39 | ncall: 101989 | eff(%): 2.797 | loglstar: -inf < -2.844 < inf | logz: -28.496 +/- 0.471 | dlogz: 0.260 > 0.109
iter: 2854 | bound: 28 | nc: 39 | ncall: 102028 | eff(%): 2.797 | loglstar: -inf < -2.838 < inf | logz: -28.496 +/- 0.471 | dlogz: 0.257 > 0.109
iter: 2855 | bound: 28 | nc: 39 | ncall: 102067 | eff(%): 2.797 | loglstar: -inf < -2.830 < inf | logz: -28.495 +/- 0.471 | dlogz: 0.255 > 0.109
iter: 2856 | bound: 28 | nc: 39 | ncall: 102106 | eff(%): 2.797 | loglstar: -inf < -2.820 < inf | logz: -28.495 +/- 0.471 | dlogz: 0.253 > 0.109
iter: 2857 | bound: 28 | nc: 39 | ncall: 102145 | eff(%): 2.797 | loglstar: -inf < -2.812 < inf | logz: -28.494 +/- 0.471 | dlogz: 0.250 > 0.109
iter: 2858 | bound: 28 | nc: 39 | ncall: 102184 | eff(%): 2.797 | loglstar: -inf < -2.809 < inf | logz: -28.493 +/- 0.471 | dlogz: 0.248 > 0.109
iter: 2859 | bound: 28 | nc: 39 | ncall: 102223 | eff(%): 2.797 | loglstar: -inf < -2.807 < inf | logz: -28.493 +/- 0.471 | dlogz: 0.246 > 0.109
iter: 2860 | bound: 28 | nc: 39 | ncall: 102262 | eff(%): 2.797 | loglstar: -inf < -2.802 < inf | logz: -28.492 +/- 0.471 | dlogz: 0.243 > 0.109
iter: 2861 | bound: 28 | nc: 39 | ncall: 102301 | eff(%): 2.797 | loglstar: -inf < -2.795 < inf | logz: -28.491 +/- 0.471 | dlogz: 0.241 > 0.109
iter: 2862 | bound: 28 | nc: 39 | ncall: 102340 | eff(%): 2.797 | loglstar: -inf < -2.787 < inf | logz: -28.491 +/- 0.471 | dlogz: 0.239 > 0.109
iter: 2863 | bound: 28 | nc: 39 | ncall: 102379 | eff(%): 2.796 | loglstar: -inf < -2.785 < inf | logz: -28.490 +/- 0.471 | dlogz: 0.237 > 0.109
iter: 2864 | bound: 28 | nc: 39 | ncall: 102418 | eff(%): 2.796 | loglstar: -inf < -2.782 < inf | logz: -28.490 +/- 0.471 | dlogz: 0.234 > 0.109
iter: 2865 | bound: 28 | nc: 39 | ncall: 102457 | eff(%): 2.796 | loglstar: -inf < -2.781 < inf | logz: -28.489 +/- 0.471 | dlogz: 0.232 > 0.109
iter: 2866 | bound: 28 | nc: 39 | ncall: 102496 | eff(%): 2.796 | loglstar: -inf < -2.778 < inf | logz: -28.488 +/- 0.471 | dlogz: 0.230 > 0.109
iter: 2867 | bound: 28 | nc: 39 | ncall: 102535 | eff(%): 2.796 | loglstar: -inf < -2.775 < inf | logz: -28.488 +/- 0.472 | dlogz: 0.257 > 0.109
iter: 2868 | bound: 28 | nc: 39 | ncall: 102574 | eff(%): 2.796 | loglstar: -inf < -2.770 < inf | logz: -28.487 +/- 0.472 | dlogz: 0.254 > 0.109
iter: 2869 | bound: 28 | nc: 39 | ncall: 102613 | eff(%): 2.796 | loglstar: -inf < -2.767 < inf | logz: -28.487 +/- 0.472 | dlogz: 0.252 > 0.109
iter: 2870 | bound: 28 | nc: 39 | ncall: 102652 | eff(%): 2.796 | loglstar: -inf < -2.764 < inf | logz: -28.486 +/- 0.472 | dlogz: 0.250 > 0.109
iter: 2871 | bound: 28 | nc: 39 | ncall: 102691 | eff(%): 2.796 | loglstar: -inf < -2.764 < inf | logz: -28.485 +/- 0.472 | dlogz: 0.247 > 0.109
iter: 2872 | bound: 28 | nc: 39 | ncall: 102730 | eff(%): 2.796 | loglstar: -inf < -2.760 < inf | logz: -28.485 +/- 0.472 | dlogz: 0.245 > 0.109
iter: 2873 | bound: 28 | nc: 39 | ncall: 102769 | eff(%): 2.796 | loglstar: -inf < -2.759 < inf | logz: -28.484 +/- 0.472 | dlogz: 0.243 > 0.109
iter: 2874 | bound: 28 | nc: 39 | ncall: 102808 | eff(%): 2.796 | loglstar: -inf < -2.756 < inf | logz: -28.484 +/- 0.472 | dlogz: 0.241 > 0.109
iter: 2875 | bound: 28 | nc: 39 | ncall: 102847 | eff(%): 2.795 | loglstar: -inf < -2.755 < inf | logz: -28.483 +/- 0.472 | dlogz: 0.238 > 0.109
iter: 2876 | bound: 28 | nc: 39 | ncall: 102886 | eff(%): 2.795 | loglstar: -inf < -2.753 < inf | logz: -28.483 +/- 0.472 | dlogz: 0.236 > 0.109
iter: 2877 | bound: 28 | nc: 39 | ncall: 102925 | eff(%): 2.795 | loglstar: -inf < -2.743 < inf | logz: -28.482 +/- 0.472 | dlogz: 0.234 > 0.109
iter: 2878 | bound: 28 | nc: 39 | ncall: 102964 | eff(%): 2.795 | loglstar: -inf < -2.739 < inf | logz: -28.481 +/- 0.472 | dlogz: 0.232 > 0.109
iter: 2879 | bound: 28 | nc: 39 | ncall: 103003 | eff(%): 2.795 | loglstar: -inf < -2.738 < inf | logz: -28.481 +/- 0.472 | dlogz: 0.230 > 0.109
iter: 2880 | bound: 28 | nc: 39 | ncall: 103042 | eff(%): 2.795 | loglstar: -inf < -2.731 < inf | logz: -28.480 +/- 0.472 | dlogz: 0.227 > 0.109
iter: 2881 | bound: 28 | nc: 39 | ncall: 103081 | eff(%): 2.795 | loglstar: -inf < -2.727 < inf | logz: -28.480 +/- 0.472 | dlogz: 0.225 > 0.109
iter: 2882 | bound: 28 | nc: 39 | ncall: 103120 | eff(%): 2.795 | loglstar: -inf < -2.726 < inf | logz: -28.479 +/- 0.472 | dlogz: 0.223 > 0.109
iter: 2883 | bound: 28 | nc: 39 | ncall: 103159 | eff(%): 2.795 | loglstar: -inf < -2.725 < inf | logz: -28.479 +/- 0.472 | dlogz: 0.221 > 0.109
iter: 2884 | bound: 29 | nc: 39 | ncall: 103198 | eff(%): 2.795 | loglstar: -inf < -2.714 < inf | logz: -28.478 +/- 0.472 | dlogz: 0.219 > 0.109
iter: 2885 | bound: 29 | nc: 39 | ncall: 103237 | eff(%): 2.795 | loglstar: -inf < -2.713 < inf | logz: -28.478 +/- 0.472 | dlogz: 0.217 > 0.109
iter: 2886 | bound: 29 | nc: 39 | ncall: 103276 | eff(%): 2.794 | loglstar: -inf < -2.710 < inf | logz: -28.477 +/- 0.472 | dlogz: 0.215 > 0.109
iter: 2887 | bound: 29 | nc: 39 | ncall: 103315 | eff(%): 2.794 | loglstar: -inf < -2.701 < inf | logz: -28.477 +/- 0.472 | dlogz: 0.213 > 0.109
iter: 2888 | bound: 29 | nc: 39 | ncall: 103354 | eff(%): 2.794 | loglstar: -inf < -2.701 < inf | logz: -28.476 +/- 0.472 | dlogz: 0.211 > 0.109
iter: 2889 | bound: 29 | nc: 39 | ncall: 103393 | eff(%): 2.794 | loglstar: -inf < -2.696 < inf | logz: -28.476 +/- 0.472 | dlogz: 0.209 > 0.109
iter: 2890 | bound: 29 | nc: 39 | ncall: 103432 | eff(%): 2.794 | loglstar: -inf < -2.695 < inf | logz: -28.475 +/- 0.472 | dlogz: 0.207 > 0.109
iter: 2891 | bound: 29 | nc: 39 | ncall: 103471 | eff(%): 2.794 | loglstar: -inf < -2.688 < inf | logz: -28.475 +/- 0.472 | dlogz: 0.205 > 0.109
iter: 2892 | bound: 29 | nc: 39 | ncall: 103510 | eff(%): 2.794 | loglstar: -inf < -2.686 < inf | logz: -28.474 +/- 0.472 | dlogz: 0.203 > 0.109
iter: 2893 | bound: 29 | nc: 39 | ncall: 103549 | eff(%): 2.794 | loglstar: -inf < -2.685 < inf | logz: -28.474 +/- 0.472 | dlogz: 0.201 > 0.109
iter: 2894 | bound: 29 | nc: 39 | ncall: 103588 | eff(%): 2.794 | loglstar: -inf < -2.683 < inf | logz: -28.473 +/- 0.472 | dlogz: 0.199 > 0.109
iter: 2895 | bound: 29 | nc: 39 | ncall: 103627 | eff(%): 2.794 | loglstar: -inf < -2.681 < inf | logz: -28.473 +/- 0.472 | dlogz: 0.197 > 0.109
iter: 2896 | bound: 29 | nc: 39 | ncall: 103666 | eff(%): 2.794 | loglstar: -inf < -2.678 < inf | logz: -28.472 +/- 0.472 | dlogz: 0.196 > 0.109
iter: 2897 | bound: 29 | nc: 39 | ncall: 103705 | eff(%): 2.794 | loglstar: -inf < -2.674 < inf | logz: -28.472 +/- 0.472 | dlogz: 0.194 > 0.109
iter: 2898 | bound: 29 | nc: 39 | ncall: 103744 | eff(%): 2.793 | loglstar: -inf < -2.668 < inf | logz: -28.471 +/- 0.472 | dlogz: 0.192 > 0.109
iter: 2899 | bound: 29 | nc: 39 | ncall: 103783 | eff(%): 2.793 | loglstar: -inf < -2.657 < inf | logz: -28.471 +/- 0.472 | dlogz: 0.190 > 0.109
iter: 2900 | bound: 29 | nc: 39 | ncall: 103822 | eff(%): 2.793 | loglstar: -inf < -2.655 < inf | logz: -28.470 +/- 0.472 | dlogz: 0.188 > 0.109
iter: 2901 | bound: 29 | nc: 39 | ncall: 103861 | eff(%): 2.793 | loglstar: -inf < -2.651 < inf | logz: -28.470 +/- 0.472 | dlogz: 0.186 > 0.109
iter: 2902 | bound: 29 | nc: 39 | ncall: 103900 | eff(%): 2.793 | loglstar: -inf < -2.650 < inf | logz: -28.469 +/- 0.472 | dlogz: 0.185 > 0.109
iter: 2903 | bound: 29 | nc: 39 | ncall: 103939 | eff(%): 2.793 | loglstar: -inf < -2.647 < inf | logz: -28.469 +/- 0.472 | dlogz: 0.183 > 0.109
iter: 2904 | bound: 29 | nc: 39 | ncall: 103978 | eff(%): 2.793 | loglstar: -inf < -2.642 < inf | logz: -28.468 +/- 0.472 | dlogz: 0.181 > 0.109
iter: 2905 | bound: 29 | nc: 39 | ncall: 104017 | eff(%): 2.793 | loglstar: -inf < -2.639 < inf | logz: -28.468 +/- 0.472 | dlogz: 0.179 > 0.109
iter: 2906 | bound: 29 | nc: 39 | ncall: 104056 | eff(%): 2.793 | loglstar: -inf < -2.632 < inf | logz: -28.467 +/- 0.472 | dlogz: 0.178 > 0.109
iter: 2907 | bound: 29 | nc: 39 | ncall: 104095 | eff(%): 2.793 | loglstar: -inf < -2.628 < inf | logz: -28.467 +/- 0.472 | dlogz: 0.176 > 0.109
iter: 2908 | bound: 29 | nc: 39 | ncall: 104134 | eff(%): 2.793 | loglstar: -inf < -2.627 < inf | logz: -28.466 +/- 0.472 | dlogz: 0.174 > 0.109
iter: 2909 | bound: 29 | nc: 39 | ncall: 104173 | eff(%): 2.792 | loglstar: -inf < -2.627 < inf | logz: -28.466 +/- 0.472 | dlogz: 0.173 > 0.109
iter: 2910 | bound: 29 | nc: 39 | ncall: 104212 | eff(%): 2.792 | loglstar: -inf < -2.626 < inf | logz: -28.466 +/- 0.472 | dlogz: 0.171 > 0.109
iter: 2911 | bound: 29 | nc: 39 | ncall: 104251 | eff(%): 2.792 | loglstar: -inf < -2.612 < inf | logz: -28.465 +/- 0.472 | dlogz: 0.170 > 0.109
iter: 2912 | bound: 29 | nc: 39 | ncall: 104290 | eff(%): 2.792 | loglstar: -inf < -2.610 < inf | logz: -28.465 +/- 0.472 | dlogz: 0.168 > 0.109
iter: 2913 | bound: 29 | nc: 39 | ncall: 104329 | eff(%): 2.792 | loglstar: -inf < -2.607 < inf | logz: -28.464 +/- 0.472 | dlogz: 0.166 > 0.109
iter: 2914 | bound: 29 | nc: 39 | ncall: 104368 | eff(%): 2.792 | loglstar: -inf < -2.603 < inf | logz: -28.464 +/- 0.472 | dlogz: 0.165 > 0.109
iter: 2915 | bound: 29 | nc: 39 | ncall: 104407 | eff(%): 2.792 | loglstar: -inf < -2.602 < inf | logz: -28.463 +/- 0.472 | dlogz: 0.163 > 0.109
iter: 2916 | bound: 29 | nc: 39 | ncall: 104446 | eff(%): 2.792 | loglstar: -inf < -2.593 < inf | logz: -28.463 +/- 0.472 | dlogz: 0.162 > 0.109
iter: 2917 | bound: 29 | nc: 39 | ncall: 104485 | eff(%): 2.792 | loglstar: -inf < -2.592 < inf | logz: -28.463 +/- 0.472 | dlogz: 0.160 > 0.109
iter: 2918 | bound: 29 | nc: 39 | ncall: 104524 | eff(%): 2.792 | loglstar: -inf < -2.591 < inf | logz: -28.462 +/- 0.472 | dlogz: 0.159 > 0.109
iter: 2919 | bound: 29 | nc: 39 | ncall: 104563 | eff(%): 2.792 | loglstar: -inf < -2.585 < inf | logz: -28.462 +/- 0.472 | dlogz: 0.157 > 0.109
iter: 2920 | bound: 29 | nc: 39 | ncall: 104602 | eff(%): 2.792 | loglstar: -inf < -2.575 < inf | logz: -28.461 +/- 0.472 | dlogz: 0.155 > 0.109
iter: 2921 | bound: 29 | nc: 39 | ncall: 104641 | eff(%): 2.791 | loglstar: -inf < -2.571 < inf | logz: -28.461 +/- 0.472 | dlogz: 0.154 > 0.109
iter: 2922 | bound: 29 | nc: 39 | ncall: 104680 | eff(%): 2.791 | loglstar: -inf < -2.565 < inf | logz: -28.460 +/- 0.472 | dlogz: 0.153 > 0.109
iter: 2923 | bound: 29 | nc: 39 | ncall: 104719 | eff(%): 2.791 | loglstar: -inf < -2.555 < inf | logz: -28.460 +/- 0.472 | dlogz: 0.151 > 0.109
iter: 2924 | bound: 29 | nc: 39 | ncall: 104758 | eff(%): 2.791 | loglstar: -inf < -2.555 < inf | logz: -28.460 +/- 0.472 | dlogz: 0.150 > 0.109
iter: 2925 | bound: 29 | nc: 39 | ncall: 104797 | eff(%): 2.791 | loglstar: -inf < -2.552 < inf | logz: -28.459 +/- 0.472 | dlogz: 0.148 > 0.109
iter: 2926 | bound: 29 | nc: 39 | ncall: 104836 | eff(%): 2.791 | loglstar: -inf < -2.551 < inf | logz: -28.459 +/- 0.472 | dlogz: 0.147 > 0.109
iter: 2927 | bound: 29 | nc: 39 | ncall: 104875 | eff(%): 2.791 | loglstar: -inf < -2.542 < inf | logz: -28.458 +/- 0.472 | dlogz: 0.145 > 0.109
iter: 2928 | bound: 29 | nc: 39 | ncall: 104914 | eff(%): 2.791 | loglstar: -inf < -2.532 < inf | logz: -28.458 +/- 0.472 | dlogz: 0.144 > 0.109
iter: 2929 | bound: 29 | nc: 39 | ncall: 104953 | eff(%): 2.791 | loglstar: -inf < -2.526 < inf | logz: -28.458 +/- 0.472 | dlogz: 0.143 > 0.109
iter: 2930 | bound: 29 | nc: 39 | ncall: 104992 | eff(%): 2.791 | loglstar: -inf < -2.518 < inf | logz: -28.457 +/- 0.472 | dlogz: 0.141 > 0.109
iter: 2931 | bound: 29 | nc: 39 | ncall: 105031 | eff(%): 2.791 | loglstar: -inf < -2.511 < inf | logz: -28.457 +/- 0.472 | dlogz: 0.140 > 0.109
iter: 2932 | bound: 29 | nc: 39 | ncall: 105070 | eff(%): 2.791 | loglstar: -inf < -2.492 < inf | logz: -28.456 +/- 0.472 | dlogz: 0.139 > 0.109
iter: 2933 | bound: 29 | nc: 39 | ncall: 105109 | eff(%): 2.790 | loglstar: -inf < -2.491 < inf | logz: -28.456 +/- 0.472 | dlogz: 0.137 > 0.109
iter: 2934 | bound: 29 | nc: 39 | ncall: 105148 | eff(%): 2.790 | loglstar: -inf < -2.488 < inf | logz: -28.456 +/- 0.472 | dlogz: 0.136 > 0.109
iter: 2935 | bound: 29 | nc: 39 | ncall: 105187 | eff(%): 2.790 | loglstar: -inf < -2.488 < inf | logz: -28.455 +/- 0.472 | dlogz: 0.135 > 0.109
iter: 2936 | bound: 29 | nc: 39 | ncall: 105226 | eff(%): 2.790 | loglstar: -inf < -2.482 < inf | logz: -28.455 +/- 0.472 | dlogz: 0.133 > 0.109
iter: 2937 | bound: 29 | nc: 39 | ncall: 105265 | eff(%): 2.790 | loglstar: -inf < -2.460 < inf | logz: -28.454 +/- 0.472 | dlogz: 0.132 > 0.109
iter: 2938 | bound: 30 | nc: 39 | ncall: 105304 | eff(%): 2.790 | loglstar: -inf < -2.454 < inf | logz: -28.454 +/- 0.472 | dlogz: 0.131 > 0.109
iter: 2939 | bound: 30 | nc: 39 | ncall: 105343 | eff(%): 2.790 | loglstar: -inf < -2.450 < inf | logz: -28.454 +/- 0.472 | dlogz: 0.129 > 0.109
iter: 2940 | bound: 30 | nc: 39 | ncall: 105382 | eff(%): 2.790 | loglstar: -inf < -2.441 < inf | logz: -28.453 +/- 0.472 | dlogz: 0.128 > 0.109
iter: 2941 | bound: 30 | nc: 39 | ncall: 105421 | eff(%): 2.790 | loglstar: -inf < -2.440 < inf | logz: -28.453 +/- 0.472 | dlogz: 0.127 > 0.109
iter: 2942 | bound: 30 | nc: 39 | ncall: 105460 | eff(%): 2.790 | loglstar: -inf < -2.437 < inf | logz: -28.453 +/- 0.472 | dlogz: 0.126 > 0.109
iter: 2943 | bound: 30 | nc: 39 | ncall: 105499 | eff(%): 2.790 | loglstar: -inf < -2.426 < inf | logz: -28.452 +/- 0.472 | dlogz: 0.125 > 0.109
iter: 2944 | bound: 30 | nc: 39 | ncall: 105538 | eff(%): 2.790 | loglstar: -inf < -2.423 < inf | logz: -28.452 +/- 0.472 | dlogz: 0.123 > 0.109
iter: 2945 | bound: 30 | nc: 39 | ncall: 105577 | eff(%): 2.789 | loglstar: -inf < -2.417 < inf | logz: -28.451 +/- 0.472 | dlogz: 0.122 > 0.109
iter: 2946 | bound: 30 | nc: 39 | ncall: 105616 | eff(%): 2.789 | loglstar: -inf < -2.414 < inf | logz: -28.451 +/- 0.472 | dlogz: 0.121 > 0.109
iter: 2947 | bound: 30 | nc: 39 | ncall: 105655 | eff(%): 2.789 | loglstar: -inf < -2.412 < inf | logz: -28.451 +/- 0.472 | dlogz: 0.120 > 0.109
iter: 2948 | bound: 30 | nc: 39 | ncall: 105694 | eff(%): 2.789 | loglstar: -inf < -2.409 < inf | logz: -28.450 +/- 0.472 | dlogz: 0.119 > 0.109
iter: 2949 | bound: 30 | nc: 39 | ncall: 105733 | eff(%): 2.789 | loglstar: -inf < -2.405 < inf | logz: -28.450 +/- 0.472 | dlogz: 0.117 > 0.109
iter: 2950 | bound: 30 | nc: 39 | ncall: 105772 | eff(%): 2.789 | loglstar: -inf < -2.403 < inf | logz: -28.450 +/- 0.472 | dlogz: 0.116 > 0.109
iter: 2951 | bound: 30 | nc: 39 | ncall: 105811 | eff(%): 2.789 | loglstar: -inf < -2.399 < inf | logz: -28.449 +/- 0.472 | dlogz: 0.115 > 0.109
iter: 2952 | bound: 30 | nc: 39 | ncall: 105850 | eff(%): 2.789 | loglstar: -inf < -2.398 < inf | logz: -28.449 +/- 0.473 | dlogz: 0.114 > 0.109
iter: 2953 | bound: 30 | nc: 39 | ncall: 105889 | eff(%): 2.789 | loglstar: -inf < -2.387 < inf | logz: -28.448 +/- 0.473 | dlogz: 0.113 > 0.109
iter: 2954 | bound: 30 | nc: 39 | ncall: 105928 | eff(%): 2.789 | loglstar: -inf < -2.383 < inf | logz: -28.448 +/- 0.473 | dlogz: 0.112 > 0.109
iter: 2955 | bound: 30 | nc: 39 | ncall: 105967 | eff(%): 2.789 | loglstar: -inf < -2.382 < inf | logz: -28.448 +/- 0.473 | dlogz: 0.111 > 0.109
iter: 2956 | bound: 30 | nc: 39 | ncall: 106006 | eff(%): 2.789 | loglstar: -inf < -2.374 < inf | logz: -28.447 +/- 0.473 | dlogz: 0.110 > 0.109
iter: 2956 | +1 | bound: 30 | nc: 1 | ncall: 106007 | eff(%): 2.789 | loglstar: -inf < -2.372 < inf | logz: -28.447 +/- 0.473 | dlogz: 0.108 > 0.109
iter: 2956 | +2 | bound: 30 | nc: 1 | ncall: 106008 | eff(%): 2.790 | loglstar: -inf < -2.370 < inf | logz: -28.447 +/- 0.473 | dlogz: 0.107 > 0.109
iter: 2956 | +3 | bound: 30 | nc: 1 | ncall: 106009 | eff(%): 2.791 | loglstar: -inf < -2.342 < inf | logz: -28.446 +/- 0.473 | dlogz: 0.105 > 0.109
iter: 2956 | +4 | bound: 30 | nc: 1 | ncall: 106010 | eff(%): 2.792 | loglstar: -inf < -2.341 < inf | logz: -28.446 +/- 0.473 | dlogz: 0.104 > 0.109
iter: 2956 | +5 | bound: 30 | nc: 1 | ncall: 106011 | eff(%): 2.793 | loglstar: -inf < -2.338 < inf | logz: -28.446 +/- 0.473 | dlogz: 0.103 > 0.109
iter: 2956 | +6 | bound: 30 | nc: 1 | ncall: 106012 | eff(%): 2.794 | loglstar: -inf < -2.329 < inf | logz: -28.445 +/- 0.473 | dlogz: 0.102 > 0.109
iter: 2956 | +7 | bound: 30 | nc: 1 | ncall: 106013 | eff(%): 2.795 | loglstar: -inf < -2.324 < inf | logz: -28.445 +/- 0.473 | dlogz: 0.101 > 0.109
iter: 2956 | +8 | bound: 30 | nc: 1 | ncall: 106014 | eff(%): 2.796 | loglstar: -inf < -2.321 < inf | logz: -28.445 +/- 0.473 | dlogz: 0.100 > 0.109
iter: 2956 | +9 | bound: 30 | nc: 1 | ncall: 106015 | eff(%): 2.797 | loglstar: -inf < -2.313 < inf | logz: -28.444 +/- 0.473 | dlogz: 0.099 > 0.109
iter: 2956 | +10 | bound: 30 | nc: 1 | ncall: 106016 | eff(%): 2.798 | loglstar: -inf < -2.310 < inf | logz: -28.444 +/- 0.473 | dlogz: 0.098 > 0.109
iter: 2956 | +11 | bound: 30 | nc: 1 | ncall: 106017 | eff(%): 2.799 | loglstar: -inf < -2.308 < inf | logz: -28.443 +/- 0.473 | dlogz: 0.097 > 0.109
iter: 2956 | +12 | bound: 30 | nc: 1 | ncall: 106018 | eff(%): 2.800 | loglstar: -inf < -2.304 < inf | logz: -28.443 +/- 0.473 | dlogz: 0.096 > 0.109
iter: 2956 | +13 | bound: 30 | nc: 1 | ncall: 106019 | eff(%): 2.801 | loglstar: -inf < -2.302 < inf | logz: -28.443 +/- 0.473 | dlogz: 0.095 > 0.109
iter: 2956 | +14 | bound: 30 | nc: 1 | ncall: 106020 | eff(%): 2.802 | loglstar: -inf < -2.299 < inf | logz: -28.442 +/- 0.473 | dlogz: 0.094 > 0.109
iter: 2956 | +15 | bound: 30 | nc: 1 | ncall: 106021 | eff(%): 2.803 | loglstar: -inf < -2.297 < inf | logz: -28.442 +/- 0.473 | dlogz: 0.093 > 0.109
iter: 2956 | +16 | bound: 30 | nc: 1 | ncall: 106022 | eff(%): 2.804 | loglstar: -inf < -2.294 < inf | logz: -28.442 +/- 0.473 | dlogz: 0.092 > 0.109
iter: 2956 | +17 | bound: 30 | nc: 1 | ncall: 106023 | eff(%): 2.805 | loglstar: -inf < -2.293 < inf | logz: -28.441 +/- 0.473 | dlogz: 0.091 > 0.109
iter: 2956 | +18 | bound: 30 | nc: 1 | ncall: 106024 | eff(%): 2.806 | loglstar: -inf < -2.290 < inf | logz: -28.441 +/- 0.473 | dlogz: 0.090 > 0.109
iter: 2956 | +19 | bound: 30 | nc: 1 | ncall: 106025 | eff(%): 2.806 | loglstar: -inf < -2.279 < inf | logz: -28.440 +/- 0.473 | dlogz: 0.088 > 0.109
iter: 2956 | +20 | bound: 30 | nc: 1 | ncall: 106026 | eff(%): 2.807 | loglstar: -inf < -2.275 < inf | logz: -28.440 +/- 0.473 | dlogz: 0.087 > 0.109
iter: 2956 | +21 | bound: 30 | nc: 1 | ncall: 106027 | eff(%): 2.808 | loglstar: -inf < -2.273 < inf | logz: -28.440 +/- 0.473 | dlogz: 0.086 > 0.109
iter: 2956 | +22 | bound: 30 | nc: 1 | ncall: 106028 | eff(%): 2.809 | loglstar: -inf < -2.272 < inf | logz: -28.439 +/- 0.473 | dlogz: 0.085 > 0.109
iter: 2956 | +23 | bound: 30 | nc: 1 | ncall: 106029 | eff(%): 2.810 | loglstar: -inf < -2.271 < inf | logz: -28.439 +/- 0.473 | dlogz: 0.084 > 0.109
iter: 2956 | +24 | bound: 30 | nc: 1 | ncall: 106030 | eff(%): 2.811 | loglstar: -inf < -2.271 < inf | logz: -28.438 +/- 0.473 | dlogz: 0.083 > 0.109
iter: 2956 | +25 | bound: 30 | nc: 1 | ncall: 106031 | eff(%): 2.812 | loglstar: -inf < -2.270 < inf | logz: -28.438 +/- 0.473 | dlogz: 0.082 > 0.109
iter: 2956 | +26 | bound: 30 | nc: 1 | ncall: 106032 | eff(%): 2.813 | loglstar: -inf < -2.251 < inf | logz: -28.438 +/- 0.473 | dlogz: 0.081 > 0.109
iter: 2956 | +27 | bound: 30 | nc: 1 | ncall: 106033 | eff(%): 2.814 | loglstar: -inf < -2.249 < inf | logz: -28.437 +/- 0.473 | dlogz: 0.080 > 0.109
iter: 2956 | +28 | bound: 30 | nc: 1 | ncall: 106034 | eff(%): 2.815 | loglstar: -inf < -2.233 < inf | logz: -28.437 +/- 0.473 | dlogz: 0.079 > 0.109
iter: 2956 | +29 | bound: 30 | nc: 1 | ncall: 106035 | eff(%): 2.816 | loglstar: -inf < -2.224 < inf | logz: -28.436 +/- 0.473 | dlogz: 0.078 > 0.109
iter: 2956 | +30 | bound: 30 | nc: 1 | ncall: 106036 | eff(%): 2.817 | loglstar: -inf < -2.221 < inf | logz: -28.436 +/- 0.473 | dlogz: 0.077 > 0.109
iter: 2956 | +31 | bound: 30 | nc: 1 | ncall: 106037 | eff(%): 2.818 | loglstar: -inf < -2.219 < inf | logz: -28.436 +/- 0.473 | dlogz: 0.076 > 0.109
iter: 2956 | +32 | bound: 30 | nc: 1 | ncall: 106038 | eff(%): 2.819 | loglstar: -inf < -2.211 < inf | logz: -28.435 +/- 0.473 | dlogz: 0.075 > 0.109
iter: 2956 | +33 | bound: 30 | nc: 1 | ncall: 106039 | eff(%): 2.820 | loglstar: -inf < -2.204 < inf | logz: -28.435 +/- 0.473 | dlogz: 0.074 > 0.109
iter: 2956 | +34 | bound: 30 | nc: 1 | ncall: 106040 | eff(%): 2.821 | loglstar: -inf < -2.203 < inf | logz: -28.434 +/- 0.473 | dlogz: 0.072 > 0.109
iter: 2956 | +35 | bound: 30 | nc: 1 | ncall: 106041 | eff(%): 2.822 | loglstar: -inf < -2.201 < inf | logz: -28.434 +/- 0.473 | dlogz: 0.071 > 0.109
iter: 2956 | +36 | bound: 30 | nc: 1 | ncall: 106042 | eff(%): 2.822 | loglstar: -inf < -2.199 < inf | logz: -28.434 +/- 0.473 | dlogz: 0.070 > 0.109
iter: 2956 | +37 | bound: 30 | nc: 1 | ncall: 106043 | eff(%): 2.823 | loglstar: -inf < -2.193 < inf | logz: -28.433 +/- 0.473 | dlogz: 0.069 > 0.109
iter: 2956 | +38 | bound: 30 | nc: 1 | ncall: 106044 | eff(%): 2.824 | loglstar: -inf < -2.186 < inf | logz: -28.433 +/- 0.473 | dlogz: 0.068 > 0.109
iter: 2956 | +39 | bound: 30 | nc: 1 | ncall: 106045 | eff(%): 2.825 | loglstar: -inf < -2.179 < inf | logz: -28.432 +/- 0.473 | dlogz: 0.067 > 0.109
iter: 2956 | +40 | bound: 30 | nc: 1 | ncall: 106046 | eff(%): 2.826 | loglstar: -inf < -2.162 < inf | logz: -28.432 +/- 0.473 | dlogz: 0.066 > 0.109
iter: 2956 | +41 | bound: 30 | nc: 1 | ncall: 106047 | eff(%): 2.827 | loglstar: -inf < -2.159 < inf | logz: -28.432 +/- 0.473 | dlogz: 0.065 > 0.109
iter: 2956 | +42 | bound: 30 | nc: 1 | ncall: 106048 | eff(%): 2.828 | loglstar: -inf < -2.154 < inf | logz: -28.431 +/- 0.473 | dlogz: 0.064 > 0.109
iter: 2956 | +43 | bound: 30 | nc: 1 | ncall: 106049 | eff(%): 2.829 | loglstar: -inf < -2.148 < inf | logz: -28.431 +/- 0.473 | dlogz: 0.063 > 0.109
iter: 2956 | +44 | bound: 30 | nc: 1 | ncall: 106050 | eff(%): 2.830 | loglstar: -inf < -2.139 < inf | logz: -28.430 +/- 0.473 | dlogz: 0.062 > 0.109
iter: 2956 | +45 | bound: 30 | nc: 1 | ncall: 106051 | eff(%): 2.831 | loglstar: -inf < -2.132 < inf | logz: -28.430 +/- 0.473 | dlogz: 0.061 > 0.109
iter: 2956 | +46 | bound: 30 | nc: 1 | ncall: 106052 | eff(%): 2.832 | loglstar: -inf < -2.128 < inf | logz: -28.429 +/- 0.473 | dlogz: 0.060 > 0.109
iter: 2956 | +47 | bound: 30 | nc: 1 | ncall: 106053 | eff(%): 2.833 | loglstar: -inf < -2.116 < inf | logz: -28.429 +/- 0.473 | dlogz: 0.058 > 0.109
iter: 2956 | +48 | bound: 30 | nc: 1 | ncall: 106054 | eff(%): 2.834 | loglstar: -inf < -2.109 < inf | logz: -28.428 +/- 0.473 | dlogz: 0.057 > 0.109
iter: 2956 | +49 | bound: 30 | nc: 1 | ncall: 106055 | eff(%): 2.835 | loglstar: -inf < -2.106 < inf | logz: -28.428 +/- 0.473 | dlogz: 0.056 > 0.109
iter: 2956 | +50 | bound: 30 | nc: 1 | ncall: 106056 | eff(%): 2.836 | loglstar: -inf < -2.102 < inf | logz: -28.428 +/- 0.473 | dlogz: 0.055 > 0.109
iter: 2956 | +51 | bound: 30 | nc: 1 | ncall: 106057 | eff(%): 2.837 | loglstar: -inf < -2.098 < inf | logz: -28.427 +/- 0.473 | dlogz: 0.054 > 0.109
iter: 2956 | +52 | bound: 30 | nc: 1 | ncall: 106058 | eff(%): 2.838 | loglstar: -inf < -2.096 < inf | logz: -28.427 +/- 0.473 | dlogz: 0.053 > 0.109
iter: 2956 | +53 | bound: 30 | nc: 1 | ncall: 106059 | eff(%): 2.839 | loglstar: -inf < -2.092 < inf | logz: -28.426 +/- 0.473 | dlogz: 0.052 > 0.109
iter: 2956 | +54 | bound: 30 | nc: 1 | ncall: 106060 | eff(%): 2.839 | loglstar: -inf < -2.084 < inf | logz: -28.426 +/- 0.473 | dlogz: 0.051 > 0.109
iter: 2956 | +55 | bound: 30 | nc: 1 | ncall: 106061 | eff(%): 2.840 | loglstar: -inf < -2.077 < inf | logz: -28.425 +/- 0.473 | dlogz: 0.050 > 0.109
iter: 2956 | +56 | bound: 30 | nc: 1 | ncall: 106062 | eff(%): 2.841 | loglstar: -inf < -2.071 < inf | logz: -28.425 +/- 0.474 | dlogz: 0.049 > 0.109
iter: 2956 | +57 | bound: 30 | nc: 1 | ncall: 106063 | eff(%): 2.842 | loglstar: -inf < -2.070 < inf | logz: -28.424 +/- 0.474 | dlogz: 0.048 > 0.109
iter: 2956 | +58 | bound: 30 | nc: 1 | ncall: 106064 | eff(%): 2.843 | loglstar: -inf < -2.068 < inf | logz: -28.424 +/- 0.474 | dlogz: 0.047 > 0.109
iter: 2956 | +59 | bound: 30 | nc: 1 | ncall: 106065 | eff(%): 2.844 | loglstar: -inf < -2.064 < inf | logz: -28.423 +/- 0.474 | dlogz: 0.046 > 0.109
iter: 2956 | +60 | bound: 30 | nc: 1 | ncall: 106066 | eff(%): 2.845 | loglstar: -inf < -2.058 < inf | logz: -28.423 +/- 0.474 | dlogz: 0.044 > 0.109
iter: 2956 | +61 | bound: 30 | nc: 1 | ncall: 106067 | eff(%): 2.846 | loglstar: -inf < -2.036 < inf | logz: -28.423 +/- 0.474 | dlogz: 0.043 > 0.109
iter: 2956 | +62 | bound: 30 | nc: 1 | ncall: 106068 | eff(%): 2.847 | loglstar: -inf < -2.026 < inf | logz: -28.422 +/- 0.474 | dlogz: 0.042 > 0.109
iter: 2956 | +63 | bound: 30 | nc: 1 | ncall: 106069 | eff(%): 2.848 | loglstar: -inf < -2.014 < inf | logz: -28.422 +/- 0.474 | dlogz: 0.041 > 0.109
iter: 2956 | +64 | bound: 30 | nc: 1 | ncall: 106070 | eff(%): 2.849 | loglstar: -inf < -2.010 < inf | logz: -28.421 +/- 0.474 | dlogz: 0.040 > 0.109
iter: 2956 | +65 | bound: 30 | nc: 1 | ncall: 106071 | eff(%): 2.850 | loglstar: -inf < -2.000 < inf | logz: -28.421 +/- 0.474 | dlogz: 0.039 > 0.109
iter: 2956 | +66 | bound: 30 | nc: 1 | ncall: 106072 | eff(%): 2.851 | loglstar: -inf < -1.995 < inf | logz: -28.420 +/- 0.474 | dlogz: 0.038 > 0.109
iter: 2956 | +67 | bound: 30 | nc: 1 | ncall: 106073 | eff(%): 2.852 | loglstar: -inf < -1.962 < inf | logz: -28.420 +/- 0.474 | dlogz: 0.037 > 0.109
iter: 2956 | +68 | bound: 30 | nc: 1 | ncall: 106074 | eff(%): 2.853 | loglstar: -inf < -1.960 < inf | logz: -28.419 +/- 0.474 | dlogz: 0.036 > 0.109
iter: 2956 | +69 | bound: 30 | nc: 1 | ncall: 106075 | eff(%): 2.854 | loglstar: -inf < -1.952 < inf | logz: -28.419 +/- 0.474 | dlogz: 0.035 > 0.109
iter: 2956 | +70 | bound: 30 | nc: 1 | ncall: 106076 | eff(%): 2.855 | loglstar: -inf < -1.946 < inf | logz: -28.418 +/- 0.474 | dlogz: 0.034 > 0.109
iter: 2956 | +71 | bound: 30 | nc: 1 | ncall: 106077 | eff(%): 2.855 | loglstar: -inf < -1.921 < inf | logz: -28.417 +/- 0.474 | dlogz: 0.033 > 0.109
iter: 2956 | +72 | bound: 30 | nc: 1 | ncall: 106078 | eff(%): 2.856 | loglstar: -inf < -1.919 < inf | logz: -28.417 +/- 0.474 | dlogz: 0.031 > 0.109
iter: 2956 | +73 | bound: 30 | nc: 1 | ncall: 106079 | eff(%): 2.857 | loglstar: -inf < -1.919 < inf | logz: -28.416 +/- 0.474 | dlogz: 0.030 > 0.109
iter: 2956 | +74 | bound: 30 | nc: 1 | ncall: 106080 | eff(%): 2.858 | loglstar: -inf < -1.917 < inf | logz: -28.416 +/- 0.474 | dlogz: 0.029 > 0.109
iter: 2956 | +75 | bound: 30 | nc: 1 | ncall: 106081 | eff(%): 2.859 | loglstar: -inf < -1.916 < inf | logz: -28.415 +/- 0.474 | dlogz: 0.028 > 0.109
iter: 2956 | +76 | bound: 30 | nc: 1 | ncall: 106082 | eff(%): 2.860 | loglstar: -inf < -1.903 < inf | logz: -28.415 +/- 0.474 | dlogz: 0.027 > 0.109
iter: 2956 | +77 | bound: 30 | nc: 1 | ncall: 106083 | eff(%): 2.861 | loglstar: -inf < -1.892 < inf | logz: -28.414 +/- 0.474 | dlogz: 0.026 > 0.109
iter: 2956 | +78 | bound: 30 | nc: 1 | ncall: 106084 | eff(%): 2.862 | loglstar: -inf < -1.866 < inf | logz: -28.414 +/- 0.475 | dlogz: 0.025 > 0.109
iter: 2956 | +79 | bound: 30 | nc: 1 | ncall: 106085 | eff(%): 2.863 | loglstar: -inf < -1.849 < inf | logz: -28.413 +/- 0.475 | dlogz: 0.024 > 0.109
iter: 2956 | +80 | bound: 30 | nc: 1 | ncall: 106086 | eff(%): 2.864 | loglstar: -inf < -1.831 < inf | logz: -28.413 +/- 0.475 | dlogz: 0.023 > 0.109
iter: 2956 | +81 | bound: 30 | nc: 1 | ncall: 106087 | eff(%): 2.865 | loglstar: -inf < -1.830 < inf | logz: -28.412 +/- 0.475 | dlogz: 0.022 > 0.109
iter: 2956 | +82 | bound: 30 | nc: 1 | ncall: 106088 | eff(%): 2.866 | loglstar: -inf < -1.825 < inf | logz: -28.411 +/- 0.475 | dlogz: 0.021 > 0.109
iter: 2956 | +83 | bound: 30 | nc: 1 | ncall: 106089 | eff(%): 2.867 | loglstar: -inf < -1.790 < inf | logz: -28.411 +/- 0.475 | dlogz: 0.020 > 0.109
iter: 2956 | +84 | bound: 30 | nc: 1 | ncall: 106090 | eff(%): 2.868 | loglstar: -inf < -1.789 < inf | logz: -28.410 +/- 0.475 | dlogz: 0.018 > 0.109
iter: 2956 | +85 | bound: 30 | nc: 1 | ncall: 106091 | eff(%): 2.869 | loglstar: -inf < -1.781 < inf | logz: -28.410 +/- 0.475 | dlogz: 0.017 > 0.109
iter: 2956 | +86 | bound: 30 | nc: 1 | ncall: 106092 | eff(%): 2.870 | loglstar: -inf < -1.773 < inf | logz: -28.409 +/- 0.475 | dlogz: 0.016 > 0.109
iter: 2956 | +87 | bound: 30 | nc: 1 | ncall: 106093 | eff(%): 2.871 | loglstar: -inf < -1.757 < inf | logz: -28.408 +/- 0.476 | dlogz: 0.015 > 0.109
iter: 2956 | +88 | bound: 30 | nc: 1 | ncall: 106094 | eff(%): 2.872 | loglstar: -inf < -1.747 < inf | logz: -28.408 +/- 0.476 | dlogz: 0.014 > 0.109
iter: 2956 | +89 | bound: 30 | nc: 1 | ncall: 106095 | eff(%): 2.872 | loglstar: -inf < -1.729 < inf | logz: -28.407 +/- 0.476 | dlogz: 0.013 > 0.109
iter: 2956 | +90 | bound: 30 | nc: 1 | ncall: 106096 | eff(%): 2.873 | loglstar: -inf < -1.726 < inf | logz: -28.406 +/- 0.476 | dlogz: 0.012 > 0.109
iter: 2956 | +91 | bound: 30 | nc: 1 | ncall: 106097 | eff(%): 2.874 | loglstar: -inf < -1.672 < inf | logz: -28.406 +/- 0.476 | dlogz: 0.011 > 0.109
iter: 2956 | +92 | bound: 30 | nc: 1 | ncall: 106098 | eff(%): 2.875 | loglstar: -inf < -1.669 < inf | logz: -28.405 +/- 0.476 | dlogz: 0.010 > 0.109
iter: 2956 | +93 | bound: 30 | nc: 1 | ncall: 106099 | eff(%): 2.876 | loglstar: -inf < -1.534 < inf | logz: -28.404 +/- 0.477 | dlogz: 0.009 > 0.109
iter: 2956 | +94 | bound: 30 | nc: 1 | ncall: 106100 | eff(%): 2.877 | loglstar: -inf < -1.503 < inf | logz: -28.404 +/- 0.477 | dlogz: 0.008 > 0.109
iter: 2956 | +95 | bound: 30 | nc: 1 | ncall: 106101 | eff(%): 2.878 | loglstar: -inf < -1.462 < inf | logz: -28.403 +/- 0.478 | dlogz: 0.006 > 0.109
iter: 2956 | +96 | bound: 30 | nc: 1 | ncall: 106102 | eff(%): 2.879 | loglstar: -inf < -1.446 < inf | logz: -28.402 +/- 0.478 | dlogz: 0.005 > 0.109
iter: 2956 | +97 | bound: 30 | nc: 1 | ncall: 106103 | eff(%): 2.880 | loglstar: -inf < -1.393 < inf | logz: -28.401 +/- 0.479 | dlogz: 0.004 > 0.109
iter: 2956 | +98 | bound: 30 | nc: 1 | ncall: 106104 | eff(%): 2.881 | loglstar: -inf < -1.332 < inf | logz: -28.400 +/- 0.480 | dlogz: 0.003 > 0.109
iter: 2956 | +99 | bound: 30 | nc: 1 | ncall: 106105 | eff(%): 2.882 | loglstar: -inf < -1.308 < inf | logz: -28.399 +/- 0.481 | dlogz: 0.002 > 0.109
iter: 2956 | +100 | bound: 30 | nc: 1 | ncall: 106106 | eff(%): 2.883 | loglstar: -inf < -1.197 < inf | logz: -28.398 +/- 0.484 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -161.37%
Elapsed Time for Photometry: 126.387859929
Starting 3.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36381028, -69.46167483)>
Warning: No background subtracting happening here.
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iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -4354.042 < inf | logz: -4359.350 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -3897.051 < inf | logz: -3902.369 +/- 0.230 | dlogz: 4115.229 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -3474.575 < inf | logz: -3479.903 +/- 0.230 | dlogz: 3658.237 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -2791.063 < inf | logz: -2796.401 +/- 0.230 | dlogz: 3235.761 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -2783.097 < inf | logz: -2788.444 +/- 0.231 | dlogz: 2552.250 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -2726.724 < inf | logz: -2732.082 +/- 0.231 | dlogz: 2544.283 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -2485.827 < inf | logz: -2491.195 +/- 0.231 | dlogz: 2487.910 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -2075.786 < inf | logz: -2081.164 +/- 0.231 | dlogz: 2247.014 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -1984.513 < inf | logz: -1989.901 +/- 0.232 | dlogz: 1836.973 > 0.109
iter: 10 | bound: 0 | nc: 3 | ncall: 112 | eff(%): 8.929 | loglstar: -inf < -1920.250 < inf | logz: -1925.648 +/- 0.232 | dlogz: 1745.700 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 9.735 | loglstar: -inf < -1881.420 < inf | logz: -1886.827 +/- 0.232 | dlogz: 1681.437 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 10.526 | loglstar: -inf < -1823.178 < inf | logz: -1828.596 +/- 0.232 | dlogz: 1642.606 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 11.304 | loglstar: -inf < -1398.323 < inf | logz: -1403.751 +/- 0.232 | dlogz: 1584.365 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 12.069 | loglstar: -inf < -1357.946 < inf | logz: -1363.384 +/- 0.233 | dlogz: 1159.510 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 12.821 | loglstar: -inf < -1190.477 < inf | logz: -1195.925 +/- 0.233 | dlogz: 1119.133 > 0.109
iter: 16 | bound: 0 | nc: 2 | ncall: 119 | eff(%): 13.445 | loglstar: -inf < -1161.297 < inf | logz: -1166.754 +/- 0.233 | dlogz: 951.664 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 14.167 | loglstar: -inf < -1152.775 < inf | logz: -1158.242 +/- 0.233 | dlogz: 922.483 > 0.109
iter: 18 | bound: 0 | nc: 2 | ncall: 122 | eff(%): 14.754 | loglstar: -inf < -1146.251 < inf | logz: -1151.725 +/- 0.233 | dlogz: 913.961 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 15.447 | loglstar: -inf < -1128.518 < inf | logz: -1134.006 +/- 0.234 | dlogz: 907.435 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.129 | loglstar: -inf < -1118.417 < inf | logz: -1123.915 +/- 0.234 | dlogz: 889.705 > 0.109
iter: 21 | bound: 0 | nc: 2 | ncall: 126 | eff(%): 16.667 | loglstar: -inf < -1115.384 < inf | logz: -1120.799 +/- 0.226 | dlogz: 879.604 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 17.323 | loglstar: -inf < -1097.599 < inf | logz: -1103.116 +/- 0.234 | dlogz: 876.478 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 17.969 | loglstar: -inf < -1064.590 < inf | logz: -1070.117 +/- 0.235 | dlogz: 858.785 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 18.605 | loglstar: -inf < -1058.289 < inf | logz: -1063.822 +/- 0.234 | dlogz: 825.776 > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 19.084 | loglstar: -inf < -1055.998 < inf | logz: -1061.360 +/- 0.222 | dlogz: 819.472 > 0.109
iter: 26 | bound: 0 | nc: 2 | ncall: 133 | eff(%): 19.549 | loglstar: -inf < -935.689 < inf | logz: -941.246 +/- 0.235 | dlogz: 816.999 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 20.149 | loglstar: -inf < -914.973 < inf | logz: -920.540 +/- 0.235 | dlogz: 696.876 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 20.741 | loglstar: -inf < -909.009 < inf | logz: -914.581 +/- 0.235 | dlogz: 676.160 > 0.109
iter: 29 | bound: 0 | nc: 4 | ncall: 139 | eff(%): 20.863 | loglstar: -inf < -899.122 < inf | logz: -904.709 +/- 0.236 | dlogz: 670.191 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 21.429 | loglstar: -inf < -835.709 < inf | logz: -841.306 +/- 0.236 | dlogz: 660.309 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 21.986 | loglstar: -inf < -830.655 < inf | logz: -836.250 +/- 0.235 | dlogz: 596.896 > 0.109
iter: 32 | bound: 0 | nc: 2 | ncall: 143 | eff(%): 22.378 | loglstar: -inf < -817.519 < inf | logz: -823.135 +/- 0.236 | dlogz: 591.830 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 22.917 | loglstar: -inf < -802.328 < inf | logz: -807.955 +/- 0.237 | dlogz: 578.705 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 23.448 | loglstar: -inf < -798.749 < inf | logz: -804.331 +/- 0.232 | dlogz: 563.515 > 0.109
iter: 35 | bound: 0 | nc: 5 | ncall: 150 | eff(%): 23.333 | loglstar: -inf < -793.871 < inf | logz: -799.502 +/- 0.235 | dlogz: 559.881 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 23.841 | loglstar: -inf < -783.921 < inf | logz: -789.577 +/- 0.237 | dlogz: 555.042 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 24.342 | loglstar: -inf < -756.934 < inf | logz: -762.600 +/- 0.237 | dlogz: 545.107 > 0.109
iter: 38 | bound: 0 | nc: 2 | ncall: 154 | eff(%): 24.675 | loglstar: -inf < -756.430 < inf | logz: -761.311 +/- 0.214 | dlogz: 518.121 > 0.109
iter: 39 | bound: 0 | nc: 3 | ncall: 157 | eff(%): 24.841 | loglstar: -inf < -755.786 < inf | logz: -760.479 +/- 0.204 | dlogz: 516.822 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 25.316 | loglstar: -inf < -754.967 < inf | logz: -759.691 +/- 0.199 | dlogz: 515.979 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 25.786 | loglstar: -inf < -754.909 < inf | logz: -759.119 +/- 0.193 | dlogz: 515.182 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 26.250 | loglstar: -inf < -736.811 < inf | logz: -742.527 +/- 0.238 | dlogz: 514.600 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 26.708 | loglstar: -inf < -734.119 < inf | logz: -739.718 +/- 0.229 | dlogz: 497.998 > 0.109
iter: 44 | bound: 0 | nc: 6 | ncall: 167 | eff(%): 26.347 | loglstar: -inf < -734.052 < inf | logz: -738.687 +/- 0.211 | dlogz: 495.178 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 168 | eff(%): 26.786 | loglstar: -inf < -730.225 < inf | logz: -735.887 +/- 0.231 | dlogz: 494.138 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 170 | eff(%): 27.059 | loglstar: -inf < -729.785 < inf | logz: -734.686 +/- 0.213 | dlogz: 491.327 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 27.485 | loglstar: -inf < -729.173 < inf | logz: -733.899 +/- 0.204 | dlogz: 490.117 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 172 | eff(%): 27.907 | loglstar: -inf < -722.990 < inf | logz: -728.758 +/- 0.238 | dlogz: 489.319 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 28.324 | loglstar: -inf < -717.707 < inf | logz: -723.483 +/- 0.239 | dlogz: 484.169 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 28.736 | loglstar: -inf < -713.316 < inf | logz: -719.087 +/- 0.237 | dlogz: 478.884 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 176 | eff(%): 28.977 | loglstar: -inf < -700.625 < inf | logz: -706.431 +/- 0.240 | dlogz: 474.478 > 0.109
iter: 52 | bound: 0 | nc: 5 | ncall: 181 | eff(%): 28.729 | loglstar: -inf < -700.277 < inf | logz: -705.209 +/- 0.217 | dlogz: 461.812 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 182 | eff(%): 29.121 | loglstar: -inf < -698.788 < inf | logz: -704.039 +/- 0.212 | dlogz: 460.580 > 0.109
iter: 54 | bound: 0 | nc: 2 | ncall: 184 | eff(%): 29.348 | loglstar: -inf < -698.177 < inf | logz: -703.089 +/- 0.206 | dlogz: 459.400 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 29.730 | loglstar: -inf < -696.406 < inf | logz: -701.780 +/- 0.212 | dlogz: 458.440 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 186 | eff(%): 30.108 | loglstar: -inf < -694.558 < inf | logz: -700.068 +/- 0.219 | dlogz: 457.121 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 187 | eff(%): 30.481 | loglstar: -inf < -690.154 < inf | logz: -695.990 +/- 0.238 | dlogz: 455.399 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 188 | eff(%): 30.851 | loglstar: -inf < -684.780 < inf | logz: -690.646 +/- 0.241 | dlogz: 451.311 > 0.109
iter: 59 | bound: 0 | nc: 2 | ncall: 190 | eff(%): 31.053 | loglstar: -inf < -666.151 < inf | logz: -672.036 +/- 0.242 | dlogz: 445.958 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 191 | eff(%): 31.414 | loglstar: -inf < -659.547 < inf | logz: -665.440 +/- 0.242 | dlogz: 427.337 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 192 | eff(%): 31.771 | loglstar: -inf < -658.271 < inf | logz: -663.731 +/- 0.223 | dlogz: 420.731 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 194 | eff(%): 31.959 | loglstar: -inf < -657.832 < inf | logz: -662.769 +/- 0.211 | dlogz: 419.012 > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 196 | eff(%): 32.143 | loglstar: -inf < -650.512 < inf | logz: -656.435 +/- 0.242 | dlogz: 418.040 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 197 | eff(%): 32.487 | loglstar: -inf < -648.917 < inf | logz: -654.509 +/- 0.226 | dlogz: 411.696 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 198 | eff(%): 32.828 | loglstar: -inf < -647.157 < inf | logz: -652.754 +/- 0.223 | dlogz: 409.761 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 199 | eff(%): 33.166 | loglstar: -inf < -644.722 < inf | logz: -650.484 +/- 0.229 | dlogz: 407.996 > 0.109
iter: 67 | bound: 0 | nc: 2 | ncall: 201 | eff(%): 33.333 | loglstar: -inf < -639.869 < inf | logz: -645.816 +/- 0.241 | dlogz: 405.716 > 0.109
iter: 68 | bound: 0 | nc: 2 | ncall: 203 | eff(%): 33.498 | loglstar: -inf < -639.743 < inf | logz: -644.693 +/- 0.219 | dlogz: 401.038 > 0.109
iter: 69 | bound: 0 | nc: 2 | ncall: 205 | eff(%): 33.659 | loglstar: -inf < -638.712 < inf | logz: -643.838 +/- 0.211 | dlogz: 399.904 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 33.981 | loglstar: -inf < -636.469 < inf | logz: -642.157 +/- 0.223 | dlogz: 399.040 > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 34.300 | loglstar: -inf < -630.978 < inf | logz: -636.973 +/- 0.243 | dlogz: 397.349 > 0.109
iter: 72 | bound: 0 | nc: 3 | ncall: 210 | eff(%): 34.286 | loglstar: -inf < -628.845 < inf | logz: -634.645 +/- 0.231 | dlogz: 392.155 > 0.109
iter: 73 | bound: 0 | nc: 3 | ncall: 213 | eff(%): 34.272 | loglstar: -inf < -627.586 < inf | logz: -633.117 +/- 0.222 | dlogz: 389.818 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 214 | eff(%): 34.579 | loglstar: -inf < -625.587 < inf | logz: -631.314 +/- 0.225 | dlogz: 388.279 > 0.109
iter: 75 | bound: 0 | nc: 2 | ncall: 216 | eff(%): 34.722 | loglstar: -inf < -621.345 < inf | logz: -627.356 +/- 0.241 | dlogz: 386.466 > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 219 | eff(%): 34.703 | loglstar: -inf < -621.074 < inf | logz: -626.189 +/- 0.221 | dlogz: 382.498 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 220 | eff(%): 35.000 | loglstar: -inf < -619.827 < inf | logz: -625.183 +/- 0.215 | dlogz: 381.321 > 0.109
iter: 78 | bound: 0 | nc: 3 | ncall: 223 | eff(%): 34.978 | loglstar: -inf < -615.165 < inf | logz: -621.211 +/- 0.242 | dlogz: 380.306 > 0.109
iter: 79 | bound: 0 | nc: 3 | ncall: 226 | eff(%): 34.956 | loglstar: -inf < -613.502 < inf | logz: -619.259 +/- 0.229 | dlogz: 376.324 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 227 | eff(%): 35.242 | loglstar: -inf < -613.454 < inf | logz: -618.358 +/- 0.216 | dlogz: 374.362 > 0.109
iter: 81 | bound: 0 | nc: 3 | ncall: 230 | eff(%): 35.217 | loglstar: -inf < -604.913 < inf | logz: -611.017 +/- 0.246 | dlogz: 373.450 > 0.109
iter: 82 | bound: 0 | nc: 4 | ncall: 234 | eff(%): 35.043 | loglstar: -inf < -603.249 < inf | logz: -609.041 +/- 0.230 | dlogz: 366.099 > 0.109
iter: 83 | bound: 0 | nc: 7 | ncall: 241 | eff(%): 34.440 | loglstar: -inf < -601.368 < inf | logz: -607.181 +/- 0.228 | dlogz: 364.113 > 0.109
iter: 84 | bound: 0 | nc: 3 | ncall: 244 | eff(%): 34.426 | loglstar: -inf < -601.271 < inf | logz: -606.255 +/- 0.216 | dlogz: 362.244 > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 247 | eff(%): 34.413 | loglstar: -inf < -600.090 < inf | logz: -605.407 +/- 0.212 | dlogz: 361.308 > 0.109
iter: 86 | bound: 0 | nc: 6 | ncall: 253 | eff(%): 33.992 | loglstar: -inf < -598.352 < inf | logz: -604.047 +/- 0.220 | dlogz: 360.450 > 0.109
iter: 87 | bound: 0 | nc: 3 | ncall: 256 | eff(%): 33.984 | loglstar: -inf < -597.951 < inf | logz: -603.107 +/- 0.213 | dlogz: 359.080 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 257 | eff(%): 34.241 | loglstar: -inf < -597.658 < inf | logz: -602.494 +/- 0.207 | dlogz: 358.130 > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 259 | eff(%): 34.363 | loglstar: -inf < -591.387 < inf | logz: -597.562 +/- 0.247 | dlogz: 357.507 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 261 | eff(%): 34.483 | loglstar: -inf < -589.776 < inf | logz: -595.631 +/- 0.231 | dlogz: 352.565 > 0.109
iter: 91 | bound: 0 | nc: 3 | ncall: 264 | eff(%): 34.470 | loglstar: -inf < -589.126 < inf | logz: -594.513 +/- 0.220 | dlogz: 350.624 > 0.109
iter: 92 | bound: 0 | nc: 3 | ncall: 267 | eff(%): 34.457 | loglstar: -inf < -588.034 < inf | logz: -593.504 +/- 0.216 | dlogz: 349.496 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 268 | eff(%): 34.701 | loglstar: -inf < -586.264 < inf | logz: -592.061 +/- 0.223 | dlogz: 348.478 > 0.109
iter: 94 | bound: 0 | nc: 4 | ncall: 272 | eff(%): 34.559 | loglstar: -inf < -586.164 < inf | logz: -591.202 +/- 0.215 | dlogz: 347.024 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 273 | eff(%): 34.799 | loglstar: -inf < -582.556 < inf | logz: -588.688 +/- 0.239 | dlogz: 346.155 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 274 | eff(%): 35.036 | loglstar: -inf < -578.723 < inf | logz: -584.932 +/- 0.245 | dlogz: 343.632 > 0.109
iter: 97 | bound: 0 | nc: 4 | ncall: 278 | eff(%): 34.892 | loglstar: -inf < -577.002 < inf | logz: -582.952 +/- 0.233 | dlogz: 339.865 > 0.109
iter: 98 | bound: 0 | nc: 3 | ncall: 281 | eff(%): 34.875 | loglstar: -inf < -576.756 < inf | logz: -581.978 +/- 0.220 | dlogz: 337.876 > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 282 | eff(%): 35.106 | loglstar: -inf < -576.726 < inf | logz: -581.446 +/- 0.211 | dlogz: 336.891 > 0.109
iter: 100 | bound: 0 | nc: 1 | ncall: 283 | eff(%): 35.336 | loglstar: -inf < -575.296 < inf | logz: -580.716 +/- 0.211 | dlogz: 336.349 > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 285 | eff(%): 35.439 | loglstar: -inf < -571.282 < inf | logz: -577.525 +/- 0.244 | dlogz: 335.610 > 0.109
iter: 102 | bound: 0 | nc: 3 | ncall: 288 | eff(%): 35.417 | loglstar: -inf < -567.347 < inf | logz: -573.621 +/- 0.247 | dlogz: 332.409 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 289 | eff(%): 35.640 | loglstar: -inf < -565.501 < inf | logz: -571.544 +/- 0.235 | dlogz: 328.494 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 290 | eff(%): 35.862 | loglstar: -inf < -564.157 < inf | logz: -570.014 +/- 0.228 | dlogz: 326.408 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 291 | eff(%): 36.082 | loglstar: -inf < -563.706 < inf | logz: -569.066 +/- 0.219 | dlogz: 324.868 > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 292 | eff(%): 36.301 | loglstar: -inf < -560.823 < inf | logz: -566.988 +/- 0.236 | dlogz: 323.910 > 0.109
iter: 107 | bound: 0 | nc: 2 | ncall: 294 | eff(%): 36.395 | loglstar: -inf < -558.661 < inf | logz: -564.796 +/- 0.237 | dlogz: 321.822 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 295 | eff(%): 36.610 | loglstar: -inf < -557.618 < inf | logz: -563.404 +/- 0.227 | dlogz: 319.620 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 296 | eff(%): 36.824 | loglstar: -inf < -554.873 < inf | logz: -561.090 +/- 0.239 | dlogz: 318.218 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 297 | eff(%): 37.037 | loglstar: -inf < -554.222 < inf | logz: -559.852 +/- 0.226 | dlogz: 315.894 > 0.109
iter: 111 | bound: 0 | nc: 10 | ncall: 307 | eff(%): 36.156 | loglstar: -inf < -552.872 < inf | logz: -558.676 +/- 0.224 | dlogz: 314.646 > 0.109
iter: 112 | bound: 0 | nc: 6 | ncall: 313 | eff(%): 35.783 | loglstar: -inf < -551.730 < inf | logz: -557.498 +/- 0.223 | dlogz: 313.460 > 0.109
iter: 113 | bound: 0 | nc: 5 | ncall: 318 | eff(%): 35.535 | loglstar: -inf < -551.427 < inf | logz: -556.699 +/- 0.217 | dlogz: 312.272 > 0.109
iter: 114 | bound: 0 | nc: 2 | ncall: 320 | eff(%): 35.625 | loglstar: -inf < -550.951 < inf | logz: -556.102 +/- 0.212 | dlogz: 311.463 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 321 | eff(%): 35.826 | loglstar: -inf < -550.865 < inf | logz: -555.648 +/- 0.207 | dlogz: 310.856 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 322 | eff(%): 36.025 | loglstar: -inf < -544.852 < inf | logz: -551.290 +/- 0.251 | dlogz: 310.392 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 325 | eff(%): 36.000 | loglstar: -inf < -544.655 < inf | logz: -550.138 +/- 0.230 | dlogz: 306.024 > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 326 | eff(%): 36.196 | loglstar: -inf < -541.142 < inf | logz: -547.510 +/- 0.245 | dlogz: 304.862 > 0.109
iter: 119 | bound: 0 | nc: 2 | ncall: 328 | eff(%): 36.280 | loglstar: -inf < -540.046 < inf | logz: -545.993 +/- 0.232 | dlogz: 302.224 > 0.109
iter: 120 | bound: 0 | nc: 1 | ncall: 329 | eff(%): 36.474 | loglstar: -inf < -539.641 < inf | logz: -545.097 +/- 0.223 | dlogz: 300.697 > 0.109
iter: 121 | bound: 0 | nc: 2 | ncall: 331 | eff(%): 36.556 | loglstar: -inf < -536.838 < inf | logz: -543.131 +/- 0.238 | dlogz: 299.792 > 0.109
iter: 122 | bound: 0 | nc: 6 | ncall: 337 | eff(%): 36.202 | loglstar: -inf < -536.422 < inf | logz: -542.025 +/- 0.227 | dlogz: 297.815 > 0.109
iter: 123 | bound: 0 | nc: 3 | ncall: 340 | eff(%): 36.176 | loglstar: -inf < -531.110 < inf | logz: -537.615 +/- 0.253 | dlogz: 296.700 > 0.109
iter: 124 | bound: 0 | nc: 4 | ncall: 344 | eff(%): 36.047 | loglstar: -inf < -524.475 < inf | logz: -531.004 +/- 0.255 | dlogz: 292.280 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 36.232 | loglstar: -inf < -522.450 < inf | logz: -528.756 +/- 0.242 | dlogz: 285.659 > 0.109
iter: 126 | bound: 0 | nc: 3 | ncall: 348 | eff(%): 36.207 | loglstar: -inf < -522.282 < inf | logz: -527.760 +/- 0.228 | dlogz: 283.401 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 349 | eff(%): 36.390 | loglstar: -inf < -522.093 < inf | logz: -527.202 +/- 0.219 | dlogz: 282.395 > 0.109
iter: 128 | bound: 0 | nc: 7 | ncall: 356 | eff(%): 35.955 | loglstar: -inf < -520.692 < inf | logz: -526.427 +/- 0.219 | dlogz: 281.827 > 0.109
iter: 129 | bound: 0 | nc: 2 | ncall: 358 | eff(%): 36.034 | loglstar: -inf < -519.657 < inf | logz: -525.458 +/- 0.220 | dlogz: 281.042 > 0.109
iter: 130 | bound: 0 | nc: 4 | ncall: 362 | eff(%): 35.912 | loglstar: -inf < -516.745 < inf | logz: -523.176 +/- 0.242 | dlogz: 280.063 > 0.109
iter: 131 | bound: 0 | nc: 2 | ncall: 364 | eff(%): 35.989 | loglstar: -inf < -516.733 < inf | logz: -522.184 +/- 0.229 | dlogz: 277.771 > 0.109
iter: 132 | bound: 0 | nc: 5 | ncall: 369 | eff(%): 35.772 | loglstar: -inf < -515.308 < inf | logz: -521.223 +/- 0.226 | dlogz: 276.769 > 0.109
iter: 133 | bound: 0 | nc: 1 | ncall: 370 | eff(%): 35.946 | loglstar: -inf < -515.042 < inf | logz: -520.463 +/- 0.220 | dlogz: 275.798 > 0.109
iter: 134 | bound: 0 | nc: 3 | ncall: 373 | eff(%): 35.925 | loglstar: -inf < -514.084 < inf | logz: -519.733 +/- 0.218 | dlogz: 275.029 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 374 | eff(%): 36.096 | loglstar: -inf < -511.625 < inf | logz: -517.992 +/- 0.237 | dlogz: 274.289 > 0.109
iter: 136 | bound: 0 | nc: 4 | ncall: 378 | eff(%): 35.979 | loglstar: -inf < -511.393 < inf | logz: -516.998 +/- 0.227 | dlogz: 326.513 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 380 | eff(%): 36.053 | loglstar: -inf < -505.780 < inf | logz: -512.427 +/- 0.256 | dlogz: 325.509 > 0.109
iter: 138 | bound: 0 | nc: 6 | ncall: 386 | eff(%): 35.751 | loglstar: -inf < -502.250 < inf | logz: -508.864 +/- 0.253 | dlogz: 320.928 > 0.109
iter: 139 | bound: 0 | nc: 3 | ncall: 389 | eff(%): 35.733 | loglstar: -inf < -501.353 < inf | logz: -507.423 +/- 0.236 | dlogz: 317.355 > 0.109
iter: 140 | bound: 0 | nc: 4 | ncall: 393 | eff(%): 35.623 | loglstar: -inf < -500.542 < inf | logz: -506.413 +/- 0.229 | dlogz: 315.903 > 0.109
iter: 141 | bound: 0 | nc: 2 | ncall: 395 | eff(%): 35.696 | loglstar: -inf < -500.392 < inf | logz: -505.749 +/- 0.221 | dlogz: 314.884 > 0.109
iter: 142 | bound: 0 | nc: 1 | ncall: 396 | eff(%): 35.859 | loglstar: -inf < -498.874 < inf | logz: -504.859 +/- 0.224 | dlogz: 314.210 > 0.109
iter: 143 | bound: 0 | nc: 3 | ncall: 399 | eff(%): 35.840 | loglstar: -inf < -497.912 < inf | logz: -503.854 +/- 0.225 | dlogz: 313.310 > 0.109
iter: 144 | bound: 0 | nc: 1 | ncall: 400 | eff(%): 36.000 | loglstar: -inf < -497.639 < inf | logz: -503.136 +/- 0.220 | dlogz: 312.295 > 0.109
iter: 145 | bound: 0 | nc: 3 | ncall: 403 | eff(%): 35.980 | loglstar: -inf < -497.080 < inf | logz: -502.552 +/- 0.217 | dlogz: 311.567 > 0.109
iter: 146 | bound: 0 | nc: 6 | ncall: 409 | eff(%): 35.697 | loglstar: -inf < -496.388 < inf | logz: -501.946 +/- 0.216 | dlogz: 310.974 > 0.109
iter: 147 | bound: 0 | nc: 2 | ncall: 411 | eff(%): 35.766 | loglstar: -inf < -493.021 < inf | logz: -499.643 +/- 0.246 | dlogz: 310.357 > 0.109
iter: 148 | bound: 0 | nc: 2 | ncall: 413 | eff(%): 35.835 | loglstar: -inf < -492.933 < inf | logz: -498.613 +/- 0.233 | dlogz: 308.044 > 0.109
iter: 149 | bound: 0 | nc: 7 | ncall: 420 | eff(%): 35.476 | loglstar: -inf < -492.657 < inf | logz: -498.041 +/- 0.224 | dlogz: 307.004 > 0.109
iter: 150 | bound: 0 | nc: 5 | ncall: 425 | eff(%): 35.294 | loglstar: -inf < -491.514 < inf | logz: -497.342 +/- 0.222 | dlogz: 306.423 > 0.109
iter: 151 | bound: 0 | nc: 2 | ncall: 427 | eff(%): 35.363 | loglstar: -inf < -491.507 < inf | logz: -496.777 +/- 0.218 | dlogz: 305.713 > 0.109
iter: 152 | bound: 0 | nc: 6 | ncall: 433 | eff(%): 35.104 | loglstar: -inf < -491.286 < inf | logz: -496.384 +/- 0.213 | dlogz: 305.139 > 0.109
iter: 153 | bound: 0 | nc: 15 | ncall: 448 | eff(%): 34.152 | loglstar: -inf < -490.844 < inf | logz: -496.008 +/- 0.210 | dlogz: 304.736 > 0.109
iter: 154 | bound: 0 | nc: 4 | ncall: 452 | eff(%): 34.071 | loglstar: -inf < -490.745 < inf | logz: -495.674 +/- 0.208 | dlogz: 304.350 > 0.109
iter: 155 | bound: 0 | nc: 2 | ncall: 454 | eff(%): 34.141 | loglstar: -inf < -488.224 < inf | logz: -494.580 +/- 0.227 | dlogz: 304.005 > 0.109
iter: 156 | bound: 0 | nc: 5 | ncall: 459 | eff(%): 33.987 | loglstar: -inf < -487.680 < inf | logz: -493.601 +/- 0.226 | dlogz: 302.901 > 0.109
iter: 157 | bound: 0 | nc: 1 | ncall: 460 | eff(%): 34.130 | loglstar: -inf < -487.554 < inf | logz: -492.995 +/- 0.221 | dlogz: 301.913 > 0.109
iter: 158 | bound: 0 | nc: 9 | ncall: 469 | eff(%): 33.689 | loglstar: -inf < -485.400 < inf | logz: -491.800 +/- 0.233 | dlogz: 301.296 > 0.109
iter: 159 | bound: 0 | nc: 2 | ncall: 471 | eff(%): 33.758 | loglstar: -inf < -485.271 < inf | logz: -490.957 +/- 0.227 | dlogz: 300.092 > 0.109
iter: 160 | bound: 0 | nc: 2 | ncall: 473 | eff(%): 33.827 | loglstar: -inf < -480.200 < inf | logz: -487.064 +/- 0.259 | dlogz: 299.239 > 0.109
iter: 161 | bound: 0 | nc: 5 | ncall: 478 | eff(%): 33.682 | loglstar: -inf < -479.593 < inf | logz: -485.746 +/- 0.240 | dlogz: 295.335 > 0.109
iter: 162 | bound: 0 | nc: 3 | ncall: 481 | eff(%): 33.680 | loglstar: -inf < -477.404 < inf | logz: -484.013 +/- 0.244 | dlogz: 294.008 > 0.109
iter: 163 | bound: 0 | nc: 2 | ncall: 483 | eff(%): 33.747 | loglstar: -inf < -477.096 < inf | logz: -483.009 +/- 0.234 | dlogz: 292.265 > 0.109
iter: 164 | bound: 0 | nc: 2 | ncall: 485 | eff(%): 33.814 | loglstar: -inf < -476.850 < inf | logz: -482.408 +/- 0.226 | dlogz: 291.251 > 0.109
iter: 165 | bound: 0 | nc: 6 | ncall: 491 | eff(%): 33.605 | loglstar: -inf < -476.298 < inf | logz: -481.885 +/- 0.221 | dlogz: 290.640 > 0.109
iter: 166 | bound: 0 | nc: 2 | ncall: 493 | eff(%): 33.671 | loglstar: -inf < -472.086 < inf | logz: -478.965 +/- 0.255 | dlogz: 290.107 > 0.109
iter: 167 | bound: 0 | nc: 4 | ncall: 497 | eff(%): 33.602 | loglstar: -inf < -471.146 < inf | logz: -477.510 +/- 0.242 | dlogz: 287.178 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 499 | eff(%): 33.667 | loglstar: -inf < -469.418 < inf | logz: -475.981 +/- 0.242 | dlogz: 285.713 > 0.109
iter: 169 | bound: 0 | nc: 3 | ncall: 502 | eff(%): 33.665 | loglstar: -inf < -468.893 < inf | logz: -474.961 +/- 0.234 | dlogz: 284.173 > 0.109
iter: 170 | bound: 0 | nc: 4 | ncall: 506 | eff(%): 33.597 | loglstar: -inf < -468.614 < inf | logz: -474.307 +/- 0.227 | dlogz: 283.143 > 0.109
iter: 171 | bound: 0 | nc: 7 | ncall: 513 | eff(%): 33.333 | loglstar: -inf < -468.548 < inf | logz: -473.862 +/- 0.222 | dlogz: 282.479 > 0.109
iter: 172 | bound: 0 | nc: 1 | ncall: 514 | eff(%): 33.463 | loglstar: -inf < -468.412 < inf | logz: -473.530 +/- 0.217 | dlogz: 282.025 > 0.109
iter: 173 | bound: 0 | nc: 6 | ncall: 520 | eff(%): 33.269 | loglstar: -inf < -467.898 < inf | logz: -473.194 +/- 0.214 | dlogz: 281.683 > 0.109
iter: 174 | bound: 0 | nc: 3 | ncall: 523 | eff(%): 33.270 | loglstar: -inf < -467.853 < inf | logz: -472.886 +/- 0.211 | dlogz: 281.337 > 0.109
iter: 175 | bound: 0 | nc: 3 | ncall: 526 | eff(%): 33.270 | loglstar: -inf < -467.667 < inf | logz: -472.626 +/- 0.209 | dlogz: 281.018 > 0.109
iter: 176 | bound: 0 | nc: 1 | ncall: 527 | eff(%): 33.397 | loglstar: -inf < -467.407 < inf | logz: -472.376 +/- 0.206 | dlogz: 280.749 > 0.109
iter: 177 | bound: 0 | nc: 8 | ncall: 535 | eff(%): 33.084 | loglstar: -inf < -467.275 < inf | logz: -472.141 +/- 0.205 | dlogz: 280.489 > 0.109
iter: 178 | bound: 0 | nc: 2 | ncall: 537 | eff(%): 33.147 | loglstar: -inf < -467.176 < inf | logz: -471.932 +/- 0.203 | dlogz: 280.244 > 0.109
iter: 179 | bound: 0 | nc: 3 | ncall: 540 | eff(%): 33.148 | loglstar: -inf < -466.108 < inf | logz: -471.608 +/- 0.204 | dlogz: 280.025 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 542 | eff(%): 33.210 | loglstar: -inf < -464.161 < inf | logz: -470.640 +/- 0.225 | dlogz: 279.691 > 0.109
iter: 181 | bound: 0 | nc: 2 | ncall: 544 | eff(%): 33.272 | loglstar: -inf < -463.038 < inf | logz: -469.480 +/- 0.233 | dlogz: 278.712 > 0.109
iter: 182 | bound: 0 | nc: 1 | ncall: 545 | eff(%): 33.394 | loglstar: -inf < -462.839 < inf | logz: -468.720 +/- 0.229 | dlogz: 277.543 > 0.109
iter: 183 | bound: 0 | nc: 3 | ncall: 548 | eff(%): 33.394 | loglstar: -inf < -461.815 < inf | logz: -467.979 +/- 0.229 | dlogz: 276.773 > 0.109
iter: 184 | bound: 0 | nc: 10 | ncall: 558 | eff(%): 32.975 | loglstar: -inf < -461.379 < inf | logz: -467.301 +/- 0.226 | dlogz: 276.022 > 0.109
iter: 185 | bound: 0 | nc: 3 | ncall: 561 | eff(%): 32.977 | loglstar: -inf < -461.317 < inf | logz: -466.824 +/- 0.223 | dlogz: 275.334 > 0.109
iter: 186 | bound: 0 | nc: 2 | ncall: 563 | eff(%): 33.037 | loglstar: -inf < -460.504 < inf | logz: -466.335 +/- 0.221 | dlogz: 274.847 > 0.109
iter: 187 | bound: 0 | nc: 9 | ncall: 572 | eff(%): 32.692 | loglstar: -inf < -456.460 < inf | logz: -463.538 +/- 0.258 | dlogz: 274.349 > 0.109
iter: 188 | bound: 0 | nc: 8 | ncall: 580 | eff(%): 32.414 | loglstar: -inf < -455.673 < inf | logz: -462.172 +/- 0.245 | dlogz: 271.542 > 0.109
iter: 189 | bound: 0 | nc: 7 | ncall: 587 | eff(%): 32.198 | loglstar: -inf < -454.372 < inf | logz: -460.958 +/- 0.242 | dlogz: 270.166 > 0.109
iter: 190 | bound: 0 | nc: 7 | ncall: 594 | eff(%): 31.987 | loglstar: -inf < -454.109 < inf | logz: -460.143 +/- 0.235 | dlogz: 268.941 > 0.109
iter: 191 | bound: 0 | nc: 1 | ncall: 595 | eff(%): 32.101 | loglstar: -inf < -452.829 < inf | logz: -459.254 +/- 0.235 | dlogz: 268.117 > 0.109
iter: 192 | bound: 0 | nc: 1 | ncall: 596 | eff(%): 32.215 | loglstar: -inf < -451.469 < inf | logz: -458.079 +/- 0.239 | dlogz: 267.217 > 0.109
iter: 193 | bound: 0 | nc: 1 | ncall: 597 | eff(%): 32.328 | loglstar: -inf < -450.932 < inf | logz: -457.173 +/- 0.235 | dlogz: 266.033 > 0.109
iter: 194 | bound: 0 | nc: 6 | ncall: 603 | eff(%): 32.172 | loglstar: -inf < -450.159 < inf | logz: -456.394 +/- 0.232 | dlogz: 265.116 > 0.109
iter: 195 | bound: 0 | nc: 4 | ncall: 607 | eff(%): 32.125 | loglstar: -inf < -449.071 < inf | logz: -455.496 +/- 0.234 | dlogz: 264.327 > 0.109
iter: 196 | bound: 0 | nc: 9 | ncall: 616 | eff(%): 31.818 | loglstar: -inf < -448.859 < inf | logz: -454.812 +/- 0.230 | dlogz: 263.419 > 0.109
iter: 197 | bound: 0 | nc: 3 | ncall: 619 | eff(%): 31.826 | loglstar: -inf < -448.575 < inf | logz: -454.323 +/- 0.226 | dlogz: 262.726 > 0.109
iter: 198 | bound: 0 | nc: 4 | ncall: 623 | eff(%): 31.782 | loglstar: -inf < -448.118 < inf | logz: -453.876 +/- 0.223 | dlogz: 262.226 > 0.109
iter: 199 | bound: 0 | nc: 9 | ncall: 632 | eff(%): 31.487 | loglstar: -inf < -447.750 < inf | logz: -453.447 +/- 0.221 | dlogz: 261.769 > 0.109
iter: 200 | bound: 0 | nc: 1 | ncall: 633 | eff(%): 31.596 | loglstar: -inf < -446.886 < inf | logz: -452.924 +/- 0.222 | dlogz: 261.331 > 0.109
iter: 201 | bound: 0 | nc: 3 | ncall: 636 | eff(%): 31.604 | loglstar: -inf < -446.716 < inf | logz: -452.442 +/- 0.221 | dlogz: 260.798 > 0.109
iter: 202 | bound: 0 | nc: 12 | ncall: 648 | eff(%): 31.173 | loglstar: -inf < -446.379 < inf | logz: -452.041 +/- 0.220 | dlogz: 260.306 > 0.109
iter: 203 | bound: 0 | nc: 3 | ncall: 651 | eff(%): 31.183 | loglstar: -inf < -444.945 < inf | logz: -451.352 +/- 0.226 | dlogz: 259.895 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 652 | eff(%): 31.288 | loglstar: -inf < -444.288 < inf | logz: -450.579 +/- 0.229 | dlogz: 259.196 > 0.109
iter: 205 | bound: 0 | nc: 2 | ncall: 654 | eff(%): 31.346 | loglstar: -inf < -443.276 < inf | logz: -449.739 +/- 0.233 | dlogz: 258.413 > 0.109
iter: 206 | bound: 0 | nc: 3 | ncall: 657 | eff(%): 31.355 | loglstar: -inf < -442.887 < inf | logz: -449.035 +/- 0.231 | dlogz: 257.563 > 0.109
iter: 207 | bound: 0 | nc: 3 | ncall: 660 | eff(%): 31.364 | loglstar: -inf < -442.763 < inf | logz: -448.543 +/- 0.228 | dlogz: 256.849 > 0.109
iter: 208 | bound: 0 | nc: 5 | ncall: 665 | eff(%): 31.278 | loglstar: -inf < -438.931 < inf | logz: -446.179 +/- 0.259 | dlogz: 256.347 > 0.109
iter: 209 | bound: 0 | nc: 2 | ncall: 667 | eff(%): 31.334 | loglstar: -inf < -437.867 < inf | logz: -444.692 +/- 0.250 | dlogz: 253.973 > 0.109
iter: 210 | bound: 0 | nc: 4 | ncall: 671 | eff(%): 31.297 | loglstar: -inf < -437.452 < inf | logz: -443.803 +/- 0.241 | dlogz: 252.476 > 0.109
iter: 211 | bound: 0 | nc: 3 | ncall: 674 | eff(%): 31.306 | loglstar: -inf < -436.813 < inf | logz: -443.102 +/- 0.236 | dlogz: 251.577 > 0.109
iter: 212 | bound: 0 | nc: 1 | ncall: 675 | eff(%): 31.407 | loglstar: -inf < -436.098 < inf | logz: -442.412 +/- 0.234 | dlogz: 250.866 > 0.109
iter: 213 | bound: 0 | nc: 1 | ncall: 676 | eff(%): 31.509 | loglstar: -inf < -435.633 < inf | logz: -441.791 +/- 0.232 | dlogz: 250.166 > 0.109
iter: 214 | bound: 0 | nc: 2 | ncall: 678 | eff(%): 31.563 | loglstar: -inf < -435.265 < inf | logz: -441.268 +/- 0.229 | dlogz: 249.536 > 0.109
iter: 215 | bound: 0 | nc: 5 | ncall: 683 | eff(%): 31.479 | loglstar: -inf < -434.928 < inf | logz: -440.816 +/- 0.226 | dlogz: 249.003 > 0.109
iter: 216 | bound: 0 | nc: 14 | ncall: 697 | eff(%): 30.990 | loglstar: -inf < -434.629 < inf | logz: -440.415 +/- 0.224 | dlogz: 248.540 > 0.109
iter: 217 | bound: 0 | nc: 4 | ncall: 701 | eff(%): 30.956 | loglstar: -inf < -433.928 < inf | logz: -439.966 +/- 0.224 | dlogz: 248.129 > 0.109
iter: 218 | bound: 0 | nc: 4 | ncall: 705 | eff(%): 30.922 | loglstar: -inf < -433.748 < inf | logz: -439.543 +/- 0.223 | dlogz: 253.350 > 0.109
iter: 219 | bound: 0 | nc: 20 | ncall: 725 | eff(%): 30.207 | loglstar: -inf < -430.484 < inf | logz: -437.743 +/- 0.254 | dlogz: 252.918 > 0.109
iter: 220 | bound: 0 | nc: 9 | ncall: 734 | eff(%): 29.973 | loglstar: -inf < -430.280 < inf | logz: -436.723 +/- 0.245 | dlogz: 251.108 > 0.109
iter: 221 | bound: 0 | nc: 6 | ncall: 740 | eff(%): 29.865 | loglstar: -inf < -428.140 < inf | logz: -435.262 +/- 0.252 | dlogz: 250.078 > 0.109
iter: 222 | bound: 0 | nc: 1 | ncall: 741 | eff(%): 29.960 | loglstar: -inf < -428.109 < inf | logz: -434.394 +/- 0.243 | dlogz: 248.607 > 0.109
iter: 223 | bound: 0 | nc: 3 | ncall: 744 | eff(%): 29.973 | loglstar: -inf < -427.682 < inf | logz: -433.841 +/- 0.237 | dlogz: 247.729 > 0.109
iter: 224 | bound: 0 | nc: 4 | ncall: 748 | eff(%): 29.947 | loglstar: -inf < -427.448 < inf | logz: -433.386 +/- 0.232 | dlogz: 247.166 > 0.109
iter: 225 | bound: 0 | nc: 10 | ncall: 758 | eff(%): 29.683 | loglstar: -inf < -427.039 < inf | logz: -432.976 +/- 0.229 | dlogz: 246.701 > 0.109
iter: 226 | bound: 0 | nc: 4 | ncall: 762 | eff(%): 29.659 | loglstar: -inf < -427.004 < inf | logz: -432.635 +/- 0.226 | dlogz: 246.281 > 0.109
iter: 227 | bound: 0 | nc: 2 | ncall: 764 | eff(%): 29.712 | loglstar: -inf < -424.328 < inf | logz: -431.452 +/- 0.245 | dlogz: 245.930 > 0.109
iter: 228 | bound: 0 | nc: 2 | ncall: 766 | eff(%): 29.765 | loglstar: -inf < -423.932 < inf | logz: -430.498 +/- 0.242 | dlogz: 244.737 > 0.109
iter: 229 | bound: 0 | nc: 1 | ncall: 767 | eff(%): 29.857 | loglstar: -inf < -423.585 < inf | logz: -429.867 +/- 0.238 | dlogz: 243.773 > 0.109
iter: 230 | bound: 0 | nc: 9 | ncall: 776 | eff(%): 29.639 | loglstar: -inf < -423.263 < inf | logz: -429.369 +/- 0.234 | dlogz: 243.132 > 0.109
iter: 231 | bound: 0 | nc: 13 | ncall: 789 | eff(%): 29.278 | loglstar: -inf < -422.969 < inf | logz: -428.945 +/- 0.230 | dlogz: 242.624 > 0.109
iter: 232 | bound: 0 | nc: 27 | ncall: 816 | eff(%): 28.431 | loglstar: -inf < -422.684 < inf | logz: -428.569 +/- 0.228 | dlogz: 242.191 > 0.109
iter: 233 | bound: 0 | nc: 1 | ncall: 817 | eff(%): 28.519 | loglstar: -inf < -421.979 < inf | logz: -428.141 +/- 0.227 | dlogz: 241.805 > 0.109
iter: 234 | bound: 0 | nc: 1 | ncall: 818 | eff(%): 28.606 | loglstar: -inf < -421.968 < inf | logz: -427.759 +/- 0.226 | dlogz: 241.366 > 0.109
iter: 235 | bound: 0 | nc: 21 | ncall: 839 | eff(%): 28.010 | loglstar: -inf < -421.910 < inf | logz: -427.477 +/- 0.223 | dlogz: 240.974 > 0.109
iter: 236 | bound: 0 | nc: 12 | ncall: 851 | eff(%): 27.732 | loglstar: -inf < -419.369 < inf | logz: -426.480 +/- 0.241 | dlogz: 240.683 > 0.109
iter: 237 | bound: 0 | nc: 9 | ncall: 860 | eff(%): 27.558 | loglstar: -inf < -418.738 < inf | logz: -425.499 +/- 0.243 | dlogz: 239.675 > 0.109
iter: 238 | bound: 0 | nc: 8 | ncall: 868 | eff(%): 27.419 | loglstar: -inf < -417.477 < inf | logz: -424.458 +/- 0.245 | dlogz: 238.684 > 0.109
iter: 239 | bound: 0 | nc: 8 | ncall: 876 | eff(%): 27.283 | loglstar: -inf < -416.680 < inf | logz: -423.500 +/- 0.244 | dlogz: 237.634 > 0.109
iter: 240 | bound: 0 | nc: 14 | ncall: 890 | eff(%): 26.966 | loglstar: -inf < -416.065 < inf | logz: -422.713 +/- 0.242 | dlogz: 236.666 > 0.109
iter: 241 | bound: 0 | nc: 6 | ncall: 896 | eff(%): 26.897 | loglstar: -inf < -413.307 < inf | logz: -420.784 +/- 0.261 | dlogz: 235.868 > 0.109
iter: 242 | bound: 0 | nc: 8 | ncall: 904 | eff(%): 26.770 | loglstar: -inf < -412.141 < inf | logz: -419.315 +/- 0.255 | dlogz: 233.930 > 0.109
iter: 243 | bound: 0 | nc: 3 | ncall: 907 | eff(%): 26.792 | loglstar: -inf < -411.873 < inf | logz: -418.464 +/- 0.247 | dlogz: 232.451 > 0.109
iter: 244 | bound: 0 | nc: 8 | ncall: 915 | eff(%): 26.667 | loglstar: -inf < -411.760 < inf | logz: -417.945 +/- 0.241 | dlogz: 231.590 > 0.109
iter: 245 | bound: 0 | nc: 7 | ncall: 922 | eff(%): 26.573 | loglstar: -inf < -411.503 < inf | logz: -417.549 +/- 0.236 | dlogz: 231.061 > 0.109
iter: 246 | bound: 0 | nc: 2 | ncall: 924 | eff(%): 26.623 | loglstar: -inf < -411.501 < inf | logz: -417.237 +/- 0.232 | dlogz: 230.655 > 0.109
iter: 247 | bound: 0 | nc: 13 | ncall: 937 | eff(%): 26.361 | loglstar: -inf < -411.155 < inf | logz: -416.959 +/- 0.229 | dlogz: 230.333 > 0.109
iter: 248 | bound: 0 | nc: 7 | ncall: 944 | eff(%): 26.271 | loglstar: -inf < -409.750 < inf | logz: -416.421 +/- 0.232 | dlogz: 230.045 > 0.109
iter: 249 | bound: 0 | nc: 5 | ncall: 949 | eff(%): 26.238 | loglstar: -inf < -407.213 < inf | logz: -414.713 +/- 0.257 | dlogz: 229.497 > 0.109
iter: 250 | bound: 0 | nc: 8 | ncall: 957 | eff(%): 26.123 | loglstar: -inf < -406.931 < inf | logz: -413.702 +/- 0.250 | dlogz: 227.779 > 0.109
iter: 251 | bound: 0 | nc: 21 | ncall: 978 | eff(%): 25.665 | loglstar: -inf < -405.995 < inf | logz: -412.881 +/- 0.247 | dlogz: 226.759 > 0.109
iter: 252 | bound: 0 | nc: 14 | ncall: 992 | eff(%): 25.403 | loglstar: -inf < -405.855 < inf | logz: -412.262 +/- 0.242 | dlogz: 225.927 > 0.109
iter: 253 | bound: 0 | nc: 1 | ncall: 993 | eff(%): 25.478 | loglstar: -inf < -405.849 < inf | logz: -411.863 +/- 0.237 | dlogz: 225.298 > 0.109
iter: 254 | bound: 0 | nc: 2 | ncall: 995 | eff(%): 25.528 | loglstar: -inf < -405.557 < inf | logz: -411.539 +/- 0.234 | dlogz: 224.889 > 0.109
iter: 255 | bound: 0 | nc: 3 | ncall: 998 | eff(%): 25.551 | loglstar: -inf < -404.577 < inf | logz: -411.086 +/- 0.233 | dlogz: 224.556 > 0.109
iter: 256 | bound: 0 | nc: 2 | ncall: 1000 | eff(%): 25.600 | loglstar: -inf < -404.144 < inf | logz: -410.574 +/- 0.233 | dlogz: 224.092 > 0.109
iter: 257 | bound: 0 | nc: 1 | ncall: 1001 | eff(%): 25.674 | loglstar: -inf < -402.091 < inf | logz: -409.439 +/- 0.249 | dlogz: 223.571 > 0.109
iter: 258 | bound: 0 | nc: 10 | ncall: 1011 | eff(%): 25.519 | loglstar: -inf < -401.649 < inf | logz: -408.513 +/- 0.247 | dlogz: 222.425 > 0.109
iter: 259 | bound: 0 | nc: 13 | ncall: 1024 | eff(%): 25.293 | loglstar: -inf < -400.175 < inf | logz: -407.431 +/- 0.251 | dlogz: 221.490 > 0.109
iter: 260 | bound: 0 | nc: 28 | ncall: 1052 | eff(%): 24.715 | loglstar: -inf < -400.056 < inf | logz: -406.673 +/- 0.246 | dlogz: 220.397 > 0.109
iter: 261 | bound: 0 | nc: 5 | ncall: 1057 | eff(%): 24.693 | loglstar: -inf < -399.696 < inf | logz: -406.156 +/- 0.242 | dlogz: 219.630 > 0.109
iter: 262 | bound: 0 | nc: 1 | ncall: 1058 | eff(%): 24.764 | loglstar: -inf < -399.591 < inf | logz: -405.752 +/- 0.238 | dlogz: 219.103 > 0.109
iter: 263 | bound: 0 | nc: 53 | ncall: 1111 | eff(%): 23.672 | loglstar: -inf < -399.281 < inf | logz: -405.409 +/- 0.235 | dlogz: 218.689 > 0.109
iter: 264 | bound: 0 | nc: 8 | ncall: 1119 | eff(%): 23.592 | loglstar: -inf < -398.678 < inf | logz: -405.025 +/- 0.233 | dlogz: 218.336 > 0.109
iter: 265 | bound: 0 | nc: 10 | ncall: 1129 | eff(%): 23.472 | loglstar: -inf < -398.317 < inf | logz: -404.621 +/- 0.232 | dlogz: 217.942 > 0.109
iter: 266 | bound: 0 | nc: 24 | ncall: 1153 | eff(%): 23.070 | loglstar: -inf < -397.653 < inf | logz: -404.170 +/- 0.233 | dlogz: 217.528 > 0.109
iter: 267 | bound: 0 | nc: 3 | ncall: 1156 | eff(%): 23.097 | loglstar: -inf < -397.566 < inf | logz: -403.767 +/- 0.232 | dlogz: 217.067 > 0.109
iter: 268 | bound: 0 | nc: 3 | ncall: 1159 | eff(%): 23.123 | loglstar: -inf < -397.324 < inf | logz: -403.438 +/- 0.231 | dlogz: 216.654 > 0.109
iter: 269 | bound: 0 | nc: 3 | ncall: 1162 | eff(%): 23.150 | loglstar: -inf < -397.101 < inf | logz: -403.138 +/- 0.229 | dlogz: 216.315 > 0.109
iter: 270 | bound: 0 | nc: 7 | ncall: 1169 | eff(%): 23.097 | loglstar: -inf < -395.013 < inf | logz: -402.308 +/- 0.243 | dlogz: 216.005 > 0.109
iter: 271 | bound: 0 | nc: 24 | ncall: 1193 | eff(%): 22.716 | loglstar: -inf < -394.958 < inf | logz: -401.604 +/- 0.243 | dlogz: 215.165 > 0.109
iter: 272 | bound: 0 | nc: 1 | ncall: 1194 | eff(%): 22.781 | loglstar: -inf < -393.687 < inf | logz: -400.828 +/- 0.246 | dlogz: 214.452 > 0.109
iter: 273 | bound: 0 | nc: 1 | ncall: 1195 | eff(%): 22.845 | loglstar: -inf < -392.011 < inf | logz: -399.534 +/- 0.256 | dlogz: 213.665 > 0.109
iter: 274 | bound: 0 | nc: 3 | ncall: 1198 | eff(%): 22.871 | loglstar: -inf < -389.636 < inf | logz: -397.440 +/- 0.268 | dlogz: 212.361 > 0.109
iter: 275 | bound: 0 | nc: 1 | ncall: 1199 | eff(%): 22.936 | loglstar: -inf < -389.441 < inf | logz: -396.425 +/- 0.257 | dlogz: 210.258 > 0.109
iter: 276 | bound: 0 | nc: 5 | ncall: 1204 | eff(%): 22.924 | loglstar: -inf < -388.286 < inf | logz: -395.531 +/- 0.254 | dlogz: 209.233 > 0.109
iter: 277 | bound: 0 | nc: 13 | ncall: 1217 | eff(%): 22.761 | loglstar: -inf < -387.581 < inf | logz: -394.678 +/- 0.251 | dlogz: 208.328 > 0.109
iter: 278 | bound: 0 | nc: 1 | ncall: 1218 | eff(%): 22.824 | loglstar: -inf < -386.211 < inf | logz: -393.622 +/- 0.254 | dlogz: 207.466 > 0.109
iter: 279 | bound: 0 | nc: 21 | ncall: 1239 | eff(%): 22.518 | loglstar: -inf < -385.795 < inf | logz: -392.791 +/- 0.251 | dlogz: 206.399 > 0.109
iter: 280 | bound: 0 | nc: 9 | ncall: 1248 | eff(%): 22.436 | loglstar: -inf < -384.567 < inf | logz: -391.880 +/- 0.252 | dlogz: 205.559 > 0.109
iter: 281 | bound: 0 | nc: 15 | ncall: 1263 | eff(%): 22.249 | loglstar: -inf < -382.581 < inf | logz: -390.313 +/- 0.263 | dlogz: 204.638 > 0.109
iter: 282 | bound: 0 | nc: 11 | ncall: 1274 | eff(%): 22.135 | loglstar: -inf < -381.439 < inf | logz: -388.965 +/- 0.260 | dlogz: 203.061 > 0.109
iter: 283 | bound: 0 | nc: 7 | ncall: 1281 | eff(%): 22.092 | loglstar: -inf < -381.351 < inf | logz: -388.194 +/- 0.253 | dlogz: 201.703 > 0.109
iter: 284 | bound: 0 | nc: 12 | ncall: 1293 | eff(%): 21.964 | loglstar: -inf < -380.992 < inf | logz: -387.678 +/- 0.248 | dlogz: 200.922 > 0.109
iter: 285 | bound: 0 | nc: 3 | ncall: 1296 | eff(%): 21.991 | loglstar: -inf < -379.190 < inf | logz: -386.700 +/- 0.254 | dlogz: 200.396 > 0.109
iter: 286 | bound: 0 | nc: 3 | ncall: 1299 | eff(%): 22.017 | loglstar: -inf < -378.885 < inf | logz: -385.889 +/- 0.251 | dlogz: 199.408 > 0.109
iter: 287 | bound: 0 | nc: 2 | ncall: 1301 | eff(%): 22.060 | loglstar: -inf < -377.153 < inf | logz: -384.756 +/- 0.257 | dlogz: 198.587 > 0.109
iter: 288 | bound: 0 | nc: 3 | ncall: 1304 | eff(%): 22.086 | loglstar: -inf < -376.841 < inf | logz: -383.901 +/- 0.253 | dlogz: 197.444 > 0.109
iter: 289 | bound: 0 | nc: 31 | ncall: 1335 | eff(%): 21.648 | loglstar: -inf < -375.457 < inf | logz: -382.931 +/- 0.255 | dlogz: 196.579 > 0.109
iter: 290 | bound: 0 | nc: 25 | ncall: 1360 | eff(%): 21.324 | loglstar: -inf < -374.908 < inf | logz: -382.080 +/- 0.253 | dlogz: 195.599 > 0.109
iter: 291 | bound: 0 | nc: 1 | ncall: 1361 | eff(%): 21.381 | loglstar: -inf < -374.502 < inf | logz: -381.438 +/- 0.249 | dlogz: 194.738 > 0.109
iter: 292 | bound: 0 | nc: 5 | ncall: 1366 | eff(%): 21.376 | loglstar: -inf < -374.450 < inf | logz: -380.982 +/- 0.245 | dlogz: 194.086 > 0.109
iter: 293 | bound: 0 | nc: 1 | ncall: 1367 | eff(%): 21.434 | loglstar: -inf < -373.005 < inf | logz: -380.301 +/- 0.248 | dlogz: 193.620 > 0.109
iter: 294 | bound: 0 | nc: 26 | ncall: 1393 | eff(%): 21.106 | loglstar: -inf < -372.330 < inf | logz: -379.525 +/- 0.249 | dlogz: 192.930 > 0.109
iter: 295 | bound: 0 | nc: 3 | ncall: 1396 | eff(%): 21.132 | loglstar: -inf < -372.201 < inf | logz: -378.962 +/- 0.247 | dlogz: 192.144 > 0.109
iter: 296 | bound: 0 | nc: 1 | ncall: 1397 | eff(%): 21.188 | loglstar: -inf < -370.897 < inf | logz: -378.238 +/- 0.250 | dlogz: 191.570 > 0.109
iter: 297 | bound: 0 | nc: 13 | ncall: 1410 | eff(%): 21.064 | loglstar: -inf < -370.798 < inf | logz: -377.625 +/- 0.248 | dlogz: 190.836 > 0.109
iter: 298 | bound: 0 | nc: 14 | ncall: 1424 | eff(%): 20.927 | loglstar: -inf < -370.183 < inf | logz: -377.108 +/- 0.246 | dlogz: 190.214 > 0.109
iter: 299 | bound: 0 | nc: 2 | ncall: 1426 | eff(%): 20.968 | loglstar: -inf < -369.906 < inf | logz: -376.636 +/- 0.244 | dlogz: 189.686 > 0.109
iter: 300 | bound: 0 | nc: 15 | ncall: 1441 | eff(%): 20.819 | loglstar: -inf < -369.863 < inf | logz: -376.277 +/- 0.241 | dlogz: 189.205 > 0.109
iter: 301 | bound: 0 | nc: 36 | ncall: 1477 | eff(%): 20.379 | loglstar: -inf < -369.016 < inf | logz: -375.866 +/- 0.241 | dlogz: 188.836 > 0.109
iter: 302 | bound: 0 | nc: 14 | ncall: 1491 | eff(%): 20.255 | loglstar: -inf < -368.889 < inf | logz: -375.461 +/- 0.240 | dlogz: 188.414 > 0.109
iter: 303 | bound: 0 | nc: 12 | ncall: 1503 | eff(%): 20.160 | loglstar: -inf < -368.246 < inf | logz: -375.050 +/- 0.240 | dlogz: 188.000 > 0.109
iter: 304 | bound: 0 | nc: 108 | ncall: 1611 | eff(%): 18.870 | loglstar: -inf < -367.405 < inf | logz: -374.504 +/- 0.243 | dlogz: 187.578 > 0.109
iter: 305 | bound: 0 | nc: 10 | ncall: 1621 | eff(%): 18.816 | loglstar: -inf < -366.883 < inf | logz: -373.926 +/- 0.244 | dlogz: 187.023 > 0.109
iter: 306 | bound: 0 | nc: 11 | ncall: 1632 | eff(%): 18.750 | loglstar: -inf < -366.412 < inf | logz: -373.390 +/- 0.245 | dlogz: 186.435 > 0.109
iter: 307 | bound: 0 | nc: 14 | ncall: 1646 | eff(%): 18.651 | loglstar: -inf < -365.552 < inf | logz: -372.775 +/- 0.247 | dlogz: 185.889 > 0.109
iter: 308 | bound: 0 | nc: 11 | ncall: 1657 | eff(%): 18.588 | loglstar: -inf < -365.290 < inf | logz: -372.224 +/- 0.246 | dlogz: 185.264 > 0.109
iter: 309 | bound: 0 | nc: 15 | ncall: 1672 | eff(%): 18.481 | loglstar: -inf < -364.687 < inf | logz: -371.711 +/- 0.246 | dlogz: 184.703 > 0.109
iter: 310 | bound: 0 | nc: 38 | ncall: 1710 | eff(%): 18.129 | loglstar: -inf < -364.675 < inf | logz: -371.294 +/- 0.244 | dlogz: 184.180 > 0.109
iter: 311 | bound: 0 | nc: 20 | ncall: 1730 | eff(%): 17.977 | loglstar: -inf < -364.541 < inf | logz: -370.984 +/- 0.242 | dlogz: 183.753 > 0.109
iter: 312 | bound: 0 | nc: 20 | ncall: 1750 | eff(%): 17.829 | loglstar: -inf < -363.910 < inf | logz: -370.643 +/- 0.240 | dlogz: 183.433 > 0.109
iter: 313 | bound: 0 | nc: 15 | ncall: 1765 | eff(%): 17.734 | loglstar: -inf < -361.946 < inf | logz: -369.721 +/- 0.254 | dlogz: 183.083 > 0.109
iter: 314 | bound: 0 | nc: 17 | ncall: 1782 | eff(%): 17.621 | loglstar: -inf < -361.150 < inf | logz: -368.734 +/- 0.257 | dlogz: 182.150 > 0.109
iter: 315 | bound: 0 | nc: 12 | ncall: 1794 | eff(%): 17.559 | loglstar: -inf < -360.207 < inf | logz: -367.807 +/- 0.258 | dlogz: 181.153 > 0.109
iter: 316 | bound: 0 | nc: 6 | ncall: 1800 | eff(%): 17.556 | loglstar: -inf < -359.787 < inf | logz: -367.072 +/- 0.256 | dlogz: 180.216 > 0.109
iter: 317 | bound: 0 | nc: 37 | ncall: 1837 | eff(%): 17.256 | loglstar: -inf < -359.549 < inf | logz: -366.538 +/- 0.252 | dlogz: 179.471 > 0.109
iter: 318 | bound: 0 | nc: 6 | ncall: 1843 | eff(%): 17.254 | loglstar: -inf < -359.444 < inf | logz: -366.143 +/- 0.248 | dlogz: 178.927 > 0.109
iter: 319 | bound: 0 | nc: 8 | ncall: 1851 | eff(%): 17.234 | loglstar: -inf < -358.819 < inf | logz: -365.747 +/- 0.246 | dlogz: 178.523 > 0.109
iter: 320 | bound: 0 | nc: 30 | ncall: 1881 | eff(%): 17.012 | loglstar: -inf < -358.545 < inf | logz: -365.349 +/- 0.245 | dlogz: 178.116 > 0.109
iter: 321 | bound: 0 | nc: 30 | ncall: 1911 | eff(%): 16.797 | loglstar: -inf < -358.273 < inf | logz: -364.993 +/- 0.243 | dlogz: 177.708 > 0.109
iter: 322 | bound: 0 | nc: 13 | ncall: 1924 | eff(%): 16.736 | loglstar: -inf < -358.152 < inf | logz: -364.687 +/- 0.242 | dlogz: 177.343 > 0.109
iter: 323 | bound: 0 | nc: 60 | ncall: 1984 | eff(%): 16.280 | loglstar: -inf < -357.604 < inf | logz: -364.366 +/- 0.241 | dlogz: 177.027 > 0.109
iter: 324 | bound: 0 | nc: 24 | ncall: 2008 | eff(%): 16.135 | loglstar: -inf < -357.401 < inf | logz: -364.042 +/- 0.240 | dlogz: 176.696 > 0.109
iter: 325 | bound: 0 | nc: 26 | ncall: 2034 | eff(%): 15.978 | loglstar: -inf < -357.009 < inf | logz: -363.724 +/- 0.240 | dlogz: 176.362 > 0.109
iter: 326 | bound: 0 | nc: 26 | ncall: 2060 | eff(%): 15.825 | loglstar: -inf < -355.550 < inf | logz: -363.108 +/- 0.247 | dlogz: 176.034 > 0.109
iter: 327 | bound: 0 | nc: 21 | ncall: 2081 | eff(%): 15.714 | loglstar: -inf < -355.306 < inf | logz: -362.497 +/- 0.249 | dlogz: 175.408 > 0.109
iter: 328 | bound: 0 | nc: 2 | ncall: 2083 | eff(%): 15.747 | loglstar: -inf < -354.586 < inf | logz: -361.923 +/- 0.250 | dlogz: 174.787 > 0.109
iter: 329 | bound: 0 | nc: 8 | ncall: 2091 | eff(%): 15.734 | loglstar: -inf < -354.363 < inf | logz: -361.420 +/- 0.249 | dlogz: 174.203 > 0.109
iter: 330 | bound: 0 | nc: 21 | ncall: 2112 | eff(%): 15.625 | loglstar: -inf < -353.809 < inf | logz: -360.952 +/- 0.249 | dlogz: 173.690 > 0.109
iter: 331 | bound: 0 | nc: 5 | ncall: 2117 | eff(%): 15.635 | loglstar: -inf < -353.381 < inf | logz: -360.485 +/- 0.248 | dlogz: 173.212 > 0.109
iter: 332 | bound: 0 | nc: 22 | ncall: 2139 | eff(%): 15.521 | loglstar: -inf < -352.870 < inf | logz: -360.018 +/- 0.248 | dlogz: 172.736 > 0.109
iter: 333 | bound: 0 | nc: 2 | ncall: 2141 | eff(%): 15.553 | loglstar: -inf < -352.670 < inf | logz: -359.603 +/- 0.247 | dlogz: 172.258 > 0.109
iter: 334 | bound: 0 | nc: 8 | ncall: 2149 | eff(%): 15.542 | loglstar: -inf < -351.531 < inf | logz: -359.037 +/- 0.250 | dlogz: 171.833 > 0.109
iter: 335 | bound: 0 | nc: 10 | ncall: 2159 | eff(%): 15.516 | loglstar: -inf < -350.639 < inf | logz: -358.287 +/- 0.255 | dlogz: 171.257 > 0.109
iter: 336 | bound: 0 | nc: 49 | ncall: 2208 | eff(%): 15.217 | loglstar: -inf < -350.522 < inf | logz: -357.707 +/- 0.254 | dlogz: 170.498 > 0.109
iter: 337 | bound: 0 | nc: 18 | ncall: 2226 | eff(%): 15.139 | loglstar: -inf < -350.365 < inf | logz: -357.301 +/- 0.251 | dlogz: 169.907 > 0.109
iter: 338 | bound: 0 | nc: 5 | ncall: 2231 | eff(%): 15.150 | loglstar: -inf < -349.742 < inf | logz: -356.889 +/- 0.249 | dlogz: 169.491 > 0.109
iter: 339 | bound: 0 | nc: 1 | ncall: 2232 | eff(%): 15.188 | loglstar: -inf < -348.195 < inf | logz: -356.082 +/- 0.257 | dlogz: 169.069 > 0.109
iter: 340 | bound: 0 | nc: 30 | ncall: 2262 | eff(%): 15.031 | loglstar: -inf < -347.884 < inf | logz: -355.355 +/- 0.257 | dlogz: 168.253 > 0.109
iter: 341 | bound: 0 | nc: 2 | ncall: 2264 | eff(%): 15.062 | loglstar: -inf < -347.466 < inf | logz: -354.799 +/- 0.255 | dlogz: 167.516 > 0.109
iter: 342 | bound: 0 | nc: 17 | ncall: 2281 | eff(%): 14.993 | loglstar: -inf < -346.703 < inf | logz: -354.211 +/- 0.255 | dlogz: 166.950 > 0.109
iter: 343 | bound: 0 | nc: 25 | ncall: 2306 | eff(%): 14.874 | loglstar: -inf < -346.675 < inf | logz: -353.736 +/- 0.253 | dlogz: 166.352 > 0.109
iter: 344 | bound: 0 | nc: 7 | ncall: 2313 | eff(%): 14.872 | loglstar: -inf < -345.488 < inf | logz: -353.141 +/- 0.255 | dlogz: 165.866 > 0.109
iter: 345 | bound: 0 | nc: 30 | ncall: 2343 | eff(%): 14.725 | loglstar: -inf < -345.399 < inf | logz: -352.603 +/- 0.254 | dlogz: 165.262 > 0.109
iter: 346 | bound: 0 | nc: 8 | ncall: 2351 | eff(%): 14.717 | loglstar: -inf < -344.793 < inf | logz: -352.127 +/- 0.253 | dlogz: 164.714 > 0.109
iter: 347 | bound: 0 | nc: 22 | ncall: 2373 | eff(%): 14.623 | loglstar: -inf < -344.733 < inf | logz: -351.722 +/- 0.251 | dlogz: 164.229 > 0.109
iter: 348 | bound: 0 | nc: 15 | ncall: 2388 | eff(%): 14.573 | loglstar: -inf < -343.881 < inf | logz: -351.272 +/- 0.251 | dlogz: 163.813 > 0.109
iter: 349 | bound: 0 | nc: 9 | ncall: 2397 | eff(%): 14.560 | loglstar: -inf < -342.831 < inf | logz: -350.594 +/- 0.256 | dlogz: 163.353 > 0.109
iter: 350 | bound: 0 | nc: 21 | ncall: 2418 | eff(%): 14.475 | loglstar: -inf < -341.774 < inf | logz: -349.718 +/- 0.261 | dlogz: 162.665 > 0.109
iter: 351 | bound: 0 | nc: 20 | ncall: 2438 | eff(%): 14.397 | loglstar: -inf < -341.152 < inf | logz: -348.917 +/- 0.262 | dlogz: 161.779 > 0.109
iter: 352 | bound: 0 | nc: 9 | ncall: 2447 | eff(%): 14.385 | loglstar: -inf < -341.078 < inf | logz: -348.365 +/- 0.258 | dlogz: 160.969 > 0.109
iter: 353 | bound: 0 | nc: 33 | ncall: 2480 | eff(%): 14.234 | loglstar: -inf < -341.065 < inf | logz: -348.001 +/- 0.255 | dlogz: 160.406 > 0.109
iter: 354 | bound: 0 | nc: 16 | ncall: 2496 | eff(%): 14.183 | loglstar: -inf < -340.441 < inf | logz: -347.640 +/- 0.253 | dlogz: 160.033 > 0.109
iter: 355 | bound: 0 | nc: 24 | ncall: 2520 | eff(%): 14.087 | loglstar: -inf < -340.084 < inf | logz: -347.251 +/- 0.251 | dlogz: 159.661 > 0.109
iter: 356 | bound: 0 | nc: 25 | ncall: 2545 | eff(%): 13.988 | loglstar: -inf < -340.044 < inf | logz: -346.927 +/- 0.249 | dlogz: 159.263 > 0.109
iter: 357 | bound: 0 | nc: 2 | ncall: 2547 | eff(%): 14.016 | loglstar: -inf < -339.522 < inf | logz: -346.608 +/- 0.248 | dlogz: 158.929 > 0.109
iter: 358 | bound: 0 | nc: 19 | ncall: 2566 | eff(%): 13.952 | loglstar: -inf < -338.657 < inf | logz: -346.156 +/- 0.250 | dlogz: 158.600 > 0.109
iter: 359 | bound: 0 | nc: 27 | ncall: 2593 | eff(%): 13.845 | loglstar: -inf < -338.647 < inf | logz: -345.744 +/- 0.250 | dlogz: 158.138 > 0.109
iter: 360 | bound: 0 | nc: 73 | ncall: 2666 | eff(%): 13.503 | loglstar: -inf < -338.170 < inf | logz: -345.380 +/- 0.250 | dlogz: 169.102 > 0.109
iter: 361 | bound: 0 | nc: 30 | ncall: 2696 | eff(%): 13.390 | loglstar: -inf < -337.900 < inf | logz: -345.022 +/- 0.249 | dlogz: 168.728 > 0.109
iter: 362 | bound: 0 | nc: 10 | ncall: 2706 | eff(%): 13.378 | loglstar: -inf < -336.926 < inf | logz: -344.542 +/- 0.252 | dlogz: 168.360 > 0.109
iter: 363 | bound: 0 | nc: 4 | ncall: 2710 | eff(%): 13.395 | loglstar: -inf < -336.480 < inf | logz: -344.010 +/- 0.254 | dlogz: 167.870 > 0.109
iter: 364 | bound: 0 | nc: 15 | ncall: 2725 | eff(%): 13.358 | loglstar: -inf < -336.413 < inf | logz: -343.594 +/- 0.253 | dlogz: 167.328 > 0.109
iter: 365 | bound: 0 | nc: 13 | ncall: 2738 | eff(%): 13.331 | loglstar: -inf < -336.347 < inf | logz: -343.287 +/- 0.251 | dlogz: 166.903 > 0.109
iter: 366 | bound: 0 | nc: 7 | ncall: 2745 | eff(%): 13.333 | loglstar: -inf < -335.743 < inf | logz: -342.963 +/- 0.250 | dlogz: 166.586 > 0.109
iter: 367 | bound: 0 | nc: 30 | ncall: 2775 | eff(%): 13.225 | loglstar: -inf < -334.946 < inf | logz: -342.511 +/- 0.252 | dlogz: 166.251 > 0.109
iter: 368 | bound: 0 | nc: 13 | ncall: 2788 | eff(%): 13.199 | loglstar: -inf < -334.945 < inf | logz: -342.109 +/- 0.252 | dlogz: 165.790 > 0.109
iter: 369 | bound: 0 | nc: 25 | ncall: 2813 | eff(%): 13.118 | loglstar: -inf < -334.871 < inf | logz: -341.815 +/- 0.250 | dlogz: 165.377 > 0.109
iter: 370 | bound: 0 | nc: 3 | ncall: 2816 | eff(%): 13.139 | loglstar: -inf < -334.860 < inf | logz: -341.582 +/- 0.248 | dlogz: 165.074 > 0.109
iter: 371 | bound: 0 | nc: 30 | ncall: 2846 | eff(%): 13.036 | loglstar: -inf < -334.351 < inf | logz: -341.338 +/- 0.247 | dlogz: 164.831 > 0.109
iter: 372 | bound: 0 | nc: 17 | ncall: 2863 | eff(%): 12.993 | loglstar: -inf < -332.530 < inf | logz: -340.666 +/- 0.257 | dlogz: 164.577 > 0.109
iter: 373 | bound: 0 | nc: 13 | ncall: 2876 | eff(%): 12.969 | loglstar: -inf < -332.298 < inf | logz: -340.002 +/- 0.259 | dlogz: 163.895 > 0.109
iter: 374 | bound: 0 | nc: 17 | ncall: 2893 | eff(%): 12.928 | loglstar: -inf < -332.094 < inf | logz: -339.533 +/- 0.258 | dlogz: 163.220 > 0.109
iter: 375 | bound: 0 | nc: 65 | ncall: 2958 | eff(%): 12.677 | loglstar: -inf < -331.243 < inf | logz: -339.014 +/- 0.259 | dlogz: 162.742 > 0.109
iter: 376 | bound: 0 | nc: 21 | ncall: 2979 | eff(%): 12.622 | loglstar: -inf < -330.698 < inf | logz: -338.445 +/- 0.259 | dlogz: 162.213 > 0.109
iter: 377 | bound: 0 | nc: 23 | ncall: 3002 | eff(%): 12.558 | loglstar: -inf < -330.298 < inf | logz: -337.928 +/- 0.259 | dlogz: 161.634 > 0.109
iter: 378 | bound: 0 | nc: 150 | ncall: 3152 | eff(%): 11.992 | loglstar: -inf < -329.754 < inf | logz: -337.426 +/- 0.259 | dlogz: 161.107 > 0.109
iter: 379 | bound: 0 | nc: 22 | ncall: 3174 | eff(%): 11.941 | loglstar: -inf < -329.453 < inf | logz: -336.968 +/- 0.258 | dlogz: 160.595 > 0.109
iter: 380 | bound: 0 | nc: 7 | ncall: 3181 | eff(%): 11.946 | loglstar: -inf < -324.711 < inf | logz: -333.741 +/- 0.295 | dlogz: 160.127 > 0.109
iter: 381 | bound: 0 | nc: 13 | ncall: 3194 | eff(%): 11.929 | loglstar: -inf < -324.689 < inf | logz: -332.674 +/- 0.280 | dlogz: 156.890 > 0.109
iter: 382 | bound: 0 | nc: 17 | ncall: 3211 | eff(%): 11.897 | loglstar: -inf < -324.630 < inf | logz: -332.158 +/- 0.272 | dlogz: 155.814 > 0.109
iter: 383 | bound: 0 | nc: 13 | ncall: 3224 | eff(%): 11.880 | loglstar: -inf < -324.464 < inf | logz: -331.787 +/- 0.266 | dlogz: 155.287 > 0.109
iter: 384 | bound: 0 | nc: 10 | ncall: 3234 | eff(%): 11.874 | loglstar: -inf < -324.378 < inf | logz: -331.489 +/- 0.262 | dlogz: 154.906 > 0.109
iter: 385 | bound: 0 | nc: 3 | ncall: 3237 | eff(%): 11.894 | loglstar: -inf < -320.921 < inf | logz: -329.812 +/- 0.284 | dlogz: 154.599 > 0.109
iter: 386 | bound: 0 | nc: 70 | ncall: 3307 | eff(%): 11.672 | loglstar: -inf < -320.761 < inf | logz: -328.820 +/- 0.276 | dlogz: 152.912 > 0.109
iter: 387 | bound: 0 | nc: 12 | ncall: 3319 | eff(%): 11.660 | loglstar: -inf < -320.230 < inf | logz: -328.174 +/- 0.271 | dlogz: 151.910 > 0.109
iter: 388 | bound: 0 | nc: 13 | ncall: 3332 | eff(%): 11.645 | loglstar: -inf < -319.900 < inf | logz: -327.638 +/- 0.267 | dlogz: 151.254 > 0.109
iter: 389 | bound: 0 | nc: 5 | ncall: 3337 | eff(%): 11.657 | loglstar: -inf < -319.385 < inf | logz: -327.144 +/- 0.264 | dlogz: 150.708 > 0.109
iter: 390 | bound: 0 | nc: 89 | ncall: 3426 | eff(%): 11.384 | loglstar: -inf < -319.340 < inf | logz: -326.742 +/- 0.261 | dlogz: 150.204 > 0.109
iter: 391 | bound: 0 | nc: 12 | ncall: 3438 | eff(%): 11.373 | loglstar: -inf < -319.314 < inf | logz: -326.450 +/- 0.258 | dlogz: 149.792 > 0.109
iter: 392 | bound: 0 | nc: 140 | ncall: 3578 | eff(%): 10.956 | loglstar: -inf < -319.255 < inf | logz: -326.217 +/- 0.256 | dlogz: 149.490 > 0.109
iter: 393 | bound: 0 | nc: 53 | ncall: 3631 | eff(%): 10.823 | loglstar: -inf < -318.559 < inf | logz: -325.941 +/- 0.254 | dlogz: 149.247 > 0.109
iter: 394 | bound: 0 | nc: 17 | ncall: 3648 | eff(%): 10.800 | loglstar: -inf < -318.500 < inf | logz: -325.657 +/- 0.253 | dlogz: 148.961 > 0.109
iter: 395 | bound: 0 | nc: 26 | ncall: 3674 | eff(%): 10.751 | loglstar: -inf < -317.659 < inf | logz: -325.308 +/- 0.254 | dlogz: 148.667 > 0.109
iter: 396 | bound: 0 | nc: 7 | ncall: 3681 | eff(%): 10.758 | loglstar: -inf < -317.340 < inf | logz: -324.913 +/- 0.255 | dlogz: 148.308 > 0.109
iter: 397 | bound: 0 | nc: 4 | ncall: 3685 | eff(%): 10.773 | loglstar: -inf < -317.226 < inf | logz: -324.579 +/- 0.254 | dlogz: 147.903 > 0.109
iter: 398 | bound: 0 | nc: 19 | ncall: 3704 | eff(%): 10.745 | loglstar: -inf < -316.308 < inf | logz: -324.159 +/- 0.256 | dlogz: 147.559 > 0.109
iter: 399 | bound: 0 | nc: 7 | ncall: 3711 | eff(%): 10.752 | loglstar: -inf < -315.811 < inf | logz: -323.664 +/- 0.258 | dlogz: 147.129 > 0.109
iter: 400 | bound: 0 | nc: 2 | ncall: 3713 | eff(%): 10.773 | loglstar: -inf < -315.726 < inf | logz: -323.257 +/- 0.258 | dlogz: 146.624 > 0.109
iter: 401 | bound: 0 | nc: 44 | ncall: 3757 | eff(%): 10.673 | loglstar: -inf < -314.888 < inf | logz: -322.805 +/- 0.259 | dlogz: 146.207 > 0.109
iter: 402 | bound: 0 | nc: 11 | ncall: 3768 | eff(%): 10.669 | loglstar: -inf < -313.706 < inf | logz: -322.077 +/- 0.266 | dlogz: 145.745 > 0.109
iter: 403 | bound: 0 | nc: 10 | ncall: 3778 | eff(%): 10.667 | loglstar: -inf < -313.198 < inf | logz: -321.363 +/- 0.268 | dlogz: 145.008 > 0.109
iter: 404 | bound: 0 | nc: 1 | ncall: 3779 | eff(%): 10.691 | loglstar: -inf < -312.789 < inf | logz: -320.780 +/- 0.267 | dlogz: 144.283 > 0.109
iter: 405 | bound: 0 | nc: 29 | ncall: 3808 | eff(%): 10.636 | loglstar: -inf < -311.745 < inf | logz: -320.083 +/- 0.269 | dlogz: 143.691 > 0.109
iter: 406 | bound: 0 | nc: 73 | ncall: 3881 | eff(%): 10.461 | loglstar: -inf < -311.673 < inf | logz: -319.516 +/- 0.267 | dlogz: 142.983 > 0.109
iter: 407 | bound: 0 | nc: 119 | ncall: 4000 | eff(%): 10.175 | loglstar: -inf < -310.907 < inf | logz: -318.986 +/- 0.266 | dlogz: 142.406 > 0.109
iter: 408 | bound: 0 | nc: 21 | ncall: 4021 | eff(%): 10.147 | loglstar: -inf < -310.827 < inf | logz: -318.528 +/- 0.265 | dlogz: 141.866 > 0.109
iter: 409 | bound: 0 | nc: 27 | ncall: 4048 | eff(%): 10.104 | loglstar: -inf < -310.564 < inf | logz: -318.168 +/- 0.262 | dlogz: 141.399 > 0.109
iter: 410 | bound: 0 | nc: 8 | ncall: 4056 | eff(%): 10.108 | loglstar: -inf < -309.347 < inf | logz: -317.612 +/- 0.265 | dlogz: 141.028 > 0.109
iter: 411 | bound: 0 | nc: 33 | ncall: 4089 | eff(%): 10.051 | loglstar: -inf < -309.043 < inf | logz: -317.043 +/- 0.266 | dlogz: 140.463 > 0.109
iter: 412 | bound: 0 | nc: 25 | ncall: 4114 | eff(%): 10.015 | loglstar: -inf < -308.784 < inf | logz: -316.594 +/- 0.264 | dlogz: 139.884 > 0.109
iter: 413 | bound: 0 | nc: 44 | ncall: 4158 | eff(%): 9.933 | loglstar: -inf < -308.219 < inf | logz: -316.150 +/- 0.264 | dlogz: 139.425 > 0.109
iter: 414 | bound: 1 | nc: 11 | ncall: 4169 | eff(%): 9.930 | loglstar: -inf < -307.993 < inf | logz: -315.738 +/- 0.263 | dlogz: 138.971 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 4208 | eff(%): 9.862 | loglstar: -inf < -305.949 < inf | logz: -314.775 +/- 0.275 | dlogz: 138.549 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 4247 | eff(%): 9.795 | loglstar: -inf < -305.245 < inf | logz: -313.805 +/- 0.276 | dlogz: 137.576 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 4286 | eff(%): 9.729 | loglstar: -inf < -304.214 < inf | logz: -312.863 +/- 0.277 | dlogz: 136.596 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 4325 | eff(%): 9.665 | loglstar: -inf < -303.644 < inf | logz: -312.059 +/- 0.276 | dlogz: 135.644 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 4364 | eff(%): 9.601 | loglstar: -inf < -302.659 < inf | logz: -311.233 +/- 0.276 | dlogz: 134.831 > 0.109
iter: 420 | bound: 1 | nc: 39 | ncall: 4403 | eff(%): 9.539 | loglstar: -inf < -302.487 < inf | logz: -310.598 +/- 0.273 | dlogz: 133.994 > 0.109
iter: 421 | bound: 1 | nc: 39 | ncall: 4442 | eff(%): 9.478 | loglstar: -inf < -301.988 < inf | logz: -310.086 +/- 0.271 | dlogz: 133.350 > 0.109
iter: 422 | bound: 1 | nc: 39 | ncall: 4481 | eff(%): 9.418 | loglstar: -inf < -301.455 < inf | logz: -309.575 +/- 0.269 | dlogz: 132.828 > 0.109
iter: 423 | bound: 1 | nc: 39 | ncall: 4520 | eff(%): 9.358 | loglstar: -inf < -301.286 < inf | logz: -309.140 +/- 0.267 | dlogz: 132.306 > 0.109
iter: 424 | bound: 1 | nc: 39 | ncall: 4559 | eff(%): 9.300 | loglstar: -inf < -301.007 < inf | logz: -308.775 +/- 0.265 | dlogz: 131.861 > 0.109
iter: 425 | bound: 1 | nc: 39 | ncall: 4598 | eff(%): 9.243 | loglstar: -inf < -299.629 < inf | logz: -308.157 +/- 0.269 | dlogz: 131.487 > 0.109
iter: 426 | bound: 1 | nc: 39 | ncall: 4637 | eff(%): 9.187 | loglstar: -inf < -298.377 < inf | logz: -307.186 +/- 0.277 | dlogz: 130.858 > 0.109
iter: 427 | bound: 1 | nc: 39 | ncall: 4676 | eff(%): 9.132 | loglstar: -inf < -296.892 < inf | logz: -305.908 +/- 0.284 | dlogz: 129.878 > 0.109
iter: 428 | bound: 1 | nc: 39 | ncall: 4715 | eff(%): 9.077 | loglstar: -inf < -296.726 < inf | logz: -305.089 +/- 0.279 | dlogz: 128.590 > 0.109
iter: 429 | bound: 1 | nc: 39 | ncall: 4754 | eff(%): 9.024 | loglstar: -inf < -296.726 < inf | logz: -304.615 +/- 0.274 | dlogz: 127.760 > 0.109
iter: 430 | bound: 1 | nc: 39 | ncall: 4793 | eff(%): 8.971 | loglstar: -inf < -296.255 < inf | logz: -304.222 +/- 0.271 | dlogz: 127.277 > 0.109
iter: 431 | bound: 1 | nc: 39 | ncall: 4832 | eff(%): 8.920 | loglstar: -inf < -295.844 < inf | logz: -303.819 +/- 0.268 | dlogz: 126.874 > 0.109
iter: 432 | bound: 1 | nc: 39 | ncall: 4871 | eff(%): 8.869 | loglstar: -inf < -295.844 < inf | logz: -303.483 +/- 0.266 | dlogz: 126.461 > 0.109
iter: 433 | bound: 1 | nc: 39 | ncall: 4910 | eff(%): 8.819 | loglstar: -inf < -295.709 < inf | logz: -303.221 +/- 0.264 | dlogz: 126.115 > 0.109
iter: 434 | bound: 1 | nc: 39 | ncall: 4949 | eff(%): 8.769 | loglstar: -inf < -295.232 < inf | logz: -302.945 +/- 0.262 | dlogz: 125.843 > 0.109
iter: 435 | bound: 1 | nc: 39 | ncall: 4988 | eff(%): 8.721 | loglstar: -inf < -293.612 < inf | logz: -302.307 +/- 0.269 | dlogz: 125.557 > 0.109
iter: 436 | bound: 1 | nc: 39 | ncall: 5027 | eff(%): 8.673 | loglstar: -inf < -293.435 < inf | logz: -301.689 +/- 0.271 | dlogz: 124.909 > 0.109
iter: 437 | bound: 1 | nc: 39 | ncall: 5066 | eff(%): 8.626 | loglstar: -inf < -293.295 < inf | logz: -301.261 +/- 0.269 | dlogz: 124.281 > 0.109
iter: 438 | bound: 1 | nc: 39 | ncall: 5105 | eff(%): 8.580 | loglstar: -inf < -290.664 < inf | logz: -299.940 +/- 0.287 | dlogz: 123.843 > 0.109
iter: 439 | bound: 1 | nc: 39 | ncall: 5144 | eff(%): 8.534 | loglstar: -inf < -290.664 < inf | logz: -299.079 +/- 0.282 | dlogz: 122.512 > 0.109
iter: 440 | bound: 1 | nc: 39 | ncall: 5183 | eff(%): 8.489 | loglstar: -inf < -290.165 < inf | logz: -298.519 +/- 0.277 | dlogz: 121.640 > 0.109
iter: 441 | bound: 1 | nc: 39 | ncall: 5222 | eff(%): 8.445 | loglstar: -inf < -290.005 < inf | logz: -298.066 +/- 0.274 | dlogz: 121.071 > 0.109
iter: 442 | bound: 1 | nc: 39 | ncall: 5261 | eff(%): 8.401 | loglstar: -inf < -289.786 < inf | logz: -297.703 +/- 0.271 | dlogz: 120.608 > 0.109
iter: 443 | bound: 1 | nc: 39 | ncall: 5300 | eff(%): 8.358 | loglstar: -inf < -288.800 < inf | logz: -297.224 +/- 0.271 | dlogz: 120.235 > 0.109
iter: 444 | bound: 1 | nc: 39 | ncall: 5339 | eff(%): 8.316 | loglstar: -inf < -288.113 < inf | logz: -296.625 +/- 0.272 | dlogz: 119.746 > 0.109
iter: 445 | bound: 1 | nc: 39 | ncall: 5378 | eff(%): 8.274 | loglstar: -inf < -288.033 < inf | logz: -296.144 +/- 0.271 | dlogz: 119.137 > 0.109
iter: 446 | bound: 1 | nc: 39 | ncall: 5417 | eff(%): 8.233 | loglstar: -inf < -288.033 < inf | logz: -295.809 +/- 0.269 | dlogz: 118.646 > 0.109
iter: 447 | bound: 1 | nc: 39 | ncall: 5456 | eff(%): 8.193 | loglstar: -inf < -288.033 < inf | logz: -295.559 +/- 0.266 | dlogz: 118.301 > 0.109
iter: 448 | bound: 1 | nc: 39 | ncall: 5495 | eff(%): 8.153 | loglstar: -inf < -288.033 < inf | logz: -295.358 +/- 0.264 | dlogz: 118.041 > 0.109
iter: 449 | bound: 1 | nc: 39 | ncall: 5534 | eff(%): 8.113 | loglstar: -inf < -287.880 < inf | logz: -295.186 +/- 0.262 | dlogz: 117.830 > 0.109
iter: 450 | bound: 1 | nc: 39 | ncall: 5573 | eff(%): 8.075 | loglstar: -inf < -286.775 < inf | logz: -294.893 +/- 0.262 | dlogz: 117.648 > 0.109
iter: 451 | bound: 1 | nc: 39 | ncall: 5612 | eff(%): 8.036 | loglstar: -inf < -286.246 < inf | logz: -294.482 +/- 0.264 | dlogz: 117.345 > 0.109
iter: 452 | bound: 1 | nc: 39 | ncall: 5651 | eff(%): 7.999 | loglstar: -inf < -286.246 < inf | logz: -294.129 +/- 0.264 | dlogz: 116.924 > 0.109
iter: 453 | bound: 1 | nc: 39 | ncall: 5690 | eff(%): 7.961 | loglstar: -inf < -286.075 < inf | logz: -293.851 +/- 0.263 | dlogz: 116.560 > 0.109
iter: 454 | bound: 1 | nc: 39 | ncall: 5729 | eff(%): 7.925 | loglstar: -inf < -285.491 < inf | logz: -293.542 +/- 0.263 | dlogz: 116.273 > 0.109
iter: 455 | bound: 1 | nc: 39 | ncall: 5768 | eff(%): 7.888 | loglstar: -inf < -285.444 < inf | logz: -293.244 +/- 0.263 | dlogz: 115.954 > 0.109
iter: 456 | bound: 1 | nc: 39 | ncall: 5807 | eff(%): 7.853 | loglstar: -inf < -284.813 < inf | logz: -292.925 +/- 0.263 | dlogz: 115.646 > 0.109
iter: 457 | bound: 1 | nc: 39 | ncall: 5846 | eff(%): 7.817 | loglstar: -inf < -284.593 < inf | logz: -292.591 +/- 0.264 | dlogz: 115.317 > 0.109
iter: 458 | bound: 1 | nc: 39 | ncall: 5885 | eff(%): 7.782 | loglstar: -inf < -284.419 < inf | logz: -292.297 +/- 0.263 | dlogz: 114.973 > 0.109
iter: 459 | bound: 1 | nc: 39 | ncall: 5924 | eff(%): 7.748 | loglstar: -inf < -283.676 < inf | logz: -291.943 +/- 0.265 | dlogz: 114.669 > 0.109
iter: 460 | bound: 1 | nc: 39 | ncall: 5963 | eff(%): 7.714 | loglstar: -inf < -283.676 < inf | logz: -291.604 +/- 0.265 | dlogz: 114.305 > 0.109
iter: 461 | bound: 1 | nc: 39 | ncall: 6002 | eff(%): 7.681 | loglstar: -inf < -283.676 < inf | logz: -291.351 +/- 0.264 | dlogz: 113.956 > 0.109
iter: 462 | bound: 1 | nc: 39 | ncall: 6041 | eff(%): 7.648 | loglstar: -inf < -283.676 < inf | logz: -291.149 +/- 0.262 | dlogz: 113.693 > 0.109
iter: 463 | bound: 1 | nc: 39 | ncall: 6080 | eff(%): 7.615 | loglstar: -inf < -282.668 < inf | logz: -290.866 +/- 0.263 | dlogz: 113.481 > 0.109
iter: 464 | bound: 1 | nc: 39 | ncall: 6119 | eff(%): 7.583 | loglstar: -inf < -282.551 < inf | logz: -290.543 +/- 0.263 | dlogz: 113.187 > 0.109
iter: 465 | bound: 1 | nc: 39 | ncall: 6158 | eff(%): 7.551 | loglstar: -inf < -282.551 < inf | logz: -290.287 +/- 0.263 | dlogz: 112.855 > 0.109
iter: 466 | bound: 1 | nc: 39 | ncall: 6197 | eff(%): 7.520 | loglstar: -inf < -282.099 < inf | logz: -290.037 +/- 0.263 | dlogz: 112.589 > 0.109
iter: 467 | bound: 1 | nc: 39 | ncall: 6236 | eff(%): 7.489 | loglstar: -inf < -282.099 < inf | logz: -289.797 +/- 0.262 | dlogz: 112.328 > 0.109
iter: 468 | bound: 1 | nc: 39 | ncall: 6275 | eff(%): 7.458 | loglstar: -inf < -281.617 < inf | logz: -289.555 +/- 0.262 | dlogz: 112.079 > 0.109
iter: 469 | bound: 1 | nc: 39 | ncall: 6314 | eff(%): 7.428 | loglstar: -inf < -280.941 < inf | logz: -289.226 +/- 0.263 | dlogz: 111.827 > 0.109
iter: 470 | bound: 1 | nc: 39 | ncall: 6353 | eff(%): 7.398 | loglstar: -inf < -280.655 < inf | logz: -288.868 +/- 0.265 | dlogz: 111.487 > 0.109
iter: 471 | bound: 1 | nc: 39 | ncall: 6392 | eff(%): 7.369 | loglstar: -inf < -280.616 < inf | logz: -288.571 +/- 0.265 | dlogz: 111.120 > 0.109
iter: 472 | bound: 1 | nc: 39 | ncall: 6431 | eff(%): 7.339 | loglstar: -inf < -280.582 < inf | logz: -288.337 +/- 0.264 | dlogz: 110.813 > 0.109
iter: 473 | bound: 1 | nc: 39 | ncall: 6470 | eff(%): 7.311 | loglstar: -inf < -279.385 < inf | logz: -287.963 +/- 0.267 | dlogz: 110.569 > 0.109
iter: 474 | bound: 1 | nc: 39 | ncall: 6509 | eff(%): 7.282 | loglstar: -inf < -278.562 < inf | logz: -287.387 +/- 0.272 | dlogz: 110.185 > 0.109
iter: 475 | bound: 1 | nc: 39 | ncall: 6548 | eff(%): 7.254 | loglstar: -inf < -278.432 < inf | logz: -286.890 +/- 0.273 | dlogz: 109.599 > 0.109
iter: 476 | bound: 1 | nc: 39 | ncall: 6587 | eff(%): 7.226 | loglstar: -inf < -278.267 < inf | logz: -286.519 +/- 0.272 | dlogz: 129.149 > 0.109
iter: 477 | bound: 1 | nc: 39 | ncall: 6626 | eff(%): 7.199 | loglstar: -inf < -278.231 < inf | logz: -286.227 +/- 0.271 | dlogz: 128.767 > 0.109
iter: 478 | bound: 1 | nc: 39 | ncall: 6665 | eff(%): 7.172 | loglstar: -inf < -276.843 < inf | logz: -285.734 +/- 0.274 | dlogz: 128.465 > 0.109
iter: 479 | bound: 1 | nc: 39 | ncall: 6704 | eff(%): 7.145 | loglstar: -inf < -275.679 < inf | logz: -284.902 +/- 0.281 | dlogz: 127.962 > 0.109
iter: 480 | bound: 1 | nc: 39 | ncall: 6743 | eff(%): 7.118 | loglstar: -inf < -275.403 < inf | logz: -284.215 +/- 0.282 | dlogz: 127.120 > 0.109
iter: 481 | bound: 1 | nc: 39 | ncall: 6782 | eff(%): 7.092 | loglstar: -inf < -275.360 < inf | logz: -283.763 +/- 0.279 | dlogz: 126.423 > 0.109
iter: 482 | bound: 1 | nc: 39 | ncall: 6821 | eff(%): 7.066 | loglstar: -inf < -273.491 < inf | logz: -282.897 +/- 0.286 | dlogz: 125.961 > 0.109
iter: 483 | bound: 1 | nc: 39 | ncall: 6860 | eff(%): 7.041 | loglstar: -inf < -272.316 < inf | logz: -281.764 +/- 0.291 | dlogz: 125.086 > 0.109
iter: 484 | bound: 1 | nc: 39 | ncall: 6899 | eff(%): 7.016 | loglstar: -inf < -271.318 < inf | logz: -280.698 +/- 0.291 | dlogz: 123.943 > 0.109
iter: 485 | bound: 1 | nc: 39 | ncall: 6938 | eff(%): 6.990 | loglstar: -inf < -271.318 < inf | logz: -280.026 +/- 0.287 | dlogz: 122.867 > 0.109
iter: 486 | bound: 1 | nc: 39 | ncall: 6977 | eff(%): 6.966 | loglstar: -inf < -271.299 < inf | logz: -279.631 +/- 0.282 | dlogz: 122.185 > 0.109
iter: 487 | bound: 1 | nc: 39 | ncall: 7016 | eff(%): 6.941 | loglstar: -inf < -270.648 < inf | logz: -279.242 +/- 0.280 | dlogz: 121.780 > 0.109
iter: 488 | bound: 1 | nc: 39 | ncall: 7055 | eff(%): 6.917 | loglstar: -inf < -270.512 < inf | logz: -278.871 +/- 0.277 | dlogz: 121.381 > 0.109
iter: 489 | bound: 1 | nc: 39 | ncall: 7094 | eff(%): 6.893 | loglstar: -inf < -269.831 < inf | logz: -278.473 +/- 0.276 | dlogz: 120.999 > 0.109
iter: 490 | bound: 1 | nc: 39 | ncall: 7133 | eff(%): 6.869 | loglstar: -inf < -269.661 < inf | logz: -278.087 +/- 0.275 | dlogz: 120.592 > 0.109
iter: 491 | bound: 1 | nc: 39 | ncall: 7172 | eff(%): 6.846 | loglstar: -inf < -269.643 < inf | logz: -277.789 +/- 0.274 | dlogz: 120.196 > 0.109
iter: 492 | bound: 1 | nc: 39 | ncall: 7211 | eff(%): 6.823 | loglstar: -inf < -269.393 < inf | logz: -277.531 +/- 0.272 | dlogz: 119.888 > 0.109
iter: 493 | bound: 1 | nc: 39 | ncall: 7250 | eff(%): 6.800 | loglstar: -inf < -269.028 < inf | logz: -277.262 +/- 0.271 | dlogz: 136.863 > 0.109
iter: 494 | bound: 1 | nc: 39 | ncall: 7289 | eff(%): 6.777 | loglstar: -inf < -268.727 < inf | logz: -276.981 +/- 0.270 | dlogz: 136.584 > 0.109
iter: 495 | bound: 1 | nc: 39 | ncall: 7328 | eff(%): 6.755 | loglstar: -inf < -268.698 < inf | logz: -276.732 +/- 0.269 | dlogz: 136.293 > 0.109
iter: 496 | bound: 1 | nc: 39 | ncall: 7367 | eff(%): 6.733 | loglstar: -inf < -268.321 < inf | logz: -276.492 +/- 0.269 | dlogz: 136.035 > 0.109
iter: 497 | bound: 1 | nc: 39 | ncall: 7406 | eff(%): 6.711 | loglstar: -inf < -268.237 < inf | logz: -276.259 +/- 0.268 | dlogz: 135.784 > 0.109
iter: 498 | bound: 1 | nc: 39 | ncall: 7445 | eff(%): 6.689 | loglstar: -inf < -268.092 < inf | logz: -276.051 +/- 0.267 | dlogz: 135.541 > 0.109
iter: 499 | bound: 1 | nc: 39 | ncall: 7484 | eff(%): 6.668 | loglstar: -inf < -268.017 < inf | logz: -275.863 +/- 0.266 | dlogz: 135.323 > 0.109
iter: 500 | bound: 1 | nc: 39 | ncall: 7523 | eff(%): 6.646 | loglstar: -inf < -267.227 < inf | logz: -275.614 +/- 0.267 | dlogz: 135.125 > 0.109
iter: 501 | bound: 1 | nc: 39 | ncall: 7562 | eff(%): 6.625 | loglstar: -inf < -267.223 < inf | logz: -275.352 +/- 0.267 | dlogz: 134.867 > 0.109
iter: 502 | bound: 1 | nc: 39 | ncall: 7601 | eff(%): 6.604 | loglstar: -inf < -267.091 < inf | logz: -275.132 +/- 0.267 | dlogz: 134.594 > 0.109
iter: 503 | bound: 1 | nc: 39 | ncall: 7640 | eff(%): 6.584 | loglstar: -inf < -266.838 < inf | logz: -274.919 +/- 0.266 | dlogz: 134.365 > 0.109
iter: 504 | bound: 1 | nc: 39 | ncall: 7679 | eff(%): 6.563 | loglstar: -inf < -265.923 < inf | logz: -274.601 +/- 0.268 | dlogz: 134.142 > 0.109
iter: 505 | bound: 1 | nc: 39 | ncall: 7718 | eff(%): 6.543 | loglstar: -inf < -265.728 < inf | logz: -274.246 +/- 0.270 | dlogz: 133.814 > 0.109
iter: 506 | bound: 1 | nc: 39 | ncall: 7757 | eff(%): 6.523 | loglstar: -inf < -265.705 < inf | logz: -273.962 +/- 0.270 | dlogz: 133.449 > 0.109
iter: 507 | bound: 1 | nc: 39 | ncall: 7796 | eff(%): 6.503 | loglstar: -inf < -265.070 < inf | logz: -273.656 +/- 0.271 | dlogz: 133.154 > 0.109
iter: 508 | bound: 1 | nc: 39 | ncall: 7835 | eff(%): 6.484 | loglstar: -inf < -264.966 < inf | logz: -273.349 +/- 0.271 | dlogz: 132.839 > 0.109
iter: 509 | bound: 1 | nc: 39 | ncall: 7874 | eff(%): 6.464 | loglstar: -inf < -264.966 < inf | logz: -273.103 +/- 0.271 | dlogz: 132.522 > 0.109
iter: 510 | bound: 1 | nc: 39 | ncall: 7913 | eff(%): 6.445 | loglstar: -inf < -264.966 < inf | logz: -272.906 +/- 0.270 | dlogz: 132.266 > 0.109
iter: 511 | bound: 1 | nc: 39 | ncall: 7952 | eff(%): 6.426 | loglstar: -inf < -264.868 < inf | logz: -272.739 +/- 0.268 | dlogz: 132.059 > 0.109
iter: 512 | bound: 1 | nc: 39 | ncall: 7991 | eff(%): 6.407 | loglstar: -inf < -264.508 < inf | logz: -272.561 +/- 0.268 | dlogz: 131.882 > 0.109
iter: 513 | bound: 1 | nc: 39 | ncall: 8030 | eff(%): 6.389 | loglstar: -inf < -263.657 < inf | logz: -272.285 +/- 0.269 | dlogz: 131.693 > 0.109
iter: 514 | bound: 2 | nc: 39 | ncall: 8069 | eff(%): 6.370 | loglstar: -inf < -262.503 < inf | logz: -271.755 +/- 0.276 | dlogz: 131.407 > 0.109
iter: 515 | bound: 2 | nc: 39 | ncall: 8108 | eff(%): 6.352 | loglstar: -inf < -261.259 < inf | logz: -270.886 +/- 0.287 | dlogz: 130.868 > 0.109
iter: 516 | bound: 2 | nc: 39 | ncall: 8147 | eff(%): 6.334 | loglstar: -inf < -261.103 < inf | logz: -270.210 +/- 0.287 | dlogz: 129.989 > 0.109
iter: 517 | bound: 2 | nc: 39 | ncall: 8186 | eff(%): 6.316 | loglstar: -inf < -260.837 < inf | logz: -269.737 +/- 0.285 | dlogz: 129.303 > 0.109
iter: 518 | bound: 2 | nc: 39 | ncall: 8225 | eff(%): 6.298 | loglstar: -inf < -260.497 < inf | logz: -269.326 +/- 0.283 | dlogz: 128.820 > 0.109
iter: 519 | bound: 2 | nc: 39 | ncall: 8264 | eff(%): 6.280 | loglstar: -inf < -260.156 < inf | logz: -268.941 +/- 0.282 | dlogz: 128.399 > 0.109
iter: 520 | bound: 2 | nc: 39 | ncall: 8303 | eff(%): 6.263 | loglstar: -inf < -259.763 < inf | logz: -268.564 +/- 0.281 | dlogz: 128.005 > 0.109
iter: 521 | bound: 2 | nc: 39 | ncall: 8342 | eff(%): 6.246 | loglstar: -inf < -259.569 < inf | logz: -268.220 +/- 0.280 | dlogz: 127.617 > 0.109
iter: 522 | bound: 2 | nc: 39 | ncall: 8381 | eff(%): 6.228 | loglstar: -inf < -259.400 < inf | logz: -267.923 +/- 0.278 | dlogz: 127.263 > 0.109
iter: 523 | bound: 2 | nc: 39 | ncall: 8420 | eff(%): 6.211 | loglstar: -inf < -259.278 < inf | logz: -267.665 +/- 0.277 | dlogz: 126.956 > 0.109
iter: 524 | bound: 2 | nc: 39 | ncall: 8459 | eff(%): 6.195 | loglstar: -inf < -259.096 < inf | logz: -267.433 +/- 0.275 | dlogz: 126.689 > 0.109
iter: 525 | bound: 2 | nc: 39 | ncall: 8498 | eff(%): 6.178 | loglstar: -inf < -258.922 < inf | logz: -267.213 +/- 0.274 | dlogz: 126.446 > 0.109
iter: 526 | bound: 2 | nc: 39 | ncall: 8537 | eff(%): 6.161 | loglstar: -inf < -258.799 < inf | logz: -267.009 +/- 0.273 | dlogz: 126.216 > 0.109
iter: 527 | bound: 2 | nc: 39 | ncall: 8576 | eff(%): 6.145 | loglstar: -inf < -258.086 < inf | logz: -266.751 +/- 0.273 | dlogz: 126.003 > 0.109
iter: 528 | bound: 2 | nc: 39 | ncall: 8615 | eff(%): 6.129 | loglstar: -inf < -257.865 < inf | logz: -266.459 +/- 0.274 | dlogz: 125.735 > 0.109
iter: 529 | bound: 2 | nc: 39 | ncall: 8654 | eff(%): 6.113 | loglstar: -inf < -257.767 < inf | logz: -266.202 +/- 0.274 | dlogz: 126.810 > 0.109
iter: 530 | bound: 2 | nc: 39 | ncall: 8693 | eff(%): 6.097 | loglstar: -inf < -257.322 < inf | logz: -265.938 +/- 0.274 | dlogz: 126.543 > 0.109
iter: 531 | bound: 2 | nc: 39 | ncall: 8732 | eff(%): 6.081 | loglstar: -inf < -257.316 < inf | logz: -265.691 +/- 0.273 | dlogz: 126.270 > 0.109
iter: 532 | bound: 2 | nc: 39 | ncall: 8771 | eff(%): 6.065 | loglstar: -inf < -256.446 < inf | logz: -265.378 +/- 0.275 | dlogz: 126.013 > 0.109
iter: 533 | bound: 2 | nc: 39 | ncall: 8810 | eff(%): 6.050 | loglstar: -inf < -256.268 < inf | logz: -265.032 +/- 0.276 | dlogz: 125.689 > 0.109
iter: 534 | bound: 2 | nc: 39 | ncall: 8849 | eff(%): 6.035 | loglstar: -inf < -256.268 < inf | logz: -264.756 +/- 0.276 | dlogz: 125.334 > 0.109
iter: 535 | bound: 2 | nc: 39 | ncall: 8888 | eff(%): 6.019 | loglstar: -inf < -255.881 < inf | logz: -264.500 +/- 0.275 | dlogz: 125.048 > 0.109
iter: 536 | bound: 2 | nc: 39 | ncall: 8927 | eff(%): 6.004 | loglstar: -inf < -255.784 < inf | logz: -264.253 +/- 0.275 | dlogz: 124.782 > 0.109
iter: 537 | bound: 2 | nc: 39 | ncall: 8966 | eff(%): 5.989 | loglstar: -inf < -255.060 < inf | logz: -263.954 +/- 0.276 | dlogz: 124.525 > 0.109
iter: 538 | bound: 2 | nc: 39 | ncall: 9005 | eff(%): 5.974 | loglstar: -inf < -254.951 < inf | logz: -263.644 +/- 0.276 | dlogz: 124.216 > 0.109
iter: 539 | bound: 2 | nc: 39 | ncall: 9044 | eff(%): 5.960 | loglstar: -inf < -254.217 < inf | logz: -263.286 +/- 0.278 | dlogz: 123.896 > 0.109
iter: 540 | bound: 2 | nc: 39 | ncall: 9083 | eff(%): 5.945 | loglstar: -inf < -254.136 < inf | logz: -262.936 +/- 0.279 | dlogz: 123.528 > 0.109
iter: 541 | bound: 2 | nc: 39 | ncall: 9122 | eff(%): 5.931 | loglstar: -inf < -254.097 < inf | logz: -262.666 +/- 0.278 | dlogz: 123.169 > 0.109
iter: 542 | bound: 2 | nc: 39 | ncall: 9161 | eff(%): 5.916 | loglstar: -inf < -254.093 < inf | logz: -262.452 +/- 0.277 | dlogz: 122.888 > 0.109
iter: 543 | bound: 2 | nc: 39 | ncall: 9200 | eff(%): 5.902 | loglstar: -inf < -253.847 < inf | logz: -262.254 +/- 0.276 | dlogz: 122.664 > 0.109
iter: 544 | bound: 2 | nc: 39 | ncall: 9239 | eff(%): 5.888 | loglstar: -inf < -253.756 < inf | logz: -262.064 +/- 0.275 | dlogz: 122.456 > 0.109
iter: 545 | bound: 2 | nc: 39 | ncall: 9278 | eff(%): 5.874 | loglstar: -inf < -253.756 < inf | logz: -261.899 +/- 0.274 | dlogz: 122.257 > 0.109
iter: 546 | bound: 2 | nc: 39 | ncall: 9317 | eff(%): 5.860 | loglstar: -inf < -253.421 < inf | logz: -261.733 +/- 0.273 | dlogz: 122.081 > 0.109
iter: 547 | bound: 2 | nc: 39 | ncall: 9356 | eff(%): 5.847 | loglstar: -inf < -253.269 < inf | logz: -261.559 +/- 0.272 | dlogz: 121.905 > 0.109
iter: 548 | bound: 2 | nc: 39 | ncall: 9395 | eff(%): 5.833 | loglstar: -inf < -252.971 < inf | logz: -261.377 +/- 0.272 | dlogz: 121.721 > 0.109
iter: 549 | bound: 2 | nc: 39 | ncall: 9434 | eff(%): 5.819 | loglstar: -inf < -252.449 < inf | logz: -261.150 +/- 0.273 | dlogz: 121.529 > 0.109
iter: 550 | bound: 2 | nc: 39 | ncall: 9473 | eff(%): 5.806 | loglstar: -inf < -252.222 < inf | logz: -260.900 +/- 0.273 | dlogz: 121.293 > 0.109
iter: 551 | bound: 2 | nc: 39 | ncall: 9512 | eff(%): 5.793 | loglstar: -inf < -251.966 < inf | logz: -260.654 +/- 0.274 | dlogz: 121.033 > 0.109
iter: 552 | bound: 2 | nc: 39 | ncall: 9551 | eff(%): 5.779 | loglstar: -inf < -251.920 < inf | logz: -260.432 +/- 0.274 | dlogz: 120.777 > 0.109
iter: 553 | bound: 2 | nc: 39 | ncall: 9590 | eff(%): 5.766 | loglstar: -inf < -251.608 < inf | logz: -260.217 +/- 0.274 | dlogz: 120.544 > 0.109
iter: 554 | bound: 2 | nc: 39 | ncall: 9629 | eff(%): 5.753 | loglstar: -inf < -251.230 < inf | logz: -259.977 +/- 0.275 | dlogz: 120.320 > 0.109
iter: 555 | bound: 2 | nc: 39 | ncall: 9668 | eff(%): 5.741 | loglstar: -inf < -250.943 < inf | logz: -259.720 +/- 0.275 | dlogz: 120.070 > 0.109
iter: 556 | bound: 2 | nc: 39 | ncall: 9707 | eff(%): 5.728 | loglstar: -inf < -250.893 < inf | logz: -259.487 +/- 0.276 | dlogz: 119.803 > 0.109
iter: 557 | bound: 2 | nc: 39 | ncall: 9746 | eff(%): 5.715 | loglstar: -inf < -250.501 < inf | logz: -259.255 +/- 0.276 | dlogz: 119.560 > 0.109
iter: 558 | bound: 2 | nc: 39 | ncall: 9785 | eff(%): 5.703 | loglstar: -inf < -249.890 < inf | logz: -258.956 +/- 0.277 | dlogz: 119.318 > 0.109
iter: 559 | bound: 2 | nc: 39 | ncall: 9824 | eff(%): 5.690 | loglstar: -inf < -249.843 < inf | logz: -258.663 +/- 0.278 | dlogz: 119.009 > 0.109
iter: 560 | bound: 2 | nc: 39 | ncall: 9863 | eff(%): 5.678 | loglstar: -inf < -249.829 < inf | logz: -258.433 +/- 0.278 | dlogz: 118.706 > 0.109
iter: 561 | bound: 2 | nc: 39 | ncall: 9902 | eff(%): 5.666 | loglstar: -inf < -249.682 < inf | logz: -258.234 +/- 0.277 | dlogz: 118.466 > 0.109
iter: 562 | bound: 2 | nc: 39 | ncall: 9941 | eff(%): 5.653 | loglstar: -inf < -248.426 < inf | logz: -257.873 +/- 0.280 | dlogz: 118.257 > 0.109
iter: 563 | bound: 2 | nc: 39 | ncall: 9980 | eff(%): 5.641 | loglstar: -inf < -248.354 < inf | logz: -257.478 +/- 0.282 | dlogz: 117.886 > 0.109
iter: 564 | bound: 2 | nc: 39 | ncall: 10019 | eff(%): 5.629 | loglstar: -inf < -248.302 < inf | logz: -257.183 +/- 0.282 | dlogz: 117.481 > 0.109
iter: 565 | bound: 2 | nc: 39 | ncall: 10058 | eff(%): 5.617 | loglstar: -inf < -247.682 < inf | logz: -256.867 +/- 0.283 | dlogz: 117.176 > 0.109
iter: 566 | bound: 2 | nc: 39 | ncall: 10097 | eff(%): 5.606 | loglstar: -inf < -247.565 < inf | logz: -256.552 +/- 0.283 | dlogz: 116.851 > 0.109
iter: 567 | bound: 2 | nc: 39 | ncall: 10136 | eff(%): 5.594 | loglstar: -inf < -247.073 < inf | logz: -256.235 +/- 0.283 | dlogz: 116.526 > 0.109
iter: 568 | bound: 2 | nc: 39 | ncall: 10175 | eff(%): 5.582 | loglstar: -inf < -246.383 < inf | logz: -255.830 +/- 0.285 | dlogz: 116.199 > 0.109
iter: 569 | bound: 2 | nc: 39 | ncall: 10214 | eff(%): 5.571 | loglstar: -inf < -246.255 < inf | logz: -255.445 +/- 0.286 | dlogz: 115.783 > 0.109
iter: 570 | bound: 2 | nc: 39 | ncall: 10253 | eff(%): 5.559 | loglstar: -inf < -246.064 < inf | logz: -255.129 +/- 0.285 | dlogz: 145.908 > 0.109
iter: 571 | bound: 2 | nc: 39 | ncall: 10292 | eff(%): 5.548 | loglstar: -inf < -245.760 < inf | logz: -254.832 +/- 0.285 | dlogz: 145.582 > 0.109
iter: 572 | bound: 2 | nc: 39 | ncall: 10331 | eff(%): 5.537 | loglstar: -inf < -245.708 < inf | logz: -254.569 +/- 0.284 | dlogz: 145.274 > 0.109
iter: 573 | bound: 2 | nc: 39 | ncall: 10370 | eff(%): 5.526 | loglstar: -inf < -245.534 < inf | logz: -254.340 +/- 0.283 | dlogz: 145.001 > 0.109
iter: 574 | bound: 2 | nc: 39 | ncall: 10409 | eff(%): 5.514 | loglstar: -inf < -244.947 < inf | logz: -254.071 +/- 0.283 | dlogz: 144.763 > 0.109
iter: 575 | bound: 2 | nc: 39 | ncall: 10448 | eff(%): 5.503 | loglstar: -inf < -244.111 < inf | logz: -253.669 +/- 0.285 | dlogz: 144.484 > 0.109
iter: 576 | bound: 2 | nc: 39 | ncall: 10487 | eff(%): 5.493 | loglstar: -inf < -244.111 < inf | logz: -253.289 +/- 0.286 | dlogz: 144.072 > 0.109
iter: 577 | bound: 2 | nc: 39 | ncall: 10526 | eff(%): 5.482 | loglstar: -inf < -244.044 < inf | logz: -253.011 +/- 0.285 | dlogz: 143.682 > 0.109
iter: 578 | bound: 2 | nc: 39 | ncall: 10565 | eff(%): 5.471 | loglstar: -inf < -243.696 < inf | logz: -252.748 +/- 0.285 | dlogz: 143.394 > 0.109
iter: 579 | bound: 2 | nc: 39 | ncall: 10604 | eff(%): 5.460 | loglstar: -inf < -243.654 < inf | logz: -252.506 +/- 0.284 | dlogz: 143.121 > 0.109
iter: 580 | bound: 2 | nc: 39 | ncall: 10643 | eff(%): 5.450 | loglstar: -inf < -242.628 < inf | logz: -252.161 +/- 0.285 | dlogz: 142.869 > 0.109
iter: 581 | bound: 2 | nc: 39 | ncall: 10682 | eff(%): 5.439 | loglstar: -inf < -241.970 < inf | logz: -251.677 +/- 0.289 | dlogz: 142.514 > 0.109
iter: 582 | bound: 2 | nc: 39 | ncall: 10721 | eff(%): 5.429 | loglstar: -inf < -241.437 < inf | logz: -251.160 +/- 0.291 | dlogz: 142.020 > 0.109
iter: 583 | bound: 2 | nc: 39 | ncall: 10760 | eff(%): 5.418 | loglstar: -inf < -241.045 < inf | logz: -250.675 +/- 0.292 | dlogz: 141.493 > 0.109
iter: 584 | bound: 2 | nc: 39 | ncall: 10799 | eff(%): 5.408 | loglstar: -inf < -240.939 < inf | logz: -250.283 +/- 0.291 | dlogz: 140.998 > 0.109
iter: 585 | bound: 2 | nc: 39 | ncall: 10838 | eff(%): 5.398 | loglstar: -inf < -240.616 < inf | logz: -249.945 +/- 0.290 | dlogz: 140.596 > 0.109
iter: 586 | bound: 2 | nc: 39 | ncall: 10877 | eff(%): 5.388 | loglstar: -inf < -238.700 < inf | logz: -249.119 +/- 0.300 | dlogz: 140.248 > 0.109
iter: 587 | bound: 2 | nc: 39 | ncall: 10916 | eff(%): 5.377 | loglstar: -inf < -238.700 < inf | logz: -248.436 +/- 0.300 | dlogz: 139.412 > 0.109
iter: 588 | bound: 2 | nc: 39 | ncall: 10955 | eff(%): 5.367 | loglstar: -inf < -238.413 < inf | logz: -247.987 +/- 0.297 | dlogz: 138.719 > 0.109
iter: 589 | bound: 2 | nc: 39 | ncall: 10994 | eff(%): 5.357 | loglstar: -inf < -238.341 < inf | logz: -247.634 +/- 0.295 | dlogz: 138.261 > 0.109
iter: 590 | bound: 2 | nc: 39 | ncall: 11033 | eff(%): 5.348 | loglstar: -inf < -238.286 < inf | logz: -247.360 +/- 0.293 | dlogz: 137.897 > 0.109
iter: 591 | bound: 2 | nc: 39 | ncall: 11072 | eff(%): 5.338 | loglstar: -inf < -236.846 < inf | logz: -246.869 +/- 0.295 | dlogz: 137.614 > 0.109
iter: 592 | bound: 2 | nc: 39 | ncall: 11111 | eff(%): 5.328 | loglstar: -inf < -236.800 < inf | logz: -246.377 +/- 0.295 | dlogz: 137.113 > 0.109
iter: 593 | bound: 2 | nc: 39 | ncall: 11150 | eff(%): 5.318 | loglstar: -inf < -236.763 < inf | logz: -246.039 +/- 0.293 | dlogz: 136.610 > 0.109
iter: 594 | bound: 2 | nc: 39 | ncall: 11189 | eff(%): 5.309 | loglstar: -inf < -236.552 < inf | logz: -245.760 +/- 0.292 | dlogz: 136.263 > 0.109
iter: 595 | bound: 2 | nc: 39 | ncall: 11228 | eff(%): 5.299 | loglstar: -inf < -236.344 < inf | logz: -245.499 +/- 0.290 | dlogz: 135.973 > 0.109
iter: 596 | bound: 2 | nc: 39 | ncall: 11267 | eff(%): 5.290 | loglstar: -inf < -234.579 < inf | logz: -244.880 +/- 0.297 | dlogz: 135.703 > 0.109
iter: 597 | bound: 2 | nc: 39 | ncall: 11306 | eff(%): 5.280 | loglstar: -inf < -233.936 < inf | logz: -244.122 +/- 0.300 | dlogz: 135.074 > 0.109
iter: 598 | bound: 2 | nc: 39 | ncall: 11345 | eff(%): 5.271 | loglstar: -inf < -233.623 < inf | logz: -243.525 +/- 0.300 | dlogz: 134.306 > 0.109
iter: 599 | bound: 2 | nc: 39 | ncall: 11384 | eff(%): 5.262 | loglstar: -inf < -233.294 < inf | logz: -243.047 +/- 0.299 | dlogz: 133.699 > 0.109
iter: 600 | bound: 2 | nc: 39 | ncall: 11423 | eff(%): 5.253 | loglstar: -inf < -233.235 < inf | logz: -242.674 +/- 0.296 | dlogz: 133.211 > 0.109
iter: 601 | bound: 2 | nc: 39 | ncall: 11462 | eff(%): 5.243 | loglstar: -inf < -233.205 < inf | logz: -242.395 +/- 0.294 | dlogz: 132.828 > 0.109
iter: 602 | bound: 2 | nc: 39 | ncall: 11501 | eff(%): 5.234 | loglstar: -inf < -232.996 < inf | logz: -242.154 +/- 0.292 | dlogz: 132.539 > 0.109
iter: 603 | bound: 2 | nc: 39 | ncall: 11540 | eff(%): 5.225 | loglstar: -inf < -232.827 < inf | logz: -241.926 +/- 0.291 | dlogz: 132.288 > 0.109
iter: 604 | bound: 2 | nc: 39 | ncall: 11579 | eff(%): 5.216 | loglstar: -inf < -232.248 < inf | logz: -241.660 +/- 0.290 | dlogz: 132.050 > 0.109
iter: 605 | bound: 2 | nc: 39 | ncall: 11618 | eff(%): 5.207 | loglstar: -inf < -231.824 < inf | logz: -241.341 +/- 0.290 | dlogz: 131.774 > 0.109
iter: 606 | bound: 2 | nc: 39 | ncall: 11657 | eff(%): 5.199 | loglstar: -inf < -231.150 < inf | logz: -240.947 +/- 0.292 | dlogz: 131.446 > 0.109
iter: 607 | bound: 2 | nc: 39 | ncall: 11696 | eff(%): 5.190 | loglstar: -inf < -231.045 < inf | logz: -240.575 +/- 0.292 | dlogz: 131.042 > 0.109
iter: 608 | bound: 2 | nc: 39 | ncall: 11735 | eff(%): 5.181 | loglstar: -inf < -231.014 < inf | logz: -240.291 +/- 0.291 | dlogz: 130.659 > 0.109
iter: 609 | bound: 2 | nc: 39 | ncall: 11774 | eff(%): 5.172 | loglstar: -inf < -230.951 < inf | logz: -240.062 +/- 0.290 | dlogz: 130.365 > 0.109
iter: 610 | bound: 2 | nc: 39 | ncall: 11813 | eff(%): 5.164 | loglstar: -inf < -230.951 < inf | logz: -239.871 +/- 0.289 | dlogz: 130.127 > 0.109
iter: 611 | bound: 2 | nc: 39 | ncall: 11852 | eff(%): 5.155 | loglstar: -inf < -230.062 < inf | logz: -239.614 +/- 0.289 | dlogz: 129.925 > 0.109
iter: 612 | bound: 2 | nc: 39 | ncall: 11891 | eff(%): 5.147 | loglstar: -inf < -229.746 < inf | logz: -239.294 +/- 0.289 | dlogz: 129.658 > 0.109
iter: 613 | bound: 2 | nc: 39 | ncall: 11930 | eff(%): 5.138 | loglstar: -inf < -228.932 < inf | logz: -238.881 +/- 0.292 | dlogz: 129.328 > 0.109
iter: 614 | bound: 3 | nc: 39 | ncall: 11969 | eff(%): 5.130 | loglstar: -inf < -228.742 < inf | logz: -238.467 +/- 0.293 | dlogz: 128.906 > 0.109
iter: 615 | bound: 3 | nc: 39 | ncall: 12008 | eff(%): 5.122 | loglstar: -inf < -228.241 < inf | logz: -238.071 +/- 0.294 | dlogz: 128.482 > 0.109
iter: 616 | bound: 3 | nc: 39 | ncall: 12047 | eff(%): 5.113 | loglstar: -inf < -227.698 < inf | logz: -237.633 +/- 0.296 | dlogz: 128.076 > 0.109
iter: 617 | bound: 3 | nc: 39 | ncall: 12086 | eff(%): 5.105 | loglstar: -inf < -227.298 < inf | logz: -237.193 +/- 0.296 | dlogz: 127.628 > 0.109
iter: 618 | bound: 3 | nc: 39 | ncall: 12125 | eff(%): 5.097 | loglstar: -inf < -227.111 < inf | logz: -236.811 +/- 0.296 | dlogz: 127.178 > 0.109
iter: 619 | bound: 3 | nc: 39 | ncall: 12164 | eff(%): 5.089 | loglstar: -inf < -225.716 < inf | logz: -236.187 +/- 0.301 | dlogz: 126.785 > 0.109
iter: 620 | bound: 3 | nc: 39 | ncall: 12203 | eff(%): 5.081 | loglstar: -inf < -225.643 < inf | logz: -235.619 +/- 0.301 | dlogz: 126.152 > 0.109
iter: 621 | bound: 3 | nc: 39 | ncall: 12242 | eff(%): 5.073 | loglstar: -inf < -225.607 < inf | logz: -235.246 +/- 0.300 | dlogz: 125.574 > 0.109
iter: 622 | bound: 3 | nc: 39 | ncall: 12281 | eff(%): 5.065 | loglstar: -inf < -224.759 < inf | logz: -234.825 +/- 0.299 | dlogz: 125.191 > 0.109
iter: 623 | bound: 3 | nc: 39 | ncall: 12320 | eff(%): 5.057 | loglstar: -inf < -224.600 < inf | logz: -234.407 +/- 0.299 | dlogz: 124.760 > 0.109
iter: 624 | bound: 3 | nc: 39 | ncall: 12359 | eff(%): 5.049 | loglstar: -inf < -223.751 < inf | logz: -233.932 +/- 0.300 | dlogz: 124.332 > 0.109
iter: 625 | bound: 3 | nc: 39 | ncall: 12398 | eff(%): 5.041 | loglstar: -inf < -223.606 < inf | logz: -233.484 +/- 0.300 | dlogz: 123.847 > 0.109
iter: 626 | bound: 3 | nc: 39 | ncall: 12437 | eff(%): 5.033 | loglstar: -inf < -223.585 < inf | logz: -233.157 +/- 0.298 | dlogz: 123.389 > 0.109
iter: 627 | bound: 3 | nc: 39 | ncall: 12476 | eff(%): 5.026 | loglstar: -inf < -223.581 < inf | logz: -232.910 +/- 0.296 | dlogz: 141.916 > 0.109
iter: 628 | bound: 3 | nc: 39 | ncall: 12515 | eff(%): 5.018 | loglstar: -inf < -223.472 < inf | logz: -232.703 +/- 0.294 | dlogz: 141.659 > 0.109
iter: 629 | bound: 3 | nc: 39 | ncall: 12554 | eff(%): 5.010 | loglstar: -inf < -223.266 < inf | logz: -232.507 +/- 0.293 | dlogz: 141.443 > 0.109
iter: 630 | bound: 3 | nc: 39 | ncall: 12593 | eff(%): 5.003 | loglstar: -inf < -222.424 < inf | logz: -232.227 +/- 0.293 | dlogz: 141.236 > 0.109
iter: 631 | bound: 3 | nc: 39 | ncall: 12632 | eff(%): 4.995 | loglstar: -inf < -222.424 < inf | logz: -231.933 +/- 0.293 | dlogz: 140.946 > 0.109
iter: 632 | bound: 3 | nc: 39 | ncall: 12671 | eff(%): 4.988 | loglstar: -inf < -222.341 < inf | logz: -231.701 +/- 0.292 | dlogz: 140.642 > 0.109
iter: 633 | bound: 3 | nc: 39 | ncall: 12710 | eff(%): 4.980 | loglstar: -inf < -221.296 < inf | logz: -231.358 +/- 0.294 | dlogz: 140.401 > 0.109
iter: 634 | bound: 3 | nc: 39 | ncall: 12749 | eff(%): 4.973 | loglstar: -inf < -221.172 < inf | logz: -230.984 +/- 0.295 | dlogz: 140.048 > 0.109
iter: 635 | bound: 3 | nc: 39 | ncall: 12788 | eff(%): 4.966 | loglstar: -inf < -220.910 < inf | logz: -230.664 +/- 0.295 | dlogz: 139.664 > 0.109
iter: 636 | bound: 3 | nc: 39 | ncall: 12827 | eff(%): 4.958 | loglstar: -inf < -220.061 < inf | logz: -230.251 +/- 0.297 | dlogz: 139.334 > 0.109
iter: 637 | bound: 3 | nc: 39 | ncall: 12866 | eff(%): 4.951 | loglstar: -inf < -219.957 < inf | logz: -229.849 +/- 0.298 | dlogz: 138.911 > 0.109
iter: 638 | bound: 3 | nc: 39 | ncall: 12905 | eff(%): 4.944 | loglstar: -inf < -219.929 < inf | logz: -229.549 +/- 0.297 | dlogz: 138.499 > 0.109
iter: 639 | bound: 3 | nc: 39 | ncall: 12944 | eff(%): 4.937 | loglstar: -inf < -219.356 < inf | logz: -229.241 +/- 0.297 | dlogz: 138.189 > 0.109
iter: 640 | bound: 3 | nc: 39 | ncall: 12983 | eff(%): 4.930 | loglstar: -inf < -218.806 < inf | logz: -228.863 +/- 0.298 | dlogz: 137.871 > 0.109
iter: 641 | bound: 3 | nc: 39 | ncall: 13022 | eff(%): 4.922 | loglstar: -inf < -218.806 < inf | logz: -228.530 +/- 0.297 | dlogz: 137.483 > 0.109
iter: 642 | bound: 3 | nc: 39 | ncall: 13061 | eff(%): 4.915 | loglstar: -inf < -218.705 < inf | logz: -228.272 +/- 0.296 | dlogz: 137.140 > 0.109
iter: 643 | bound: 3 | nc: 39 | ncall: 13100 | eff(%): 4.908 | loglstar: -inf < -217.589 < inf | logz: -227.880 +/- 0.298 | dlogz: 136.872 > 0.109
iter: 644 | bound: 3 | nc: 39 | ncall: 13139 | eff(%): 4.901 | loglstar: -inf < -217.580 < inf | logz: -227.483 +/- 0.299 | dlogz: 136.470 > 0.109
iter: 645 | bound: 3 | nc: 39 | ncall: 13178 | eff(%): 4.895 | loglstar: -inf < -216.584 < inf | logz: -227.011 +/- 0.301 | dlogz: 136.063 > 0.109
iter: 646 | bound: 3 | nc: 39 | ncall: 13217 | eff(%): 4.888 | loglstar: -inf < -215.444 < inf | logz: -226.258 +/- 0.307 | dlogz: 135.581 > 0.109
iter: 647 | bound: 3 | nc: 39 | ncall: 13256 | eff(%): 4.881 | loglstar: -inf < -215.417 < inf | logz: -225.668 +/- 0.307 | dlogz: 134.819 > 0.109
iter: 648 | bound: 3 | nc: 39 | ncall: 13295 | eff(%): 4.874 | loglstar: -inf < -214.534 < inf | logz: -225.100 +/- 0.308 | dlogz: 134.218 > 0.109
iter: 649 | bound: 3 | nc: 39 | ncall: 13334 | eff(%): 4.867 | loglstar: -inf < -214.039 < inf | logz: -224.512 +/- 0.308 | dlogz: 133.641 > 0.109
iter: 650 | bound: 3 | nc: 39 | ncall: 13373 | eff(%): 4.861 | loglstar: -inf < -213.396 < inf | logz: -223.927 +/- 0.308 | dlogz: 133.042 > 0.109
iter: 651 | bound: 3 | nc: 39 | ncall: 13412 | eff(%): 4.854 | loglstar: -inf < -212.893 < inf | logz: -223.361 +/- 0.308 | dlogz: 132.448 > 0.109
iter: 652 | bound: 3 | nc: 39 | ncall: 13451 | eff(%): 4.847 | loglstar: -inf < -212.838 < inf | logz: -222.923 +/- 0.306 | dlogz: 131.871 > 0.109
iter: 653 | bound: 3 | nc: 39 | ncall: 13490 | eff(%): 4.841 | loglstar: -inf < -212.331 < inf | logz: -222.531 +/- 0.305 | dlogz: 131.424 > 0.109
iter: 654 | bound: 3 | nc: 39 | ncall: 13529 | eff(%): 4.834 | loglstar: -inf < -212.270 < inf | logz: -222.186 +/- 0.303 | dlogz: 131.022 > 0.109
iter: 655 | bound: 3 | nc: 39 | ncall: 13568 | eff(%): 4.828 | loglstar: -inf < -212.261 < inf | logz: -221.924 +/- 0.301 | dlogz: 130.666 > 0.109
iter: 656 | bound: 3 | nc: 39 | ncall: 13607 | eff(%): 4.821 | loglstar: -inf < -212.169 < inf | logz: -221.708 +/- 0.300 | dlogz: 130.394 > 0.109
iter: 657 | bound: 3 | nc: 39 | ncall: 13646 | eff(%): 4.815 | loglstar: -inf < -212.023 < inf | logz: -221.512 +/- 0.298 | dlogz: 130.169 > 0.109
iter: 658 | bound: 3 | nc: 39 | ncall: 13685 | eff(%): 4.808 | loglstar: -inf < -212.015 < inf | logz: -221.339 +/- 0.297 | dlogz: 129.963 > 0.109
iter: 659 | bound: 3 | nc: 39 | ncall: 13724 | eff(%): 4.802 | loglstar: -inf < -211.634 < inf | logz: -221.160 +/- 0.296 | dlogz: 129.779 > 0.109
iter: 660 | bound: 3 | nc: 39 | ncall: 13763 | eff(%): 4.795 | loglstar: -inf < -211.180 < inf | logz: -220.939 +/- 0.295 | dlogz: 129.591 > 0.109
iter: 661 | bound: 3 | nc: 39 | ncall: 13802 | eff(%): 4.789 | loglstar: -inf < -211.152 < inf | logz: -220.721 +/- 0.295 | dlogz: 129.360 > 0.109
iter: 662 | bound: 3 | nc: 39 | ncall: 13841 | eff(%): 4.783 | loglstar: -inf < -210.977 < inf | logz: -220.526 +/- 0.294 | dlogz: 129.132 > 0.109
iter: 663 | bound: 3 | nc: 39 | ncall: 13880 | eff(%): 4.777 | loglstar: -inf < -210.882 < inf | logz: -220.343 +/- 0.294 | dlogz: 128.927 > 0.109
iter: 664 | bound: 3 | nc: 39 | ncall: 13919 | eff(%): 4.770 | loglstar: -inf < -210.846 < inf | logz: -220.181 +/- 0.293 | dlogz: 128.734 > 0.109
iter: 665 | bound: 3 | nc: 39 | ncall: 13958 | eff(%): 4.764 | loglstar: -inf < -210.217 < inf | logz: -219.984 +/- 0.293 | dlogz: 128.562 > 0.109
iter: 666 | bound: 3 | nc: 39 | ncall: 13997 | eff(%): 4.758 | loglstar: -inf < -210.149 < inf | logz: -219.770 +/- 0.293 | dlogz: 128.355 > 0.109
iter: 667 | bound: 3 | nc: 39 | ncall: 14036 | eff(%): 4.752 | loglstar: -inf < -210.055 < inf | logz: -219.582 +/- 0.293 | dlogz: 128.131 > 0.109
iter: 668 | bound: 3 | nc: 39 | ncall: 14075 | eff(%): 4.746 | loglstar: -inf < -209.829 < inf | logz: -219.400 +/- 0.293 | dlogz: 127.933 > 0.109
iter: 669 | bound: 3 | nc: 39 | ncall: 14114 | eff(%): 4.740 | loglstar: -inf < -209.777 < inf | logz: -219.227 +/- 0.292 | dlogz: 127.741 > 0.109
iter: 670 | bound: 3 | nc: 39 | ncall: 14153 | eff(%): 4.734 | loglstar: -inf < -209.535 < inf | logz: -219.059 +/- 0.292 | dlogz: 127.558 > 0.109
iter: 671 | bound: 3 | nc: 39 | ncall: 14192 | eff(%): 4.728 | loglstar: -inf < -209.295 < inf | logz: -218.880 +/- 0.292 | dlogz: 127.380 > 0.109
iter: 672 | bound: 3 | nc: 39 | ncall: 14231 | eff(%): 4.722 | loglstar: -inf < -208.797 < inf | logz: -218.666 +/- 0.293 | dlogz: 127.192 > 0.109
iter: 673 | bound: 3 | nc: 39 | ncall: 14270 | eff(%): 4.716 | loglstar: -inf < -208.277 < inf | logz: -218.389 +/- 0.294 | dlogz: 126.967 > 0.109
iter: 674 | bound: 3 | nc: 39 | ncall: 14309 | eff(%): 4.710 | loglstar: -inf < -207.542 < inf | logz: -218.008 +/- 0.298 | dlogz: 126.680 > 0.109
iter: 675 | bound: 3 | nc: 39 | ncall: 14348 | eff(%): 4.704 | loglstar: -inf < -207.487 < inf | logz: -217.646 +/- 0.300 | dlogz: 126.290 > 0.109
iter: 676 | bound: 3 | nc: 39 | ncall: 14387 | eff(%): 4.699 | loglstar: -inf < -207.226 < inf | logz: -217.343 +/- 0.300 | dlogz: 125.918 > 0.109
iter: 677 | bound: 3 | nc: 39 | ncall: 14426 | eff(%): 4.693 | loglstar: -inf < -207.175 < inf | logz: -217.080 +/- 0.300 | dlogz: 125.604 > 0.109
iter: 678 | bound: 3 | nc: 39 | ncall: 14465 | eff(%): 4.687 | loglstar: -inf < -207.118 < inf | logz: -216.863 +/- 0.299 | dlogz: 125.331 > 0.109
iter: 679 | bound: 3 | nc: 39 | ncall: 14504 | eff(%): 4.681 | loglstar: -inf < -206.446 < inf | logz: -216.606 +/- 0.299 | dlogz: 125.105 > 0.109
iter: 680 | bound: 3 | nc: 39 | ncall: 14543 | eff(%): 4.676 | loglstar: -inf < -206.148 < inf | logz: -216.307 +/- 0.300 | dlogz: 124.838 > 0.109
iter: 681 | bound: 3 | nc: 39 | ncall: 14582 | eff(%): 4.670 | loglstar: -inf < -205.189 < inf | logz: -215.882 +/- 0.303 | dlogz: 124.529 > 0.109
iter: 682 | bound: 3 | nc: 39 | ncall: 14621 | eff(%): 4.665 | loglstar: -inf < -205.159 < inf | logz: -215.474 +/- 0.304 | dlogz: 124.094 > 0.109
iter: 683 | bound: 3 | nc: 39 | ncall: 14660 | eff(%): 4.659 | loglstar: -inf < -205.063 < inf | logz: -215.171 +/- 0.304 | dlogz: 123.676 > 0.109
iter: 684 | bound: 3 | nc: 39 | ncall: 14699 | eff(%): 4.653 | loglstar: -inf < -204.142 < inf | logz: -214.782 +/- 0.305 | dlogz: 123.363 > 0.109
iter: 685 | bound: 3 | nc: 39 | ncall: 14738 | eff(%): 4.648 | loglstar: -inf < -203.969 < inf | logz: -214.377 +/- 0.306 | dlogz: 122.964 > 0.109
iter: 686 | bound: 3 | nc: 39 | ncall: 14777 | eff(%): 4.642 | loglstar: -inf < -203.558 < inf | logz: -214.006 +/- 0.306 | dlogz: 122.549 > 0.109
iter: 687 | bound: 3 | nc: 39 | ncall: 14816 | eff(%): 4.637 | loglstar: -inf < -202.415 < inf | logz: -213.438 +/- 0.310 | dlogz: 122.168 > 0.109
iter: 688 | bound: 3 | nc: 39 | ncall: 14855 | eff(%): 4.631 | loglstar: -inf < -201.787 < inf | logz: -212.778 +/- 0.313 | dlogz: 121.590 > 0.109
iter: 689 | bound: 3 | nc: 39 | ncall: 14894 | eff(%): 4.626 | loglstar: -inf < -201.428 < inf | logz: -212.214 +/- 0.313 | dlogz: 120.921 > 0.109
iter: 690 | bound: 3 | nc: 39 | ncall: 14933 | eff(%): 4.621 | loglstar: -inf < -201.154 < inf | logz: -211.756 +/- 0.312 | dlogz: 120.347 > 0.109
iter: 691 | bound: 3 | nc: 39 | ncall: 14972 | eff(%): 4.615 | loglstar: -inf < -200.715 < inf | logz: -211.332 +/- 0.311 | dlogz: 119.878 > 0.109
iter: 692 | bound: 3 | nc: 39 | ncall: 15011 | eff(%): 4.610 | loglstar: -inf < -200.486 < inf | logz: -210.947 +/- 0.310 | dlogz: 119.444 > 0.109
iter: 693 | bound: 3 | nc: 39 | ncall: 15050 | eff(%): 4.605 | loglstar: -inf < -199.946 < inf | logz: -210.556 +/- 0.310 | dlogz: 119.049 > 0.109
iter: 694 | bound: 3 | nc: 39 | ncall: 15089 | eff(%): 4.599 | loglstar: -inf < -199.856 < inf | logz: -210.202 +/- 0.309 | dlogz: 118.648 > 0.109
iter: 695 | bound: 3 | nc: 39 | ncall: 15128 | eff(%): 4.594 | loglstar: -inf < -199.545 < inf | logz: -209.891 +/- 0.308 | dlogz: 118.285 > 0.109
iter: 696 | bound: 3 | nc: 39 | ncall: 15167 | eff(%): 4.589 | loglstar: -inf < -199.149 < inf | logz: -209.570 +/- 0.307 | dlogz: 117.964 > 0.109
iter: 697 | bound: 3 | nc: 39 | ncall: 15206 | eff(%): 4.584 | loglstar: -inf < -198.790 < inf | logz: -209.237 +/- 0.307 | dlogz: 117.633 > 0.109
iter: 698 | bound: 3 | nc: 39 | ncall: 15245 | eff(%): 4.579 | loglstar: -inf < -198.703 < inf | logz: -208.940 +/- 0.306 | dlogz: 117.289 > 0.109
iter: 699 | bound: 3 | nc: 39 | ncall: 15284 | eff(%): 4.573 | loglstar: -inf < -198.679 < inf | logz: -208.702 +/- 0.305 | dlogz: 116.983 > 0.109
iter: 700 | bound: 3 | nc: 39 | ncall: 15323 | eff(%): 4.568 | loglstar: -inf < -198.292 < inf | logz: -208.469 +/- 0.304 | dlogz: 116.735 > 0.109
iter: 701 | bound: 3 | nc: 39 | ncall: 15362 | eff(%): 4.563 | loglstar: -inf < -198.249 < inf | logz: -208.245 +/- 0.303 | dlogz: 116.492 > 0.109
iter: 702 | bound: 3 | nc: 39 | ncall: 15401 | eff(%): 4.558 | loglstar: -inf < -198.205 < inf | logz: -208.057 +/- 0.302 | dlogz: 116.258 > 0.109
iter: 703 | bound: 3 | nc: 39 | ncall: 15440 | eff(%): 4.553 | loglstar: -inf < -197.942 < inf | logz: -207.875 +/- 0.302 | dlogz: 116.060 > 0.109
iter: 704 | bound: 3 | nc: 39 | ncall: 15479 | eff(%): 4.548 | loglstar: -inf < -197.880 < inf | logz: -207.699 +/- 0.301 | dlogz: 115.868 > 0.109
iter: 705 | bound: 3 | nc: 39 | ncall: 15518 | eff(%): 4.543 | loglstar: -inf < -197.852 < inf | logz: -207.545 +/- 0.300 | dlogz: 115.682 > 0.109
iter: 706 | bound: 3 | nc: 39 | ncall: 15557 | eff(%): 4.538 | loglstar: -inf < -196.849 < inf | logz: -207.308 +/- 0.301 | dlogz: 115.518 > 0.109
iter: 707 | bound: 3 | nc: 39 | ncall: 15596 | eff(%): 4.533 | loglstar: -inf < -196.526 < inf | logz: -206.997 +/- 0.302 | dlogz: 115.271 > 0.109
iter: 708 | bound: 3 | nc: 39 | ncall: 15635 | eff(%): 4.528 | loglstar: -inf < -195.858 < inf | logz: -206.624 +/- 0.305 | dlogz: 114.950 > 0.109
iter: 709 | bound: 3 | nc: 39 | ncall: 15674 | eff(%): 4.523 | loglstar: -inf < -195.284 < inf | logz: -206.175 +/- 0.308 | dlogz: 114.567 > 0.109
iter: 710 | bound: 3 | nc: 39 | ncall: 15713 | eff(%): 4.519 | loglstar: -inf < -195.233 < inf | logz: -205.790 +/- 0.309 | dlogz: 114.109 > 0.109
iter: 711 | bound: 3 | nc: 39 | ncall: 15752 | eff(%): 4.514 | loglstar: -inf < -195.151 < inf | logz: -205.499 +/- 0.308 | dlogz: 113.714 > 0.109
iter: 712 | bound: 3 | nc: 39 | ncall: 15791 | eff(%): 4.509 | loglstar: -inf < -194.885 < inf | logz: -205.236 +/- 0.307 | dlogz: 113.412 > 0.109
iter: 713 | bound: 3 | nc: 39 | ncall: 15830 | eff(%): 4.504 | loglstar: -inf < -194.656 < inf | logz: -204.980 +/- 0.307 | dlogz: 113.140 > 0.109
iter: 714 | bound: 4 | nc: 39 | ncall: 15869 | eff(%): 4.499 | loglstar: -inf < -194.615 < inf | logz: -204.753 +/- 0.306 | dlogz: 112.873 > 0.109
iter: 715 | bound: 4 | nc: 39 | ncall: 15908 | eff(%): 4.495 | loglstar: -inf < -194.204 < inf | logz: -204.524 +/- 0.305 | dlogz: 112.637 > 0.109
iter: 716 | bound: 4 | nc: 39 | ncall: 15947 | eff(%): 4.490 | loglstar: -inf < -193.709 < inf | logz: -204.245 +/- 0.306 | dlogz: 112.398 > 0.109
iter: 717 | bound: 4 | nc: 39 | ncall: 15986 | eff(%): 4.485 | loglstar: -inf < -193.640 < inf | logz: -203.975 +/- 0.306 | dlogz: 112.109 > 0.109
iter: 718 | bound: 4 | nc: 39 | ncall: 16025 | eff(%): 4.480 | loglstar: -inf < -193.145 < inf | logz: -203.697 +/- 0.306 | dlogz: 111.829 > 0.109
iter: 719 | bound: 4 | nc: 39 | ncall: 16064 | eff(%): 4.476 | loglstar: -inf < -192.630 < inf | logz: -203.362 +/- 0.307 | dlogz: 111.541 > 0.109
iter: 720 | bound: 4 | nc: 39 | ncall: 16103 | eff(%): 4.471 | loglstar: -inf < -192.526 < inf | logz: -203.045 +/- 0.308 | dlogz: 111.196 > 0.109
iter: 721 | bound: 4 | nc: 39 | ncall: 16142 | eff(%): 4.467 | loglstar: -inf < -192.475 < inf | logz: -202.790 +/- 0.307 | dlogz: 110.869 > 0.109
iter: 722 | bound: 4 | nc: 39 | ncall: 16181 | eff(%): 4.462 | loglstar: -inf < -192.327 < inf | logz: -202.570 +/- 0.307 | dlogz: 110.604 > 0.109
iter: 723 | bound: 4 | nc: 39 | ncall: 16220 | eff(%): 4.457 | loglstar: -inf < -191.473 < inf | logz: -202.268 +/- 0.307 | dlogz: 110.374 > 0.109
iter: 724 | bound: 4 | nc: 39 | ncall: 16259 | eff(%): 4.453 | loglstar: -inf < -191.282 < inf | logz: -201.932 +/- 0.308 | dlogz: 110.062 > 0.109
iter: 725 | bound: 4 | nc: 39 | ncall: 16298 | eff(%): 4.448 | loglstar: -inf < -191.076 < inf | logz: -201.635 +/- 0.308 | dlogz: 109.716 > 0.109
iter: 726 | bound: 4 | nc: 39 | ncall: 16337 | eff(%): 4.444 | loglstar: -inf < -190.868 < inf | logz: -201.363 +/- 0.308 | dlogz: 109.409 > 0.109
iter: 727 | bound: 4 | nc: 39 | ncall: 16376 | eff(%): 4.439 | loglstar: -inf < -190.833 < inf | logz: -201.128 +/- 0.308 | dlogz: 109.128 > 0.109
iter: 728 | bound: 4 | nc: 39 | ncall: 16415 | eff(%): 4.435 | loglstar: -inf < -190.773 < inf | logz: -200.932 +/- 0.307 | dlogz: 108.883 > 0.109
iter: 729 | bound: 4 | nc: 39 | ncall: 16454 | eff(%): 4.431 | loglstar: -inf < -190.725 < inf | logz: -200.761 +/- 0.306 | dlogz: 108.676 > 0.109
iter: 730 | bound: 4 | nc: 39 | ncall: 16493 | eff(%): 4.426 | loglstar: -inf < -190.613 < inf | logz: -200.605 +/- 0.305 | dlogz: 108.495 > 0.109
iter: 731 | bound: 4 | nc: 39 | ncall: 16532 | eff(%): 4.422 | loglstar: -inf < -190.365 < inf | logz: -200.446 +/- 0.304 | dlogz: 108.329 > 0.109
iter: 732 | bound: 4 | nc: 39 | ncall: 16571 | eff(%): 4.417 | loglstar: -inf < -190.255 < inf | logz: -200.286 +/- 0.303 | dlogz: 108.160 > 0.109
iter: 733 | bound: 4 | nc: 39 | ncall: 16610 | eff(%): 4.413 | loglstar: -inf < -190.136 < inf | logz: -200.134 +/- 0.303 | dlogz: 107.990 > 0.109
iter: 734 | bound: 4 | nc: 39 | ncall: 16649 | eff(%): 4.409 | loglstar: -inf < -190.136 < inf | logz: -199.995 +/- 0.302 | dlogz: 107.829 > 0.109
iter: 735 | bound: 4 | nc: 39 | ncall: 16688 | eff(%): 4.404 | loglstar: -inf < -189.860 < inf | logz: -199.858 +/- 0.302 | dlogz: 107.680 > 0.109
iter: 736 | bound: 4 | nc: 39 | ncall: 16727 | eff(%): 4.400 | loglstar: -inf < -189.111 < inf | logz: -199.655 +/- 0.302 | dlogz: 107.532 > 0.109
iter: 737 | bound: 4 | nc: 39 | ncall: 16766 | eff(%): 4.396 | loglstar: -inf < -188.662 < inf | logz: -199.379 +/- 0.304 | dlogz: 107.319 > 0.109
iter: 738 | bound: 4 | nc: 39 | ncall: 16805 | eff(%): 4.392 | loglstar: -inf < -188.433 < inf | logz: -199.095 +/- 0.306 | dlogz: 107.034 > 0.109
iter: 739 | bound: 4 | nc: 39 | ncall: 16844 | eff(%): 4.387 | loglstar: -inf < -188.367 < inf | logz: -198.847 +/- 0.306 | dlogz: 106.740 > 0.109
iter: 740 | bound: 4 | nc: 39 | ncall: 16883 | eff(%): 4.383 | loglstar: -inf < -187.940 < inf | logz: -198.596 +/- 0.307 | dlogz: 106.482 > 0.109
iter: 741 | bound: 4 | nc: 39 | ncall: 16922 | eff(%): 4.379 | loglstar: -inf < -187.681 < inf | logz: -198.330 +/- 0.307 | dlogz: 106.221 > 0.109
iter: 742 | bound: 4 | nc: 39 | ncall: 16961 | eff(%): 4.375 | loglstar: -inf < -187.660 < inf | logz: -198.096 +/- 0.308 | dlogz: 105.945 > 0.109
iter: 743 | bound: 4 | nc: 39 | ncall: 17000 | eff(%): 4.371 | loglstar: -inf < -187.550 < inf | logz: -197.896 +/- 0.307 | dlogz: 105.700 > 0.109
iter: 744 | bound: 4 | nc: 39 | ncall: 17039 | eff(%): 4.366 | loglstar: -inf < -187.512 < inf | logz: -197.720 +/- 0.307 | dlogz: 105.491 > 0.109
iter: 745 | bound: 4 | nc: 39 | ncall: 17078 | eff(%): 4.362 | loglstar: -inf < -187.316 < inf | logz: -197.553 +/- 0.306 | dlogz: 105.305 > 0.109
iter: 746 | bound: 4 | nc: 39 | ncall: 17117 | eff(%): 4.358 | loglstar: -inf < -187.014 < inf | logz: -197.375 +/- 0.306 | dlogz: 105.128 > 0.109
iter: 747 | bound: 4 | nc: 39 | ncall: 17156 | eff(%): 4.354 | loglstar: -inf < -186.692 < inf | logz: -197.175 +/- 0.306 | dlogz: 104.940 > 0.109
iter: 748 | bound: 4 | nc: 39 | ncall: 17195 | eff(%): 4.350 | loglstar: -inf < -186.495 < inf | logz: -196.967 +/- 0.306 | dlogz: 104.730 > 0.109
iter: 749 | bound: 4 | nc: 39 | ncall: 17234 | eff(%): 4.346 | loglstar: -inf < -185.847 < inf | logz: -196.707 +/- 0.307 | dlogz: 104.512 > 0.109
iter: 750 | bound: 4 | nc: 39 | ncall: 17273 | eff(%): 4.342 | loglstar: -inf < -185.289 < inf | logz: -196.364 +/- 0.310 | dlogz: 104.242 > 0.109
iter: 751 | bound: 4 | nc: 39 | ncall: 17312 | eff(%): 4.338 | loglstar: -inf < -185.231 < inf | logz: -196.044 +/- 0.311 | dlogz: 103.889 > 0.109
iter: 752 | bound: 4 | nc: 39 | ncall: 17351 | eff(%): 4.334 | loglstar: -inf < -185.198 < inf | logz: -195.795 +/- 0.311 | dlogz: 103.559 > 0.109
iter: 753 | bound: 4 | nc: 39 | ncall: 17390 | eff(%): 4.330 | loglstar: -inf < -185.132 < inf | logz: -195.588 +/- 0.310 | dlogz: 103.300 > 0.109
iter: 754 | bound: 4 | nc: 39 | ncall: 17429 | eff(%): 4.326 | loglstar: -inf < -184.456 < inf | logz: -195.338 +/- 0.310 | dlogz: 103.083 > 0.109
iter: 755 | bound: 4 | nc: 39 | ncall: 17468 | eff(%): 4.322 | loglstar: -inf < -184.283 < inf | logz: -195.063 +/- 0.311 | dlogz: 102.824 > 0.109
iter: 756 | bound: 4 | nc: 39 | ncall: 17507 | eff(%): 4.318 | loglstar: -inf < -184.068 < inf | logz: -194.808 +/- 0.311 | dlogz: 102.538 > 0.109
iter: 757 | bound: 4 | nc: 39 | ncall: 17546 | eff(%): 4.314 | loglstar: -inf < -184.025 < inf | logz: -194.583 +/- 0.311 | dlogz: 102.273 > 0.109
iter: 758 | bound: 4 | nc: 39 | ncall: 17585 | eff(%): 4.310 | loglstar: -inf < -183.800 < inf | logz: -194.377 +/- 0.310 | dlogz: 102.039 > 0.109
iter: 759 | bound: 4 | nc: 39 | ncall: 17624 | eff(%): 4.307 | loglstar: -inf < -183.765 < inf | logz: -194.187 +/- 0.310 | dlogz: 101.822 > 0.109
iter: 760 | bound: 4 | nc: 39 | ncall: 17663 | eff(%): 4.303 | loglstar: -inf < -183.722 < inf | logz: -194.023 +/- 0.309 | dlogz: 101.623 > 0.109
iter: 761 | bound: 4 | nc: 39 | ncall: 17702 | eff(%): 4.299 | loglstar: -inf < -183.657 < inf | logz: -193.877 +/- 0.308 | dlogz: 101.449 > 0.109
iter: 762 | bound: 4 | nc: 39 | ncall: 17741 | eff(%): 4.295 | loglstar: -inf < -182.751 < inf | logz: -193.660 +/- 0.309 | dlogz: 101.293 > 0.109
iter: 763 | bound: 4 | nc: 39 | ncall: 17780 | eff(%): 4.291 | loglstar: -inf < -182.743 < inf | logz: -193.416 +/- 0.309 | dlogz: 101.066 > 0.109
iter: 764 | bound: 4 | nc: 39 | ncall: 17819 | eff(%): 4.288 | loglstar: -inf < -182.728 < inf | logz: -193.220 +/- 0.309 | dlogz: 100.812 > 0.109
iter: 765 | bound: 4 | nc: 39 | ncall: 17858 | eff(%): 4.284 | loglstar: -inf < -182.640 < inf | logz: -193.050 +/- 0.309 | dlogz: 100.606 > 0.109
iter: 766 | bound: 4 | nc: 39 | ncall: 17897 | eff(%): 4.280 | loglstar: -inf < -182.615 < inf | logz: -192.898 +/- 0.308 | dlogz: 100.426 > 0.109
iter: 767 | bound: 4 | nc: 39 | ncall: 17936 | eff(%): 4.276 | loglstar: -inf < -182.524 < inf | logz: -192.760 +/- 0.307 | dlogz: 100.264 > 0.109
iter: 768 | bound: 4 | nc: 39 | ncall: 17975 | eff(%): 4.273 | loglstar: -inf < -182.346 < inf | logz: -192.623 +/- 0.307 | dlogz: 100.116 > 0.109
iter: 769 | bound: 4 | nc: 39 | ncall: 18014 | eff(%): 4.269 | loglstar: -inf < -182.285 < inf | logz: -192.490 +/- 0.306 | dlogz: 99.969 > 0.109
iter: 770 | bound: 4 | nc: 39 | ncall: 18053 | eff(%): 4.265 | loglstar: -inf < -182.189 < inf | logz: -192.365 +/- 0.306 | dlogz: 99.826 > 0.109
iter: 771 | bound: 4 | nc: 39 | ncall: 18092 | eff(%): 4.262 | loglstar: -inf < -182.161 < inf | logz: -192.248 +/- 0.305 | dlogz: 99.691 > 0.109
iter: 772 | bound: 4 | nc: 39 | ncall: 18131 | eff(%): 4.258 | loglstar: -inf < -181.816 < inf | logz: -192.123 +/- 0.305 | dlogz: 99.565 > 0.109
iter: 773 | bound: 4 | nc: 39 | ncall: 18170 | eff(%): 4.254 | loglstar: -inf < -181.696 < inf | logz: -191.988 +/- 0.305 | dlogz: 99.430 > 0.109
iter: 774 | bound: 4 | nc: 39 | ncall: 18209 | eff(%): 4.251 | loglstar: -inf < -181.244 < inf | logz: -191.830 +/- 0.305 | dlogz: 99.284 > 0.109
iter: 775 | bound: 4 | nc: 39 | ncall: 18248 | eff(%): 4.247 | loglstar: -inf < -181.241 < inf | logz: -191.667 +/- 0.305 | dlogz: 99.117 > 0.109
iter: 776 | bound: 4 | nc: 39 | ncall: 18287 | eff(%): 4.243 | loglstar: -inf < -180.611 < inf | logz: -191.473 +/- 0.306 | dlogz: 98.944 > 0.109
iter: 777 | bound: 4 | nc: 39 | ncall: 18326 | eff(%): 4.240 | loglstar: -inf < -180.564 < inf | logz: -191.263 +/- 0.307 | dlogz: 98.739 > 0.109
iter: 778 | bound: 4 | nc: 39 | ncall: 18365 | eff(%): 4.236 | loglstar: -inf < -180.505 < inf | logz: -191.082 +/- 0.308 | dlogz: 123.314 > 0.109
iter: 779 | bound: 4 | nc: 39 | ncall: 18404 | eff(%): 4.233 | loglstar: -inf < -180.280 < inf | logz: -190.909 +/- 0.308 | dlogz: 123.123 > 0.109
iter: 780 | bound: 4 | nc: 39 | ncall: 18443 | eff(%): 4.229 | loglstar: -inf < -179.885 < inf | logz: -190.712 +/- 0.309 | dlogz: 122.940 > 0.109
iter: 781 | bound: 4 | nc: 39 | ncall: 18482 | eff(%): 4.226 | loglstar: -inf < -179.782 < inf | logz: -190.510 +/- 0.309 | dlogz: 122.732 > 0.109
iter: 782 | bound: 4 | nc: 39 | ncall: 18521 | eff(%): 4.222 | loglstar: -inf < -179.756 < inf | logz: -190.334 +/- 0.309 | dlogz: 122.521 > 0.109
iter: 783 | bound: 4 | nc: 39 | ncall: 18560 | eff(%): 4.219 | loglstar: -inf < -179.751 < inf | logz: -190.184 +/- 0.309 | dlogz: 122.335 > 0.109
iter: 784 | bound: 4 | nc: 39 | ncall: 18599 | eff(%): 4.215 | loglstar: -inf < -179.749 < inf | logz: -190.054 +/- 0.308 | dlogz: 122.175 > 0.109
iter: 785 | bound: 4 | nc: 39 | ncall: 18638 | eff(%): 4.212 | loglstar: -inf < -179.070 < inf | logz: -189.889 +/- 0.309 | dlogz: 122.035 > 0.109
iter: 786 | bound: 4 | nc: 39 | ncall: 18677 | eff(%): 4.208 | loglstar: -inf < -178.990 < inf | logz: -189.700 +/- 0.309 | dlogz: 121.860 > 0.109
iter: 787 | bound: 4 | nc: 39 | ncall: 18716 | eff(%): 4.205 | loglstar: -inf < -177.202 < inf | logz: -189.218 +/- 0.317 | dlogz: 121.661 > 0.109
iter: 788 | bound: 4 | nc: 39 | ncall: 18755 | eff(%): 4.202 | loglstar: -inf < -176.964 < inf | logz: -188.667 +/- 0.322 | dlogz: 121.169 > 0.109
iter: 789 | bound: 4 | nc: 39 | ncall: 18794 | eff(%): 4.198 | loglstar: -inf < -176.702 < inf | logz: -188.235 +/- 0.323 | dlogz: 120.608 > 0.109
iter: 790 | bound: 4 | nc: 39 | ncall: 18833 | eff(%): 4.195 | loglstar: -inf < -176.677 < inf | logz: -187.901 +/- 0.322 | dlogz: 120.166 > 0.109
iter: 791 | bound: 4 | nc: 39 | ncall: 18872 | eff(%): 4.191 | loglstar: -inf < -176.380 < inf | logz: -187.612 +/- 0.321 | dlogz: 119.822 > 0.109
iter: 792 | bound: 4 | nc: 39 | ncall: 18911 | eff(%): 4.188 | loglstar: -inf < -176.352 < inf | logz: -187.359 +/- 0.320 | dlogz: 119.524 > 0.109
iter: 793 | bound: 4 | nc: 39 | ncall: 18950 | eff(%): 4.185 | loglstar: -inf < -176.064 < inf | logz: -187.126 +/- 0.319 | dlogz: 119.260 > 0.109
iter: 794 | bound: 4 | nc: 39 | ncall: 18989 | eff(%): 4.181 | loglstar: -inf < -175.765 < inf | logz: -186.882 +/- 0.319 | dlogz: 119.017 > 0.109
iter: 795 | bound: 4 | nc: 39 | ncall: 19028 | eff(%): 4.178 | loglstar: -inf < -175.313 < inf | logz: -186.607 +/- 0.319 | dlogz: 118.763 > 0.109
iter: 796 | bound: 4 | nc: 39 | ncall: 19067 | eff(%): 4.175 | loglstar: -inf < -175.149 < inf | logz: -186.331 +/- 0.319 | dlogz: 118.478 > 0.109
iter: 797 | bound: 4 | nc: 39 | ncall: 19106 | eff(%): 4.171 | loglstar: -inf < -174.952 < inf | logz: -186.080 +/- 0.319 | dlogz: 118.193 > 0.109
iter: 798 | bound: 4 | nc: 39 | ncall: 19145 | eff(%): 4.168 | loglstar: -inf < -174.707 < inf | logz: -185.837 +/- 0.318 | dlogz: 117.932 > 0.109
iter: 799 | bound: 4 | nc: 39 | ncall: 19184 | eff(%): 4.165 | loglstar: -inf < -174.594 < inf | logz: -185.611 +/- 0.318 | dlogz: 117.679 > 0.109
iter: 800 | bound: 4 | nc: 39 | ncall: 19223 | eff(%): 4.162 | loglstar: -inf < -173.970 < inf | logz: -185.345 +/- 0.318 | dlogz: 117.443 > 0.109
iter: 801 | bound: 4 | nc: 39 | ncall: 19262 | eff(%): 4.158 | loglstar: -inf < -173.688 < inf | logz: -185.046 +/- 0.319 | dlogz: 117.167 > 0.109
iter: 802 | bound: 4 | nc: 39 | ncall: 19301 | eff(%): 4.155 | loglstar: -inf < -173.594 < inf | logz: -184.778 +/- 0.319 | dlogz: 116.858 > 0.109
iter: 803 | bound: 4 | nc: 39 | ncall: 19340 | eff(%): 4.152 | loglstar: -inf < -173.070 < inf | logz: -184.496 +/- 0.319 | dlogz: 116.580 > 0.109
iter: 804 | bound: 4 | nc: 39 | ncall: 19379 | eff(%): 4.149 | loglstar: -inf < -172.880 < inf | logz: -184.204 +/- 0.320 | dlogz: 116.288 > 0.109
iter: 805 | bound: 4 | nc: 39 | ncall: 19418 | eff(%): 4.146 | loglstar: -inf < -172.745 < inf | logz: -183.946 +/- 0.320 | dlogz: 115.986 > 0.109
iter: 806 | bound: 4 | nc: 39 | ncall: 19457 | eff(%): 4.142 | loglstar: -inf < -172.564 < inf | logz: -183.712 +/- 0.319 | dlogz: 115.718 > 0.109
iter: 807 | bound: 4 | nc: 39 | ncall: 19496 | eff(%): 4.139 | loglstar: -inf < -172.497 < inf | logz: -183.502 +/- 0.319 | dlogz: 115.474 > 0.109
iter: 808 | bound: 4 | nc: 39 | ncall: 19535 | eff(%): 4.136 | loglstar: -inf < -171.763 < inf | logz: -183.241 +/- 0.319 | dlogz: 115.255 > 0.109
iter: 809 | bound: 4 | nc: 39 | ncall: 19574 | eff(%): 4.133 | loglstar: -inf < -171.426 < inf | logz: -182.927 +/- 0.320 | dlogz: 114.984 > 0.109
iter: 810 | bound: 4 | nc: 39 | ncall: 19613 | eff(%): 4.130 | loglstar: -inf < -171.368 < inf | logz: -182.649 +/- 0.320 | dlogz: 114.660 > 0.109
iter: 811 | bound: 4 | nc: 39 | ncall: 19652 | eff(%): 4.127 | loglstar: -inf < -171.034 < inf | logz: -182.390 +/- 0.320 | dlogz: 114.372 > 0.109
iter: 812 | bound: 4 | nc: 39 | ncall: 19691 | eff(%): 4.124 | loglstar: -inf < -170.730 < inf | logz: -182.119 +/- 0.321 | dlogz: 114.102 > 0.109
iter: 813 | bound: 4 | nc: 39 | ncall: 19730 | eff(%): 4.121 | loglstar: -inf < -170.709 < inf | logz: -181.878 +/- 0.320 | dlogz: 113.821 > 0.109
iter: 814 | bound: 5 | nc: 39 | ncall: 19769 | eff(%): 4.118 | loglstar: -inf < -170.616 < inf | logz: -181.675 +/- 0.320 | dlogz: 113.570 > 0.109
iter: 815 | bound: 5 | nc: 39 | ncall: 19808 | eff(%): 4.114 | loglstar: -inf < -170.612 < inf | logz: -181.500 +/- 0.319 | dlogz: 113.357 > 0.109
iter: 816 | bound: 5 | nc: 39 | ncall: 19847 | eff(%): 4.111 | loglstar: -inf < -170.429 < inf | logz: -181.339 +/- 0.318 | dlogz: 113.173 > 0.109
iter: 817 | bound: 5 | nc: 39 | ncall: 19886 | eff(%): 4.108 | loglstar: -inf < -170.393 < inf | logz: -181.187 +/- 0.317 | dlogz: 113.001 > 0.109
iter: 818 | bound: 5 | nc: 39 | ncall: 19925 | eff(%): 4.105 | loglstar: -inf < -170.130 < inf | logz: -181.036 +/- 0.317 | dlogz: 112.840 > 0.109
iter: 819 | bound: 5 | nc: 39 | ncall: 19964 | eff(%): 4.102 | loglstar: -inf < -169.670 < inf | logz: -180.851 +/- 0.317 | dlogz: 112.679 > 0.109
iter: 820 | bound: 5 | nc: 39 | ncall: 20003 | eff(%): 4.099 | loglstar: -inf < -169.431 < inf | logz: -180.642 +/- 0.317 | dlogz: 112.484 > 0.109
iter: 821 | bound: 5 | nc: 39 | ncall: 20042 | eff(%): 4.096 | loglstar: -inf < -169.394 < inf | logz: -180.449 +/- 0.317 | dlogz: 112.265 > 0.109
iter: 822 | bound: 5 | nc: 39 | ncall: 20081 | eff(%): 4.093 | loglstar: -inf < -169.231 < inf | logz: -180.273 +/- 0.317 | dlogz: 112.062 > 0.109
iter: 823 | bound: 5 | nc: 39 | ncall: 20120 | eff(%): 4.090 | loglstar: -inf < -169.223 < inf | logz: -180.113 +/- 0.316 | dlogz: 111.876 > 0.109
iter: 824 | bound: 5 | nc: 39 | ncall: 20159 | eff(%): 4.088 | loglstar: -inf < -169.109 < inf | logz: -179.968 +/- 0.316 | dlogz: 111.706 > 0.109
iter: 825 | bound: 5 | nc: 39 | ncall: 20198 | eff(%): 4.085 | loglstar: -inf < -168.821 < inf | logz: -179.816 +/- 0.316 | dlogz: 111.551 > 0.109
iter: 826 | bound: 5 | nc: 39 | ncall: 20237 | eff(%): 4.082 | loglstar: -inf < -168.705 < inf | logz: -179.659 +/- 0.316 | dlogz: 111.389 > 0.109
iter: 827 | bound: 5 | nc: 39 | ncall: 20276 | eff(%): 4.079 | loglstar: -inf < -168.409 < inf | logz: -179.495 +/- 0.316 | dlogz: 111.222 > 0.109
iter: 828 | bound: 5 | nc: 39 | ncall: 20315 | eff(%): 4.076 | loglstar: -inf < -167.745 < inf | logz: -179.269 +/- 0.317 | dlogz: 111.048 > 0.109
iter: 829 | bound: 5 | nc: 39 | ncall: 20354 | eff(%): 4.073 | loglstar: -inf < -167.543 < inf | logz: -179.012 +/- 0.318 | dlogz: 110.813 > 0.109
iter: 830 | bound: 5 | nc: 39 | ncall: 20393 | eff(%): 4.070 | loglstar: -inf < -167.242 < inf | logz: -178.757 +/- 0.319 | dlogz: 110.545 > 0.109
iter: 831 | bound: 5 | nc: 39 | ncall: 20432 | eff(%): 4.067 | loglstar: -inf < -166.915 < inf | logz: -178.490 +/- 0.320 | dlogz: 110.281 > 0.109
iter: 832 | bound: 5 | nc: 39 | ncall: 20471 | eff(%): 4.064 | loglstar: -inf < -165.936 < inf | logz: -178.089 +/- 0.324 | dlogz: 110.004 > 0.109
iter: 833 | bound: 5 | nc: 39 | ncall: 20510 | eff(%): 4.061 | loglstar: -inf < -165.268 < inf | logz: -177.558 +/- 0.329 | dlogz: 109.593 > 0.109
iter: 834 | bound: 5 | nc: 39 | ncall: 20549 | eff(%): 4.059 | loglstar: -inf < -165.209 < inf | logz: -177.116 +/- 0.330 | dlogz: 109.051 > 0.109
iter: 835 | bound: 5 | nc: 39 | ncall: 20588 | eff(%): 4.056 | loglstar: -inf < -165.198 < inf | logz: -176.804 +/- 0.329 | dlogz: 108.599 > 0.109
iter: 836 | bound: 5 | nc: 39 | ncall: 20627 | eff(%): 4.053 | loglstar: -inf < -165.075 < inf | logz: -176.553 +/- 0.328 | dlogz: 108.277 > 0.109
iter: 837 | bound: 5 | nc: 39 | ncall: 20666 | eff(%): 4.050 | loglstar: -inf < -165.051 < inf | logz: -176.342 +/- 0.326 | dlogz: 108.017 > 0.109
iter: 838 | bound: 5 | nc: 39 | ncall: 20705 | eff(%): 4.047 | loglstar: -inf < -164.968 < inf | logz: -176.160 +/- 0.325 | dlogz: 107.796 > 0.109
iter: 839 | bound: 5 | nc: 39 | ncall: 20744 | eff(%): 4.045 | loglstar: -inf < -164.523 < inf | logz: -175.962 +/- 0.324 | dlogz: 107.604 > 0.109
iter: 840 | bound: 5 | nc: 39 | ncall: 20783 | eff(%): 4.042 | loglstar: -inf < -163.647 < inf | logz: -175.648 +/- 0.326 | dlogz: 107.396 > 0.109
iter: 841 | bound: 5 | nc: 39 | ncall: 20822 | eff(%): 4.039 | loglstar: -inf < -163.511 < inf | logz: -175.308 +/- 0.327 | dlogz: 107.072 > 0.109
iter: 842 | bound: 5 | nc: 39 | ncall: 20861 | eff(%): 4.036 | loglstar: -inf < -163.471 < inf | logz: -175.037 +/- 0.326 | dlogz: 106.722 > 0.109
iter: 843 | bound: 5 | nc: 39 | ncall: 20900 | eff(%): 4.033 | loglstar: -inf < -163.054 < inf | logz: -174.774 +/- 0.326 | dlogz: 106.441 > 0.109
iter: 844 | bound: 5 | nc: 39 | ncall: 20939 | eff(%): 4.031 | loglstar: -inf < -162.905 < inf | logz: -174.513 +/- 0.326 | dlogz: 106.168 > 0.109
iter: 845 | bound: 5 | nc: 39 | ncall: 20978 | eff(%): 4.028 | loglstar: -inf < -162.904 < inf | logz: -174.294 +/- 0.325 | dlogz: 105.897 > 0.109
iter: 846 | bound: 5 | nc: 39 | ncall: 21017 | eff(%): 4.025 | loglstar: -inf < -162.880 < inf | logz: -174.114 +/- 0.324 | dlogz: 105.668 > 0.109
iter: 847 | bound: 5 | nc: 39 | ncall: 21056 | eff(%): 4.023 | loglstar: -inf < -162.560 < inf | logz: -173.935 +/- 0.324 | dlogz: 105.478 > 0.109
iter: 848 | bound: 5 | nc: 39 | ncall: 21095 | eff(%): 4.020 | loglstar: -inf < -162.477 < inf | logz: -173.756 +/- 0.323 | dlogz: 105.289 > 0.109
iter: 849 | bound: 5 | nc: 39 | ncall: 21134 | eff(%): 4.017 | loglstar: -inf < -162.440 < inf | logz: -173.597 +/- 0.322 | dlogz: 105.100 > 0.109
iter: 850 | bound: 5 | nc: 39 | ncall: 21173 | eff(%): 4.015 | loglstar: -inf < -162.371 < inf | logz: -173.454 +/- 0.322 | dlogz: 104.931 > 0.109
iter: 851 | bound: 5 | nc: 39 | ncall: 21212 | eff(%): 4.012 | loglstar: -inf < -162.283 < inf | logz: -173.321 +/- 0.321 | dlogz: 104.778 > 0.109
iter: 852 | bound: 5 | nc: 39 | ncall: 21251 | eff(%): 4.009 | loglstar: -inf < -160.767 < inf | logz: -173.015 +/- 0.324 | dlogz: 104.635 > 0.109
iter: 853 | bound: 5 | nc: 39 | ncall: 21290 | eff(%): 4.007 | loglstar: -inf < -160.627 < inf | logz: -172.636 +/- 0.327 | dlogz: 104.319 > 0.109
iter: 854 | bound: 5 | nc: 39 | ncall: 21329 | eff(%): 4.004 | loglstar: -inf < -160.347 < inf | logz: -172.308 +/- 0.328 | dlogz: 103.930 > 0.109
iter: 855 | bound: 5 | nc: 39 | ncall: 21368 | eff(%): 4.001 | loglstar: -inf < -160.288 < inf | logz: -172.027 +/- 0.328 | dlogz: 103.593 > 0.109
iter: 856 | bound: 5 | nc: 39 | ncall: 21407 | eff(%): 3.999 | loglstar: -inf < -159.621 < inf | logz: -171.713 +/- 0.329 | dlogz: 103.302 > 0.109
iter: 857 | bound: 5 | nc: 39 | ncall: 21446 | eff(%): 3.996 | loglstar: -inf < -159.551 < inf | logz: -171.402 +/- 0.329 | dlogz: 102.978 > 0.109
iter: 858 | bound: 5 | nc: 39 | ncall: 21485 | eff(%): 3.993 | loglstar: -inf < -159.475 < inf | logz: -171.151 +/- 0.328 | dlogz: 102.657 > 0.109
iter: 859 | bound: 5 | nc: 39 | ncall: 21524 | eff(%): 3.991 | loglstar: -inf < -159.421 < inf | logz: -170.941 +/- 0.328 | dlogz: 102.396 > 0.109
iter: 860 | bound: 5 | nc: 39 | ncall: 21563 | eff(%): 3.988 | loglstar: -inf < -158.861 < inf | logz: -170.706 +/- 0.327 | dlogz: 102.176 > 0.109
iter: 861 | bound: 5 | nc: 39 | ncall: 21602 | eff(%): 3.986 | loglstar: -inf < -158.707 < inf | logz: -170.454 +/- 0.327 | dlogz: 101.931 > 0.109
iter: 862 | bound: 5 | nc: 39 | ncall: 21641 | eff(%): 3.983 | loglstar: -inf < -158.634 < inf | logz: -170.234 +/- 0.327 | dlogz: 101.669 > 0.109
iter: 863 | bound: 5 | nc: 39 | ncall: 21680 | eff(%): 3.981 | loglstar: -inf < -158.594 < inf | logz: -170.046 +/- 0.326 | dlogz: 101.439 > 0.109
iter: 864 | bound: 5 | nc: 39 | ncall: 21719 | eff(%): 3.978 | loglstar: -inf < -158.547 < inf | logz: -169.882 +/- 0.326 | dlogz: 101.241 > 0.109
iter: 865 | bound: 5 | nc: 39 | ncall: 21758 | eff(%): 3.976 | loglstar: -inf < -158.483 < inf | logz: -169.736 +/- 0.325 | dlogz: 101.067 > 0.109
iter: 866 | bound: 5 | nc: 39 | ncall: 21797 | eff(%): 3.973 | loglstar: -inf < -157.990 < inf | logz: -169.568 +/- 0.324 | dlogz: 100.911 > 0.109
iter: 867 | bound: 5 | nc: 39 | ncall: 21836 | eff(%): 3.971 | loglstar: -inf < -157.342 < inf | logz: -169.323 +/- 0.325 | dlogz: 100.733 > 0.109
iter: 868 | bound: 5 | nc: 39 | ncall: 21875 | eff(%): 3.968 | loglstar: -inf < -157.331 < inf | logz: -169.072 +/- 0.326 | dlogz: 100.478 > 0.109
iter: 869 | bound: 5 | nc: 39 | ncall: 21914 | eff(%): 3.966 | loglstar: -inf < -156.717 < inf | logz: -168.800 +/- 0.327 | dlogz: 100.218 > 0.109
iter: 870 | bound: 5 | nc: 39 | ncall: 21953 | eff(%): 3.963 | loglstar: -inf < -156.313 < inf | logz: -168.476 +/- 0.329 | dlogz: 99.935 > 0.109
iter: 871 | bound: 5 | nc: 39 | ncall: 21992 | eff(%): 3.961 | loglstar: -inf < -156.152 < inf | logz: -168.170 +/- 0.329 | dlogz: 99.601 > 0.109
iter: 872 | bound: 5 | nc: 39 | ncall: 22031 | eff(%): 3.958 | loglstar: -inf < -155.702 < inf | logz: -167.861 +/- 0.330 | dlogz: 99.285 > 0.109
iter: 873 | bound: 5 | nc: 39 | ncall: 22070 | eff(%): 3.956 | loglstar: -inf < -155.321 < inf | logz: -167.528 +/- 0.331 | dlogz: 98.967 > 0.109
iter: 874 | bound: 5 | nc: 39 | ncall: 22109 | eff(%): 3.953 | loglstar: -inf < -155.056 < inf | logz: -167.203 +/- 0.332 | dlogz: 98.623 > 0.109
iter: 875 | bound: 5 | nc: 39 | ncall: 22148 | eff(%): 3.951 | loglstar: -inf < -155.030 < inf | logz: -166.929 +/- 0.332 | dlogz: 98.288 > 0.109
iter: 876 | bound: 5 | nc: 39 | ncall: 22187 | eff(%): 3.948 | loglstar: -inf < -154.164 < inf | logz: -166.588 +/- 0.333 | dlogz: 98.004 > 0.109
iter: 877 | bound: 5 | nc: 39 | ncall: 22226 | eff(%): 3.946 | loglstar: -inf < -154.126 < inf | logz: -166.244 +/- 0.333 | dlogz: 97.654 > 0.109
iter: 878 | bound: 5 | nc: 39 | ncall: 22265 | eff(%): 3.943 | loglstar: -inf < -153.852 < inf | logz: -165.952 +/- 0.333 | dlogz: 97.300 > 0.109
iter: 879 | bound: 5 | nc: 39 | ncall: 22304 | eff(%): 3.941 | loglstar: -inf < -153.322 < inf | logz: -165.626 +/- 0.333 | dlogz: 96.998 > 0.109
iter: 880 | bound: 5 | nc: 39 | ncall: 22343 | eff(%): 3.939 | loglstar: -inf < -153.014 < inf | logz: -165.283 +/- 0.334 | dlogz: 96.662 > 0.109
iter: 881 | bound: 5 | nc: 39 | ncall: 22382 | eff(%): 3.936 | loglstar: -inf < -152.901 < inf | logz: -164.982 +/- 0.334 | dlogz: 96.309 > 0.109
iter: 882 | bound: 5 | nc: 39 | ncall: 22421 | eff(%): 3.934 | loglstar: -inf < -152.875 < inf | logz: -164.739 +/- 0.333 | dlogz: 95.998 > 0.109
iter: 883 | bound: 5 | nc: 39 | ncall: 22460 | eff(%): 3.931 | loglstar: -inf < -151.778 < inf | logz: -164.380 +/- 0.334 | dlogz: 95.745 > 0.109
iter: 884 | bound: 5 | nc: 39 | ncall: 22499 | eff(%): 3.929 | loglstar: -inf < -151.390 < inf | logz: -163.939 +/- 0.336 | dlogz: 95.376 > 0.109
iter: 885 | bound: 5 | nc: 39 | ncall: 22538 | eff(%): 3.927 | loglstar: -inf < -150.997 < inf | logz: -163.518 +/- 0.337 | dlogz: 94.925 > 0.109
iter: 886 | bound: 5 | nc: 39 | ncall: 22577 | eff(%): 3.924 | loglstar: -inf < -150.988 < inf | logz: -163.177 +/- 0.337 | dlogz: 94.495 > 0.109
iter: 887 | bound: 5 | nc: 39 | ncall: 22616 | eff(%): 3.922 | loglstar: -inf < -150.965 < inf | logz: -162.921 +/- 0.335 | dlogz: 94.143 > 0.109
iter: 888 | bound: 5 | nc: 39 | ncall: 22655 | eff(%): 3.920 | loglstar: -inf < -150.763 < inf | logz: -162.697 +/- 0.334 | dlogz: 93.877 > 0.109
iter: 889 | bound: 5 | nc: 39 | ncall: 22694 | eff(%): 3.917 | loglstar: -inf < -150.721 < inf | logz: -162.495 +/- 0.333 | dlogz: 93.643 > 0.109
iter: 890 | bound: 5 | nc: 39 | ncall: 22733 | eff(%): 3.915 | loglstar: -inf < -150.502 < inf | logz: -162.307 +/- 0.332 | dlogz: 93.432 > 0.109
iter: 891 | bound: 5 | nc: 39 | ncall: 22772 | eff(%): 3.913 | loglstar: -inf < -150.092 < inf | logz: -162.095 +/- 0.332 | dlogz: 93.233 > 0.109
iter: 892 | bound: 5 | nc: 39 | ncall: 22811 | eff(%): 3.910 | loglstar: -inf < -150.000 < inf | logz: -161.881 +/- 0.331 | dlogz: 93.011 > 0.109
iter: 893 | bound: 5 | nc: 39 | ncall: 22850 | eff(%): 3.908 | loglstar: -inf < -149.571 < inf | logz: -161.656 +/- 0.331 | dlogz: 92.787 > 0.109
iter: 894 | bound: 5 | nc: 39 | ncall: 22889 | eff(%): 3.906 | loglstar: -inf < -149.077 < inf | logz: -161.379 +/- 0.332 | dlogz: 92.552 > 0.109
iter: 895 | bound: 5 | nc: 39 | ncall: 22928 | eff(%): 3.904 | loglstar: -inf < -149.009 < inf | logz: -161.110 +/- 0.332 | dlogz: 92.265 > 0.109
iter: 896 | bound: 5 | nc: 39 | ncall: 22967 | eff(%): 3.901 | loglstar: -inf < -148.779 < inf | logz: -160.869 +/- 0.332 | dlogz: 91.987 > 0.109
iter: 897 | bound: 5 | nc: 39 | ncall: 23006 | eff(%): 3.899 | loglstar: -inf < -148.718 < inf | logz: -160.651 +/- 0.332 | dlogz: 91.736 > 0.109
iter: 898 | bound: 5 | nc: 39 | ncall: 23045 | eff(%): 3.897 | loglstar: -inf < -148.666 < inf | logz: -160.465 +/- 0.331 | dlogz: 91.508 > 0.109
iter: 899 | bound: 5 | nc: 39 | ncall: 23084 | eff(%): 3.894 | loglstar: -inf < -148.645 < inf | logz: -160.304 +/- 0.331 | dlogz: 91.311 > 0.109
iter: 900 | bound: 5 | nc: 39 | ncall: 23123 | eff(%): 3.892 | loglstar: -inf < -148.210 < inf | logz: -160.130 +/- 0.330 | dlogz: 91.140 > 0.109
iter: 901 | bound: 5 | nc: 39 | ncall: 23162 | eff(%): 3.890 | loglstar: -inf < -148.143 < inf | logz: -159.949 +/- 0.330 | dlogz: 90.957 > 0.109
iter: 902 | bound: 5 | nc: 39 | ncall: 23201 | eff(%): 3.888 | loglstar: -inf < -148.139 < inf | logz: -159.793 +/- 0.329 | dlogz: 90.766 > 0.109
iter: 903 | bound: 5 | nc: 39 | ncall: 23240 | eff(%): 3.886 | loglstar: -inf < -147.299 < inf | logz: -159.579 +/- 0.330 | dlogz: 90.600 > 0.109
iter: 904 | bound: 5 | nc: 39 | ncall: 23279 | eff(%): 3.883 | loglstar: -inf < -146.884 < inf | logz: -159.290 +/- 0.332 | dlogz: 90.376 > 0.109
iter: 905 | bound: 5 | nc: 39 | ncall: 23318 | eff(%): 3.881 | loglstar: -inf < -146.818 < inf | logz: -159.021 +/- 0.332 | dlogz: 90.077 > 0.109
iter: 906 | bound: 5 | nc: 39 | ncall: 23357 | eff(%): 3.879 | loglstar: -inf < -146.710 < inf | logz: -158.793 +/- 0.332 | dlogz: 89.798 > 0.109
iter: 907 | bound: 5 | nc: 39 | ncall: 23396 | eff(%): 3.877 | loglstar: -inf < -146.627 < inf | logz: -158.593 +/- 0.332 | dlogz: 89.560 > 0.109
iter: 908 | bound: 5 | nc: 39 | ncall: 23435 | eff(%): 3.875 | loglstar: -inf < -146.502 < inf | logz: -158.411 +/- 0.332 | dlogz: 89.350 > 0.109
iter: 909 | bound: 5 | nc: 39 | ncall: 23474 | eff(%): 3.872 | loglstar: -inf < -146.354 < inf | logz: -158.238 +/- 0.331 | dlogz: 89.159 > 0.109
iter: 910 | bound: 5 | nc: 39 | ncall: 23513 | eff(%): 3.870 | loglstar: -inf < -146.063 < inf | logz: -158.058 +/- 0.331 | dlogz: 88.976 > 0.109
iter: 911 | bound: 5 | nc: 39 | ncall: 23552 | eff(%): 3.868 | loglstar: -inf < -145.812 < inf | logz: -157.865 +/- 0.331 | dlogz: 88.786 > 0.109
iter: 912 | bound: 5 | nc: 39 | ncall: 23591 | eff(%): 3.866 | loglstar: -inf < -145.355 < inf | logz: -157.639 +/- 0.332 | dlogz: 88.582 > 0.109
iter: 913 | bound: 5 | nc: 39 | ncall: 23630 | eff(%): 3.864 | loglstar: -inf < -145.317 < inf | logz: -157.417 +/- 0.332 | dlogz: 88.347 > 0.109
iter: 914 | bound: 6 | nc: 39 | ncall: 23669 | eff(%): 3.862 | loglstar: -inf < -144.963 < inf | logz: -157.199 +/- 0.332 | dlogz: 88.114 > 0.109
iter: 915 | bound: 6 | nc: 39 | ncall: 23708 | eff(%): 3.859 | loglstar: -inf < -144.835 < inf | logz: -156.980 +/- 0.332 | dlogz: 87.886 > 0.109
iter: 916 | bound: 6 | nc: 39 | ncall: 23747 | eff(%): 3.857 | loglstar: -inf < -144.768 < inf | logz: -156.787 +/- 0.332 | dlogz: 87.658 > 0.109
iter: 917 | bound: 6 | nc: 39 | ncall: 23786 | eff(%): 3.855 | loglstar: -inf < -144.714 < inf | logz: -156.617 +/- 0.332 | dlogz: 87.454 > 0.109
iter: 918 | bound: 6 | nc: 39 | ncall: 23825 | eff(%): 3.853 | loglstar: -inf < -144.153 < inf | logz: -156.419 +/- 0.332 | dlogz: 87.274 > 0.109
iter: 919 | bound: 6 | nc: 39 | ncall: 23864 | eff(%): 3.851 | loglstar: -inf < -144.026 < inf | logz: -156.203 +/- 0.332 | dlogz: 87.067 > 0.109
iter: 920 | bound: 6 | nc: 39 | ncall: 23903 | eff(%): 3.849 | loglstar: -inf < -143.643 < inf | logz: -155.977 +/- 0.333 | dlogz: 86.840 > 0.109
iter: 921 | bound: 6 | nc: 39 | ncall: 23942 | eff(%): 3.847 | loglstar: -inf < -143.091 < inf | logz: -155.696 +/- 0.334 | dlogz: 86.605 > 0.109
iter: 922 | bound: 6 | nc: 39 | ncall: 23981 | eff(%): 3.845 | loglstar: -inf < -142.816 < inf | logz: -155.391 +/- 0.336 | dlogz: 86.314 > 0.109
iter: 923 | bound: 6 | nc: 39 | ncall: 24020 | eff(%): 3.843 | loglstar: -inf < -142.788 < inf | logz: -155.128 +/- 0.336 | dlogz: 85.999 > 0.109
iter: 924 | bound: 6 | nc: 39 | ncall: 24059 | eff(%): 3.841 | loglstar: -inf < -142.746 < inf | logz: -154.916 +/- 0.336 | dlogz: 85.726 > 0.109
iter: 925 | bound: 6 | nc: 39 | ncall: 24098 | eff(%): 3.838 | loglstar: -inf < -142.460 < inf | logz: -154.712 +/- 0.335 | dlogz: 85.504 > 0.109
iter: 926 | bound: 6 | nc: 39 | ncall: 24137 | eff(%): 3.836 | loglstar: -inf < -142.434 < inf | logz: -154.521 +/- 0.335 | dlogz: 85.290 > 0.109
iter: 927 | bound: 6 | nc: 39 | ncall: 24176 | eff(%): 3.834 | loglstar: -inf < -142.106 < inf | logz: -154.332 +/- 0.335 | dlogz: 85.089 > 0.109
iter: 928 | bound: 6 | nc: 39 | ncall: 24215 | eff(%): 3.832 | loglstar: -inf < -140.814 < inf | logz: -153.953 +/- 0.338 | dlogz: 84.890 > 0.109
iter: 929 | bound: 6 | nc: 39 | ncall: 24254 | eff(%): 3.830 | loglstar: -inf < -140.538 < inf | logz: -153.503 +/- 0.341 | dlogz: 84.501 > 0.109
iter: 930 | bound: 6 | nc: 39 | ncall: 24293 | eff(%): 3.828 | loglstar: -inf < -140.324 < inf | logz: -153.127 +/- 0.342 | dlogz: 84.041 > 0.109
iter: 931 | bound: 6 | nc: 39 | ncall: 24332 | eff(%): 3.826 | loglstar: -inf < -140.320 < inf | logz: -152.831 +/- 0.341 | dlogz: 83.655 > 0.109
iter: 932 | bound: 6 | nc: 39 | ncall: 24371 | eff(%): 3.824 | loglstar: -inf < -140.194 < inf | logz: -152.591 +/- 0.340 | dlogz: 83.349 > 0.109
iter: 933 | bound: 6 | nc: 39 | ncall: 24410 | eff(%): 3.822 | loglstar: -inf < -140.127 < inf | logz: -152.382 +/- 0.340 | dlogz: 83.100 > 0.109
iter: 934 | bound: 6 | nc: 39 | ncall: 24449 | eff(%): 3.820 | loglstar: -inf < -139.267 < inf | logz: -152.102 +/- 0.340 | dlogz: 82.881 > 0.109
iter: 935 | bound: 6 | nc: 39 | ncall: 24488 | eff(%): 3.818 | loglstar: -inf < -139.221 < inf | logz: -151.803 +/- 0.340 | dlogz: 82.590 > 0.109
iter: 936 | bound: 6 | nc: 39 | ncall: 24527 | eff(%): 3.816 | loglstar: -inf < -139.039 < inf | logz: -151.549 +/- 0.340 | dlogz: 82.281 > 0.109
iter: 937 | bound: 6 | nc: 39 | ncall: 24566 | eff(%): 3.814 | loglstar: -inf < -138.903 < inf | logz: -151.319 +/- 0.339 | dlogz: 82.018 > 0.109
iter: 938 | bound: 6 | nc: 39 | ncall: 24605 | eff(%): 3.812 | loglstar: -inf < -138.879 < inf | logz: -151.120 +/- 0.339 | dlogz: 81.778 > 0.109
iter: 939 | bound: 6 | nc: 39 | ncall: 24644 | eff(%): 3.810 | loglstar: -inf < -138.164 < inf | logz: -150.877 +/- 0.339 | dlogz: 81.569 > 0.109
iter: 940 | bound: 6 | nc: 39 | ncall: 24683 | eff(%): 3.808 | loglstar: -inf < -138.002 < inf | logz: -150.605 +/- 0.339 | dlogz: 81.316 > 0.109
iter: 941 | bound: 6 | nc: 39 | ncall: 24722 | eff(%): 3.806 | loglstar: -inf < -137.128 < inf | logz: -150.246 +/- 0.341 | dlogz: 81.034 > 0.109
iter: 942 | bound: 6 | nc: 39 | ncall: 24761 | eff(%): 3.804 | loglstar: -inf < -136.991 < inf | logz: -149.873 +/- 0.342 | dlogz: 80.665 > 0.109
iter: 943 | bound: 6 | nc: 39 | ncall: 24800 | eff(%): 3.802 | loglstar: -inf < -136.859 < inf | logz: -149.570 +/- 0.342 | dlogz: 80.281 > 0.109
iter: 944 | bound: 6 | nc: 39 | ncall: 24839 | eff(%): 3.800 | loglstar: -inf < -136.819 < inf | logz: -149.323 +/- 0.342 | dlogz: 79.969 > 0.109
iter: 945 | bound: 6 | nc: 39 | ncall: 24878 | eff(%): 3.799 | loglstar: -inf < -136.511 < inf | logz: -149.091 +/- 0.341 | dlogz: 79.712 > 0.109
iter: 946 | bound: 6 | nc: 39 | ncall: 24917 | eff(%): 3.797 | loglstar: -inf < -136.479 < inf | logz: -148.875 +/- 0.340 | dlogz: 79.470 > 0.109
iter: 947 | bound: 6 | nc: 39 | ncall: 24956 | eff(%): 3.795 | loglstar: -inf < -135.950 < inf | logz: -148.642 +/- 0.340 | dlogz: 79.244 > 0.109
iter: 948 | bound: 6 | nc: 39 | ncall: 24995 | eff(%): 3.793 | loglstar: -inf < -135.770 < inf | logz: -148.391 +/- 0.340 | dlogz: 79.001 > 0.109
iter: 949 | bound: 6 | nc: 39 | ncall: 25034 | eff(%): 3.791 | loglstar: -inf < -135.155 < inf | logz: -148.098 +/- 0.341 | dlogz: 78.740 > 0.109
iter: 950 | bound: 6 | nc: 39 | ncall: 25073 | eff(%): 3.789 | loglstar: -inf < -134.630 < inf | logz: -147.733 +/- 0.343 | dlogz: 78.437 > 0.109
iter: 951 | bound: 6 | nc: 39 | ncall: 25112 | eff(%): 3.787 | loglstar: -inf < -134.510 < inf | logz: -147.394 +/- 0.343 | dlogz: 78.063 > 0.109
iter: 952 | bound: 6 | nc: 39 | ncall: 25151 | eff(%): 3.785 | loglstar: -inf < -134.435 < inf | logz: -147.121 +/- 0.343 | dlogz: 77.713 > 0.109
iter: 953 | bound: 6 | nc: 39 | ncall: 25190 | eff(%): 3.783 | loglstar: -inf < -134.392 < inf | logz: -146.897 +/- 0.342 | dlogz: 77.430 > 0.109
iter: 954 | bound: 6 | nc: 39 | ncall: 25229 | eff(%): 3.781 | loglstar: -inf < -133.985 < inf | logz: -146.671 +/- 0.342 | dlogz: 77.197 > 0.109
iter: 955 | bound: 6 | nc: 39 | ncall: 25268 | eff(%): 3.779 | loglstar: -inf < -133.711 < inf | logz: -146.425 +/- 0.342 | dlogz: 76.961 > 0.109
iter: 956 | bound: 6 | nc: 39 | ncall: 25307 | eff(%): 3.778 | loglstar: -inf < -133.693 < inf | logz: -146.204 +/- 0.341 | dlogz: 76.705 > 0.109
iter: 957 | bound: 6 | nc: 39 | ncall: 25346 | eff(%): 3.776 | loglstar: -inf < -133.600 < inf | logz: -146.016 +/- 0.341 | dlogz: 76.474 > 0.109
iter: 958 | bound: 6 | nc: 39 | ncall: 25385 | eff(%): 3.774 | loglstar: -inf < -133.506 < inf | logz: -145.844 +/- 0.340 | dlogz: 76.275 > 0.109
iter: 959 | bound: 6 | nc: 39 | ncall: 25424 | eff(%): 3.772 | loglstar: -inf < -133.470 < inf | logz: -145.690 +/- 0.339 | dlogz: 76.094 > 0.109
iter: 960 | bound: 6 | nc: 39 | ncall: 25463 | eff(%): 3.770 | loglstar: -inf < -133.418 < inf | logz: -145.553 +/- 0.338 | dlogz: 75.930 > 0.109
iter: 961 | bound: 6 | nc: 39 | ncall: 25502 | eff(%): 3.768 | loglstar: -inf < -133.356 < inf | logz: -145.426 +/- 0.338 | dlogz: 75.783 > 0.109
iter: 962 | bound: 6 | nc: 39 | ncall: 25541 | eff(%): 3.766 | loglstar: -inf < -133.082 < inf | logz: -145.295 +/- 0.337 | dlogz: 75.646 > 0.109
iter: 963 | bound: 6 | nc: 39 | ncall: 25580 | eff(%): 3.765 | loglstar: -inf < -133.070 < inf | logz: -145.165 +/- 0.336 | dlogz: 75.505 > 0.109
iter: 964 | bound: 6 | nc: 39 | ncall: 25619 | eff(%): 3.763 | loglstar: -inf < -133.021 < inf | logz: -145.047 +/- 0.336 | dlogz: 75.365 > 0.109
iter: 965 | bound: 6 | nc: 39 | ncall: 25658 | eff(%): 3.761 | loglstar: -inf < -132.254 < inf | logz: -144.884 +/- 0.336 | dlogz: 75.237 > 0.109
iter: 966 | bound: 6 | nc: 39 | ncall: 25697 | eff(%): 3.759 | loglstar: -inf < -132.182 < inf | logz: -144.692 +/- 0.337 | dlogz: 75.064 > 0.109
iter: 967 | bound: 6 | nc: 39 | ncall: 25736 | eff(%): 3.757 | loglstar: -inf < -132.171 < inf | logz: -144.526 +/- 0.337 | dlogz: 74.862 > 0.109
iter: 968 | bound: 6 | nc: 39 | ncall: 25775 | eff(%): 3.756 | loglstar: -inf < -131.880 < inf | logz: -144.363 +/- 0.337 | dlogz: 74.686 > 0.109
iter: 969 | bound: 6 | nc: 39 | ncall: 25814 | eff(%): 3.754 | loglstar: -inf < -131.869 < inf | logz: -144.204 +/- 0.337 | dlogz: 74.513 > 0.109
iter: 970 | bound: 6 | nc: 39 | ncall: 25853 | eff(%): 3.752 | loglstar: -inf < -131.787 < inf | logz: -144.063 +/- 0.336 | dlogz: 74.345 > 0.109
iter: 971 | bound: 6 | nc: 39 | ncall: 25892 | eff(%): 3.750 | loglstar: -inf < -131.761 < inf | logz: -143.934 +/- 0.336 | dlogz: 74.193 > 0.109
iter: 972 | bound: 6 | nc: 39 | ncall: 25931 | eff(%): 3.748 | loglstar: -inf < -131.464 < inf | logz: -143.800 +/- 0.336 | dlogz: 74.054 > 0.109
iter: 973 | bound: 6 | nc: 39 | ncall: 25970 | eff(%): 3.747 | loglstar: -inf < -131.202 < inf | logz: -143.649 +/- 0.336 | dlogz: 73.911 > 0.109
iter: 974 | bound: 6 | nc: 39 | ncall: 26009 | eff(%): 3.745 | loglstar: -inf < -131.190 < inf | logz: -143.503 +/- 0.336 | dlogz: 73.750 > 0.109
iter: 975 | bound: 6 | nc: 39 | ncall: 26048 | eff(%): 3.743 | loglstar: -inf < -131.062 < inf | logz: -143.367 +/- 0.336 | dlogz: 73.593 > 0.109
iter: 976 | bound: 6 | nc: 39 | ncall: 26087 | eff(%): 3.741 | loglstar: -inf < -130.663 < inf | logz: -143.214 +/- 0.336 | dlogz: 73.448 > 0.109
iter: 977 | bound: 6 | nc: 39 | ncall: 26126 | eff(%): 3.740 | loglstar: -inf < -130.524 < inf | logz: -143.047 +/- 0.337 | dlogz: 73.284 > 0.109
iter: 978 | bound: 6 | nc: 39 | ncall: 26165 | eff(%): 3.738 | loglstar: -inf < -130.454 < inf | logz: -142.891 +/- 0.337 | dlogz: 73.108 > 0.109
iter: 979 | bound: 6 | nc: 39 | ncall: 26204 | eff(%): 3.736 | loglstar: -inf < -130.222 < inf | logz: -142.737 +/- 0.337 | dlogz: 72.942 > 0.109
iter: 980 | bound: 6 | nc: 39 | ncall: 26243 | eff(%): 3.734 | loglstar: -inf < -129.814 < inf | logz: -142.556 +/- 0.337 | dlogz: 72.777 > 0.109
iter: 981 | bound: 6 | nc: 39 | ncall: 26282 | eff(%): 3.733 | loglstar: -inf < -129.641 < inf | logz: -142.361 +/- 0.338 | dlogz: 72.587 > 0.109
iter: 982 | bound: 6 | nc: 39 | ncall: 26321 | eff(%): 3.731 | loglstar: -inf < -129.587 < inf | logz: -142.183 +/- 0.338 | dlogz: 72.382 > 0.109
iter: 983 | bound: 6 | nc: 39 | ncall: 26360 | eff(%): 3.729 | loglstar: -inf < -129.388 < inf | logz: -142.013 +/- 0.339 | dlogz: 72.193 > 0.109
iter: 984 | bound: 6 | nc: 39 | ncall: 26399 | eff(%): 3.727 | loglstar: -inf < -129.279 < inf | logz: -141.848 +/- 0.339 | dlogz: 72.014 > 0.109
iter: 985 | bound: 6 | nc: 39 | ncall: 26438 | eff(%): 3.726 | loglstar: -inf < -129.263 < inf | logz: -141.700 +/- 0.339 | dlogz: 71.839 > 0.109
iter: 986 | bound: 6 | nc: 39 | ncall: 26477 | eff(%): 3.724 | loglstar: -inf < -129.179 < inf | logz: -141.565 +/- 0.338 | dlogz: 71.681 > 0.109
iter: 987 | bound: 6 | nc: 39 | ncall: 26516 | eff(%): 3.722 | loglstar: -inf < -129.082 < inf | logz: -141.437 +/- 0.338 | dlogz: 71.536 > 0.109
iter: 988 | bound: 6 | nc: 39 | ncall: 26555 | eff(%): 3.721 | loglstar: -inf < -128.946 < inf | logz: -141.312 +/- 0.338 | dlogz: 71.399 > 0.109
iter: 989 | bound: 6 | nc: 39 | ncall: 26594 | eff(%): 3.719 | loglstar: -inf < -128.898 < inf | logz: -141.192 +/- 0.338 | dlogz: 71.263 > 0.109
iter: 990 | bound: 6 | nc: 39 | ncall: 26633 | eff(%): 3.717 | loglstar: -inf < -128.776 < inf | logz: -141.077 +/- 0.337 | dlogz: 71.133 > 0.109
iter: 991 | bound: 6 | nc: 39 | ncall: 26672 | eff(%): 3.716 | loglstar: -inf < -128.707 < inf | logz: -140.965 +/- 0.337 | dlogz: 71.008 > 0.109
iter: 992 | bound: 6 | nc: 39 | ncall: 26711 | eff(%): 3.714 | loglstar: -inf < -128.644 < inf | logz: -140.859 +/- 0.337 | dlogz: 70.886 > 0.109
iter: 993 | bound: 6 | nc: 39 | ncall: 26750 | eff(%): 3.712 | loglstar: -inf < -128.004 < inf | logz: -140.720 +/- 0.337 | dlogz: 70.770 > 0.109
iter: 994 | bound: 6 | nc: 39 | ncall: 26789 | eff(%): 3.710 | loglstar: -inf < -127.869 < inf | logz: -140.554 +/- 0.338 | dlogz: 70.621 > 0.109
iter: 995 | bound: 6 | nc: 39 | ncall: 26828 | eff(%): 3.709 | loglstar: -inf < -127.438 < inf | logz: -140.368 +/- 0.339 | dlogz: 70.445 > 0.109
iter: 996 | bound: 6 | nc: 39 | ncall: 26867 | eff(%): 3.707 | loglstar: -inf < -127.291 < inf | logz: -140.169 +/- 0.339 | dlogz: 70.249 > 0.109
iter: 997 | bound: 6 | nc: 39 | ncall: 26906 | eff(%): 3.705 | loglstar: -inf < -127.152 < inf | logz: -139.981 +/- 0.340 | dlogz: 70.040 > 0.109
iter: 998 | bound: 6 | nc: 39 | ncall: 26945 | eff(%): 3.704 | loglstar: -inf < -126.960 < inf | logz: -139.799 +/- 0.341 | dlogz: 69.843 > 0.109
iter: 999 | bound: 6 | nc: 39 | ncall: 26984 | eff(%): 3.702 | loglstar: -inf < -126.866 < inf | logz: -139.625 +/- 0.341 | dlogz: 69.650 > 0.109
iter: 1000 | bound: 6 | nc: 39 | ncall: 27023 | eff(%): 3.701 | loglstar: -inf < -126.701 < inf | logz: -139.459 +/- 0.341 | dlogz: 69.467 > 0.109
iter: 1001 | bound: 6 | nc: 39 | ncall: 27062 | eff(%): 3.699 | loglstar: -inf < -126.652 < inf | logz: -139.304 +/- 0.341 | dlogz: 69.291 > 0.109
iter: 1002 | bound: 6 | nc: 39 | ncall: 27101 | eff(%): 3.697 | loglstar: -inf < -126.107 < inf | logz: -139.123 +/- 0.341 | dlogz: 69.126 > 0.109
iter: 1003 | bound: 6 | nc: 39 | ncall: 27140 | eff(%): 3.696 | loglstar: -inf < -125.843 < inf | logz: -138.909 +/- 0.342 | dlogz: 68.935 > 0.109
iter: 1004 | bound: 6 | nc: 39 | ncall: 27179 | eff(%): 3.694 | loglstar: -inf < -125.356 < inf | logz: -138.659 +/- 0.344 | dlogz: 68.711 > 0.109
iter: 1005 | bound: 6 | nc: 39 | ncall: 27218 | eff(%): 3.692 | loglstar: -inf < -125.093 < inf | logz: -138.387 +/- 0.345 | dlogz: 68.451 > 0.109
iter: 1006 | bound: 6 | nc: 39 | ncall: 27257 | eff(%): 3.691 | loglstar: -inf < -124.870 < inf | logz: -138.126 +/- 0.346 | dlogz: 68.169 > 0.109
iter: 1007 | bound: 6 | nc: 39 | ncall: 27296 | eff(%): 3.689 | loglstar: -inf < -124.155 < inf | logz: -137.799 +/- 0.348 | dlogz: 67.898 > 0.109
iter: 1008 | bound: 6 | nc: 39 | ncall: 27335 | eff(%): 3.688 | loglstar: -inf < -124.118 < inf | logz: -137.479 +/- 0.349 | dlogz: 67.561 > 0.109
iter: 1009 | bound: 6 | nc: 39 | ncall: 27374 | eff(%): 3.686 | loglstar: -inf < -123.657 < inf | logz: -137.174 +/- 0.350 | dlogz: 67.231 > 0.109
iter: 1010 | bound: 6 | nc: 39 | ncall: 27413 | eff(%): 3.684 | loglstar: -inf < -123.517 < inf | logz: -136.879 +/- 0.350 | dlogz: 66.916 > 0.109
iter: 1011 | bound: 6 | nc: 39 | ncall: 27452 | eff(%): 3.683 | loglstar: -inf < -123.084 < inf | logz: -136.583 +/- 0.351 | dlogz: 66.611 > 0.109
iter: 1012 | bound: 6 | nc: 39 | ncall: 27491 | eff(%): 3.681 | loglstar: -inf < -122.588 < inf | logz: -136.242 +/- 0.352 | dlogz: 66.305 > 0.109
iter: 1013 | bound: 6 | nc: 39 | ncall: 27530 | eff(%): 3.680 | loglstar: -inf < -122.300 < inf | logz: -135.895 +/- 0.352 | dlogz: 65.954 > 0.109
iter: 1014 | bound: 7 | nc: 39 | ncall: 27569 | eff(%): 3.678 | loglstar: -inf < -122.111 < inf | logz: -135.582 +/- 0.353 | dlogz: 65.597 > 0.109
iter: 1015 | bound: 7 | nc: 39 | ncall: 27608 | eff(%): 3.676 | loglstar: -inf < -121.900 < inf | logz: -135.301 +/- 0.352 | dlogz: 65.275 > 0.109
iter: 1016 | bound: 7 | nc: 39 | ncall: 27647 | eff(%): 3.675 | loglstar: -inf < -120.825 < inf | logz: -134.878 +/- 0.355 | dlogz: 64.984 > 0.109
iter: 1017 | bound: 7 | nc: 39 | ncall: 27686 | eff(%): 3.673 | loglstar: -inf < -120.383 < inf | logz: -134.377 +/- 0.357 | dlogz: 64.551 > 0.109
iter: 1018 | bound: 7 | nc: 39 | ncall: 27725 | eff(%): 3.672 | loglstar: -inf < -120.333 < inf | logz: -133.979 +/- 0.357 | dlogz: 64.039 > 0.109
iter: 1019 | bound: 7 | nc: 39 | ncall: 27764 | eff(%): 3.670 | loglstar: -inf < -120.265 < inf | logz: -133.684 +/- 0.356 | dlogz: 63.632 > 0.109
iter: 1020 | bound: 7 | nc: 39 | ncall: 27803 | eff(%): 3.669 | loglstar: -inf < -120.131 < inf | logz: -133.436 +/- 0.355 | dlogz: 63.326 > 0.109
iter: 1021 | bound: 7 | nc: 39 | ncall: 27842 | eff(%): 3.667 | loglstar: -inf < -118.884 < inf | logz: -133.018 +/- 0.356 | dlogz: 63.069 > 0.109
iter: 1022 | bound: 7 | nc: 39 | ncall: 27881 | eff(%): 3.666 | loglstar: -inf < -118.594 < inf | logz: -132.539 +/- 0.358 | dlogz: 62.641 > 0.109
iter: 1023 | bound: 7 | nc: 39 | ncall: 27920 | eff(%): 3.664 | loglstar: -inf < -118.407 < inf | logz: -132.151 +/- 0.358 | dlogz: 62.152 > 0.109
iter: 1024 | bound: 7 | nc: 39 | ncall: 27959 | eff(%): 3.663 | loglstar: -inf < -117.834 < inf | logz: -131.756 +/- 0.358 | dlogz: 61.753 > 0.109
iter: 1025 | bound: 7 | nc: 39 | ncall: 27998 | eff(%): 3.661 | loglstar: -inf < -117.751 < inf | logz: -131.398 +/- 0.357 | dlogz: 61.349 > 0.109
iter: 1026 | bound: 7 | nc: 39 | ncall: 28037 | eff(%): 3.659 | loglstar: -inf < -117.731 < inf | logz: -131.125 +/- 0.356 | dlogz: 60.981 > 0.109
iter: 1027 | bound: 7 | nc: 39 | ncall: 28076 | eff(%): 3.658 | loglstar: -inf < -117.707 < inf | logz: -130.909 +/- 0.355 | dlogz: 60.698 > 0.109
iter: 1028 | bound: 7 | nc: 39 | ncall: 28115 | eff(%): 3.656 | loglstar: -inf < -117.657 < inf | logz: -130.727 +/- 0.354 | dlogz: 60.472 > 0.109
iter: 1029 | bound: 7 | nc: 39 | ncall: 28154 | eff(%): 3.655 | loglstar: -inf < -117.238 < inf | logz: -130.534 +/- 0.353 | dlogz: 60.280 > 0.109
iter: 1030 | bound: 7 | nc: 39 | ncall: 28193 | eff(%): 3.653 | loglstar: -inf < -116.998 < inf | logz: -130.320 +/- 0.352 | dlogz: 60.077 > 0.109
iter: 1031 | bound: 7 | nc: 39 | ncall: 28232 | eff(%): 3.652 | loglstar: -inf < -116.807 < inf | logz: -130.108 +/- 0.352 | dlogz: 59.853 > 0.109
iter: 1032 | bound: 7 | nc: 39 | ncall: 28271 | eff(%): 3.650 | loglstar: -inf < -116.597 < inf | logz: -129.900 +/- 0.351 | dlogz: 59.631 > 0.109
iter: 1033 | bound: 7 | nc: 39 | ncall: 28310 | eff(%): 3.649 | loglstar: -inf < -116.435 < inf | logz: -129.699 +/- 0.351 | dlogz: 59.414 > 0.109
iter: 1034 | bound: 7 | nc: 39 | ncall: 28349 | eff(%): 3.647 | loglstar: -inf < -116.377 < inf | logz: -129.515 +/- 0.350 | dlogz: 59.202 > 0.109
iter: 1035 | bound: 7 | nc: 39 | ncall: 28388 | eff(%): 3.646 | loglstar: -inf < -116.359 < inf | logz: -129.356 +/- 0.350 | dlogz: 59.009 > 0.109
iter: 1036 | bound: 7 | nc: 39 | ncall: 28427 | eff(%): 3.644 | loglstar: -inf < -115.557 < inf | logz: -129.144 +/- 0.350 | dlogz: 62.397 > 0.109
iter: 1037 | bound: 7 | nc: 39 | ncall: 28466 | eff(%): 3.643 | loglstar: -inf < -115.413 < inf | logz: -128.895 +/- 0.351 | dlogz: 62.174 > 0.109
iter: 1038 | bound: 7 | nc: 39 | ncall: 28505 | eff(%): 3.641 | loglstar: -inf < -115.291 < inf | logz: -128.673 +/- 0.351 | dlogz: 61.916 > 0.109
iter: 1039 | bound: 7 | nc: 39 | ncall: 28544 | eff(%): 3.640 | loglstar: -inf < -115.194 < inf | logz: -128.474 +/- 0.351 | dlogz: 61.683 > 0.109
iter: 1040 | bound: 7 | nc: 39 | ncall: 28583 | eff(%): 3.639 | loglstar: -inf < -115.140 < inf | logz: -128.299 +/- 0.350 | dlogz: 61.475 > 0.109
iter: 1041 | bound: 7 | nc: 39 | ncall: 28622 | eff(%): 3.637 | loglstar: -inf < -115.107 < inf | logz: -128.144 +/- 0.350 | dlogz: 61.289 > 0.109
iter: 1042 | bound: 7 | nc: 39 | ncall: 28661 | eff(%): 3.636 | loglstar: -inf < -115.074 < inf | logz: -128.008 +/- 0.349 | dlogz: 61.125 > 0.109
iter: 1043 | bound: 7 | nc: 39 | ncall: 28700 | eff(%): 3.634 | loglstar: -inf < -114.862 < inf | logz: -127.874 +/- 0.349 | dlogz: 60.978 > 0.109
iter: 1044 | bound: 7 | nc: 39 | ncall: 28739 | eff(%): 3.633 | loglstar: -inf < -114.749 < inf | logz: -127.738 +/- 0.348 | dlogz: 60.834 > 0.109
iter: 1045 | bound: 7 | nc: 39 | ncall: 28778 | eff(%): 3.631 | loglstar: -inf < -114.603 < inf | logz: -127.604 +/- 0.348 | dlogz: 60.688 > 0.109
iter: 1046 | bound: 7 | nc: 39 | ncall: 28817 | eff(%): 3.630 | loglstar: -inf < -114.055 < inf | logz: -127.437 +/- 0.348 | dlogz: 60.544 > 0.109
iter: 1047 | bound: 7 | nc: 39 | ncall: 28856 | eff(%): 3.628 | loglstar: -inf < -113.908 < inf | logz: -127.247 +/- 0.348 | dlogz: 60.367 > 0.109
iter: 1048 | bound: 7 | nc: 39 | ncall: 28895 | eff(%): 3.627 | loglstar: -inf < -113.479 < inf | logz: -127.038 +/- 0.349 | dlogz: 60.168 > 0.109
iter: 1049 | bound: 7 | nc: 39 | ncall: 28934 | eff(%): 3.625 | loglstar: -inf < -113.307 < inf | logz: -126.817 +/- 0.350 | dlogz: 59.949 > 0.109
iter: 1050 | bound: 7 | nc: 39 | ncall: 28973 | eff(%): 3.624 | loglstar: -inf < -113.306 < inf | logz: -126.624 +/- 0.350 | dlogz: 59.718 > 0.109
iter: 1051 | bound: 7 | nc: 39 | ncall: 29012 | eff(%): 3.623 | loglstar: -inf < -112.991 < inf | logz: -126.436 +/- 0.350 | dlogz: 59.515 > 0.109
iter: 1052 | bound: 7 | nc: 39 | ncall: 29051 | eff(%): 3.621 | loglstar: -inf < -112.867 < inf | logz: -126.247 +/- 0.350 | dlogz: 59.317 > 0.109
iter: 1053 | bound: 7 | nc: 39 | ncall: 29090 | eff(%): 3.620 | loglstar: -inf < -112.516 < inf | logz: -126.048 +/- 0.351 | dlogz: 59.118 > 0.109
iter: 1054 | bound: 7 | nc: 39 | ncall: 29129 | eff(%): 3.618 | loglstar: -inf < -112.478 < inf | logz: -125.855 +/- 0.351 | dlogz: 58.909 > 0.109
iter: 1055 | bound: 7 | nc: 39 | ncall: 29168 | eff(%): 3.617 | loglstar: -inf < -112.412 < inf | logz: -125.686 +/- 0.351 | dlogz: 58.706 > 0.109
iter: 1056 | bound: 7 | nc: 39 | ncall: 29207 | eff(%): 3.616 | loglstar: -inf < -112.331 < inf | logz: -125.533 +/- 0.350 | dlogz: 58.527 > 0.109
iter: 1057 | bound: 7 | nc: 39 | ncall: 29246 | eff(%): 3.614 | loglstar: -inf < -112.194 < inf | logz: -125.387 +/- 0.350 | dlogz: 58.364 > 0.109
iter: 1058 | bound: 7 | nc: 39 | ncall: 29285 | eff(%): 3.613 | loglstar: -inf < -112.160 < inf | logz: -125.251 +/- 0.350 | dlogz: 58.209 > 0.109
iter: 1059 | bound: 7 | nc: 39 | ncall: 29324 | eff(%): 3.611 | loglstar: -inf < -112.160 < inf | logz: -125.131 +/- 0.349 | dlogz: 58.063 > 0.109
iter: 1060 | bound: 7 | nc: 39 | ncall: 29363 | eff(%): 3.610 | loglstar: -inf < -111.874 < inf | logz: -125.007 +/- 0.349 | dlogz: 57.932 > 0.109
iter: 1061 | bound: 7 | nc: 39 | ncall: 29402 | eff(%): 3.609 | loglstar: -inf < -111.840 < inf | logz: -124.882 +/- 0.349 | dlogz: 57.799 > 0.109
iter: 1062 | bound: 7 | nc: 39 | ncall: 29441 | eff(%): 3.607 | loglstar: -inf < -111.733 < inf | logz: -124.764 +/- 0.348 | dlogz: 57.664 > 0.109
iter: 1063 | bound: 7 | nc: 39 | ncall: 29480 | eff(%): 3.606 | loglstar: -inf < -111.686 < inf | logz: -124.652 +/- 0.348 | dlogz: 57.536 > 0.109
iter: 1064 | bound: 7 | nc: 39 | ncall: 29519 | eff(%): 3.604 | loglstar: -inf < -111.244 < inf | logz: -124.523 +/- 0.348 | dlogz: 57.414 > 0.109
iter: 1065 | bound: 7 | nc: 39 | ncall: 29558 | eff(%): 3.603 | loglstar: -inf < -111.119 < inf | logz: -124.379 +/- 0.348 | dlogz: 57.275 > 0.109
iter: 1066 | bound: 7 | nc: 39 | ncall: 29597 | eff(%): 3.602 | loglstar: -inf < -111.087 < inf | logz: -124.244 +/- 0.348 | dlogz: 57.120 > 0.109
iter: 1067 | bound: 7 | nc: 39 | ncall: 29636 | eff(%): 3.600 | loglstar: -inf < -111.035 < inf | logz: -124.122 +/- 0.348 | dlogz: 56.976 > 0.109
iter: 1068 | bound: 7 | nc: 39 | ncall: 29675 | eff(%): 3.599 | loglstar: -inf < -110.784 < inf | logz: -123.997 +/- 0.348 | dlogz: 56.844 > 0.109
iter: 1069 | bound: 7 | nc: 39 | ncall: 29714 | eff(%): 3.598 | loglstar: -inf < -110.679 < inf | logz: -123.867 +/- 0.348 | dlogz: 56.709 > 0.109
iter: 1070 | bound: 7 | nc: 39 | ncall: 29753 | eff(%): 3.596 | loglstar: -inf < -110.631 < inf | logz: -123.745 +/- 0.348 | dlogz: 56.569 > 0.109
iter: 1071 | bound: 7 | nc: 39 | ncall: 29792 | eff(%): 3.595 | loglstar: -inf < -110.613 < inf | logz: -123.634 +/- 0.348 | dlogz: 56.437 > 0.109
iter: 1072 | bound: 7 | nc: 39 | ncall: 29831 | eff(%): 3.594 | loglstar: -inf < -110.605 < inf | logz: -123.534 +/- 0.347 | dlogz: 56.316 > 0.109
iter: 1073 | bound: 7 | nc: 39 | ncall: 29870 | eff(%): 3.592 | loglstar: -inf < -110.421 < inf | logz: -123.435 +/- 0.347 | dlogz: 56.206 > 0.109
iter: 1074 | bound: 7 | nc: 39 | ncall: 29909 | eff(%): 3.591 | loglstar: -inf < -110.131 < inf | logz: -123.322 +/- 0.347 | dlogz: 56.097 > 0.109
iter: 1075 | bound: 7 | nc: 39 | ncall: 29948 | eff(%): 3.590 | loglstar: -inf < -109.970 < inf | logz: -123.199 +/- 0.347 | dlogz: 55.974 > 0.109
iter: 1076 | bound: 7 | nc: 39 | ncall: 29987 | eff(%): 3.588 | loglstar: -inf < -109.924 < inf | logz: -123.079 +/- 0.347 | dlogz: 55.841 > 0.109
iter: 1077 | bound: 7 | nc: 39 | ncall: 30026 | eff(%): 3.587 | loglstar: -inf < -109.888 < inf | logz: -122.969 +/- 0.347 | dlogz: 55.711 > 0.109
iter: 1078 | bound: 7 | nc: 39 | ncall: 30065 | eff(%): 3.586 | loglstar: -inf < -109.190 < inf | logz: -122.822 +/- 0.348 | dlogz: 55.591 > 0.109
iter: 1079 | bound: 7 | nc: 39 | ncall: 30104 | eff(%): 3.584 | loglstar: -inf < -109.124 < inf | logz: -122.651 +/- 0.349 | dlogz: 55.435 > 0.109
iter: 1080 | bound: 7 | nc: 39 | ncall: 30143 | eff(%): 3.583 | loglstar: -inf < -109.109 < inf | logz: -122.501 +/- 0.349 | dlogz: 55.253 > 0.109
iter: 1081 | bound: 7 | nc: 39 | ncall: 30182 | eff(%): 3.582 | loglstar: -inf < -108.558 < inf | logz: -122.327 +/- 0.350 | dlogz: 55.093 > 0.109
iter: 1082 | bound: 7 | nc: 39 | ncall: 30221 | eff(%): 3.580 | loglstar: -inf < -108.515 < inf | logz: -122.140 +/- 0.351 | dlogz: 54.909 > 0.109
iter: 1083 | bound: 7 | nc: 39 | ncall: 30260 | eff(%): 3.579 | loglstar: -inf < -108.488 < inf | logz: -121.979 +/- 0.351 | dlogz: 54.713 > 0.109
iter: 1084 | bound: 7 | nc: 39 | ncall: 30299 | eff(%): 3.578 | loglstar: -inf < -108.464 < inf | logz: -121.839 +/- 0.351 | dlogz: 54.542 > 0.109
iter: 1085 | bound: 7 | nc: 39 | ncall: 30338 | eff(%): 3.576 | loglstar: -inf < -108.428 < inf | logz: -121.713 +/- 0.351 | dlogz: 54.391 > 0.109
iter: 1086 | bound: 7 | nc: 39 | ncall: 30377 | eff(%): 3.575 | loglstar: -inf < -108.355 < inf | logz: -121.597 +/- 0.351 | dlogz: 54.256 > 0.109
iter: 1087 | bound: 7 | nc: 39 | ncall: 30416 | eff(%): 3.574 | loglstar: -inf < -108.351 < inf | logz: -121.490 +/- 0.351 | dlogz: 54.129 > 0.109
iter: 1088 | bound: 7 | nc: 39 | ncall: 30455 | eff(%): 3.572 | loglstar: -inf < -108.301 < inf | logz: -121.391 +/- 0.350 | dlogz: 54.012 > 0.109
iter: 1089 | bound: 7 | nc: 39 | ncall: 30494 | eff(%): 3.571 | loglstar: -inf < -108.278 < inf | logz: -121.299 +/- 0.350 | dlogz: 53.904 > 0.109
iter: 1090 | bound: 8 | nc: 39 | ncall: 30533 | eff(%): 3.570 | loglstar: -inf < -108.051 < inf | logz: -121.205 +/- 0.350 | dlogz: 53.802 > 0.109
iter: 1091 | bound: 8 | nc: 39 | ncall: 30572 | eff(%): 3.569 | loglstar: -inf < -108.051 < inf | logz: -121.110 +/- 0.349 | dlogz: 55.116 > 0.109
iter: 1092 | bound: 8 | nc: 39 | ncall: 30611 | eff(%): 3.567 | loglstar: -inf < -107.906 < inf | logz: -121.018 +/- 0.349 | dlogz: 55.012 > 0.109
iter: 1093 | bound: 8 | nc: 39 | ncall: 30650 | eff(%): 3.566 | loglstar: -inf < -107.903 < inf | logz: -120.929 +/- 0.349 | dlogz: 54.910 > 0.109
iter: 1094 | bound: 8 | nc: 39 | ncall: 30689 | eff(%): 3.565 | loglstar: -inf < -107.804 < inf | logz: -120.844 +/- 0.349 | dlogz: 54.811 > 0.109
iter: 1095 | bound: 8 | nc: 39 | ncall: 30728 | eff(%): 3.564 | loglstar: -inf < -107.770 < inf | logz: -120.761 +/- 0.348 | dlogz: 54.715 > 0.109
iter: 1096 | bound: 8 | nc: 39 | ncall: 30767 | eff(%): 3.562 | loglstar: -inf < -107.757 < inf | logz: -120.683 +/- 0.348 | dlogz: 54.622 > 0.109
iter: 1097 | bound: 8 | nc: 39 | ncall: 30806 | eff(%): 3.561 | loglstar: -inf < -107.649 < inf | logz: -120.607 +/- 0.348 | dlogz: 54.535 > 0.109
iter: 1098 | bound: 8 | nc: 39 | ncall: 30845 | eff(%): 3.560 | loglstar: -inf < -107.618 < inf | logz: -120.533 +/- 0.348 | dlogz: 54.449 > 0.109
iter: 1099 | bound: 8 | nc: 39 | ncall: 30884 | eff(%): 3.558 | loglstar: -inf < -107.588 < inf | logz: -120.462 +/- 0.347 | dlogz: 54.364 > 0.109
iter: 1100 | bound: 8 | nc: 39 | ncall: 30923 | eff(%): 3.557 | loglstar: -inf < -107.543 < inf | logz: -120.394 +/- 0.347 | dlogz: 54.284 > 0.109
iter: 1101 | bound: 8 | nc: 39 | ncall: 30962 | eff(%): 3.556 | loglstar: -inf < -107.310 < inf | logz: -120.322 +/- 0.347 | dlogz: 54.206 > 0.109
iter: 1102 | bound: 8 | nc: 39 | ncall: 31001 | eff(%): 3.555 | loglstar: -inf < -107.154 < inf | logz: -120.241 +/- 0.347 | dlogz: 54.124 > 0.109
iter: 1103 | bound: 8 | nc: 39 | ncall: 31040 | eff(%): 3.553 | loglstar: -inf < -107.124 < inf | logz: -120.161 +/- 0.347 | dlogz: 54.033 > 0.109
iter: 1104 | bound: 8 | nc: 39 | ncall: 31079 | eff(%): 3.552 | loglstar: -inf < -107.031 < inf | logz: -120.083 +/- 0.347 | dlogz: 53.943 > 0.109
iter: 1105 | bound: 8 | nc: 39 | ncall: 31118 | eff(%): 3.551 | loglstar: -inf < -106.939 < inf | logz: -120.004 +/- 0.347 | dlogz: 53.855 > 0.109
iter: 1106 | bound: 8 | nc: 39 | ncall: 31157 | eff(%): 3.550 | loglstar: -inf < -106.817 < inf | logz: -119.924 +/- 0.347 | dlogz: 53.766 > 0.109
iter: 1107 | bound: 8 | nc: 39 | ncall: 31196 | eff(%): 3.549 | loglstar: -inf < -106.813 < inf | logz: -119.846 +/- 0.347 | dlogz: 53.676 > 0.109
iter: 1108 | bound: 8 | nc: 39 | ncall: 31235 | eff(%): 3.547 | loglstar: -inf < -106.791 < inf | logz: -119.774 +/- 0.346 | dlogz: 53.589 > 0.109
iter: 1109 | bound: 8 | nc: 39 | ncall: 31274 | eff(%): 3.546 | loglstar: -inf < -106.061 < inf | logz: -119.672 +/- 0.347 | dlogz: 53.506 > 0.109
iter: 1110 | bound: 8 | nc: 39 | ncall: 31313 | eff(%): 3.545 | loglstar: -inf < -105.307 < inf | logz: -119.487 +/- 0.349 | dlogz: 53.394 > 0.109
iter: 1111 | bound: 8 | nc: 39 | ncall: 31352 | eff(%): 3.544 | loglstar: -inf < -105.285 < inf | logz: -119.281 +/- 0.351 | dlogz: 53.200 > 0.109
iter: 1112 | bound: 8 | nc: 39 | ncall: 31391 | eff(%): 3.542 | loglstar: -inf < -104.906 < inf | logz: -119.074 +/- 0.353 | dlogz: 52.983 > 0.109
iter: 1113 | bound: 8 | nc: 39 | ncall: 31430 | eff(%): 3.541 | loglstar: -inf < -104.711 < inf | logz: -118.856 +/- 0.355 | dlogz: 52.766 > 0.109
iter: 1114 | bound: 8 | nc: 39 | ncall: 31469 | eff(%): 3.540 | loglstar: -inf < -104.643 < inf | logz: -118.657 +/- 0.356 | dlogz: 52.538 > 0.109
iter: 1115 | bound: 8 | nc: 39 | ncall: 31508 | eff(%): 3.539 | loglstar: -inf < -104.550 < inf | logz: -118.480 +/- 0.356 | dlogz: 52.329 > 0.109
iter: 1116 | bound: 8 | nc: 39 | ncall: 31547 | eff(%): 3.538 | loglstar: -inf < -104.500 < inf | logz: -118.321 +/- 0.356 | dlogz: 52.142 > 0.109
iter: 1117 | bound: 8 | nc: 39 | ncall: 31586 | eff(%): 3.536 | loglstar: -inf < -104.446 < inf | logz: -118.178 +/- 0.356 | dlogz: 51.973 > 0.109
iter: 1118 | bound: 8 | nc: 39 | ncall: 31625 | eff(%): 3.535 | loglstar: -inf < -104.264 < inf | logz: -118.039 +/- 0.356 | dlogz: 51.821 > 0.109
iter: 1119 | bound: 8 | nc: 39 | ncall: 31664 | eff(%): 3.534 | loglstar: -inf < -104.228 < inf | logz: -117.906 +/- 0.356 | dlogz: 51.672 > 0.109
iter: 1120 | bound: 8 | nc: 39 | ncall: 31703 | eff(%): 3.533 | loglstar: -inf < -104.190 < inf | logz: -117.786 +/- 0.356 | dlogz: 51.529 > 0.109
iter: 1121 | bound: 8 | nc: 39 | ncall: 31742 | eff(%): 3.532 | loglstar: -inf < -104.139 < inf | logz: -117.674 +/- 0.356 | dlogz: 51.398 > 0.109
iter: 1122 | bound: 8 | nc: 39 | ncall: 31781 | eff(%): 3.530 | loglstar: -inf < -103.973 < inf | logz: -117.564 +/- 0.355 | dlogz: 51.277 > 0.109
iter: 1123 | bound: 8 | nc: 39 | ncall: 31820 | eff(%): 3.529 | loglstar: -inf < -103.968 < inf | logz: -117.458 +/- 0.355 | dlogz: 51.157 > 0.109
iter: 1124 | bound: 8 | nc: 39 | ncall: 31859 | eff(%): 3.528 | loglstar: -inf < -103.873 < inf | logz: -117.358 +/- 0.355 | dlogz: 51.041 > 0.109
iter: 1125 | bound: 8 | nc: 39 | ncall: 31898 | eff(%): 3.527 | loglstar: -inf < -103.493 < inf | logz: -117.244 +/- 0.355 | dlogz: 50.931 > 0.109
iter: 1126 | bound: 8 | nc: 39 | ncall: 31937 | eff(%): 3.526 | loglstar: -inf < -103.268 < inf | logz: -117.110 +/- 0.355 | dlogz: 50.807 > 0.109
iter: 1127 | bound: 8 | nc: 39 | ncall: 31976 | eff(%): 3.525 | loglstar: -inf < -103.217 < inf | logz: -116.977 +/- 0.355 | dlogz: 50.663 > 0.109
iter: 1128 | bound: 8 | nc: 39 | ncall: 32015 | eff(%): 3.523 | loglstar: -inf < -102.447 < inf | logz: -116.796 +/- 0.356 | dlogz: 50.521 > 0.109
iter: 1129 | bound: 8 | nc: 39 | ncall: 32054 | eff(%): 3.522 | loglstar: -inf < -102.341 < inf | logz: -116.583 +/- 0.358 | dlogz: 50.329 > 0.109
iter: 1130 | bound: 8 | nc: 39 | ncall: 32093 | eff(%): 3.521 | loglstar: -inf < -101.782 < inf | logz: -116.340 +/- 0.359 | dlogz: 50.106 > 0.109
iter: 1131 | bound: 8 | nc: 39 | ncall: 32132 | eff(%): 3.520 | loglstar: -inf < -101.706 < inf | logz: -116.092 +/- 0.361 | dlogz: 49.854 > 0.109
iter: 1132 | bound: 8 | nc: 39 | ncall: 32171 | eff(%): 3.519 | loglstar: -inf < -101.418 < inf | logz: -115.857 +/- 0.362 | dlogz: 49.595 > 0.109
iter: 1133 | bound: 8 | nc: 39 | ncall: 32210 | eff(%): 3.518 | loglstar: -inf < -101.191 < inf | logz: -115.621 +/- 0.363 | dlogz: 49.351 > 0.109
iter: 1134 | bound: 8 | nc: 39 | ncall: 32249 | eff(%): 3.516 | loglstar: -inf < -100.887 < inf | logz: -115.380 +/- 0.363 | dlogz: 49.105 > 0.109
iter: 1135 | bound: 8 | nc: 39 | ncall: 32288 | eff(%): 3.515 | loglstar: -inf < -100.642 < inf | logz: -115.134 +/- 0.364 | dlogz: 48.853 > 0.109
iter: 1136 | bound: 8 | nc: 39 | ncall: 32327 | eff(%): 3.514 | loglstar: -inf < -100.631 < inf | logz: -114.916 +/- 0.364 | dlogz: 48.598 > 0.109
iter: 1137 | bound: 8 | nc: 39 | ncall: 32366 | eff(%): 3.513 | loglstar: -inf < -100.493 < inf | logz: -114.727 +/- 0.364 | dlogz: 48.370 > 0.109
iter: 1138 | bound: 8 | nc: 39 | ncall: 32405 | eff(%): 3.512 | loglstar: -inf < -100.340 < inf | logz: -114.546 +/- 0.364 | dlogz: 48.170 > 0.109
iter: 1139 | bound: 8 | nc: 39 | ncall: 32444 | eff(%): 3.511 | loglstar: -inf < -100.016 < inf | logz: -114.355 +/- 0.364 | dlogz: 47.980 > 0.109
iter: 1140 | bound: 8 | nc: 39 | ncall: 32483 | eff(%): 3.510 | loglstar: -inf < -100.001 < inf | logz: -114.172 +/- 0.363 | dlogz: 47.779 > 0.109
iter: 1141 | bound: 8 | nc: 39 | ncall: 32522 | eff(%): 3.508 | loglstar: -inf < -99.862 < inf | logz: -114.007 +/- 0.363 | dlogz: 47.586 > 0.109
iter: 1142 | bound: 8 | nc: 39 | ncall: 32561 | eff(%): 3.507 | loglstar: -inf < -99.676 < inf | logz: -113.844 +/- 0.363 | dlogz: 47.411 > 0.109
iter: 1143 | bound: 8 | nc: 39 | ncall: 32600 | eff(%): 3.506 | loglstar: -inf < -99.419 < inf | logz: -113.672 +/- 0.363 | dlogz: 47.238 > 0.109
iter: 1144 | bound: 8 | nc: 39 | ncall: 32639 | eff(%): 3.505 | loglstar: -inf < -99.401 < inf | logz: -113.509 +/- 0.363 | dlogz: 47.056 > 0.109
iter: 1145 | bound: 8 | nc: 39 | ncall: 32678 | eff(%): 3.504 | loglstar: -inf < -99.396 < inf | logz: -113.368 +/- 0.362 | dlogz: 46.883 > 0.109
iter: 1146 | bound: 8 | nc: 39 | ncall: 32717 | eff(%): 3.503 | loglstar: -inf < -99.374 < inf | logz: -113.245 +/- 0.362 | dlogz: 46.733 > 0.109
iter: 1147 | bound: 8 | nc: 39 | ncall: 32756 | eff(%): 3.502 | loglstar: -inf < -99.164 < inf | logz: -113.123 +/- 0.361 | dlogz: 46.599 > 0.109
iter: 1148 | bound: 8 | nc: 39 | ncall: 32795 | eff(%): 3.501 | loglstar: -inf < -98.965 < inf | logz: -112.992 +/- 0.361 | dlogz: 46.467 > 0.109
iter: 1149 | bound: 8 | nc: 39 | ncall: 32834 | eff(%): 3.499 | loglstar: -inf < -98.684 < inf | logz: -112.848 +/- 0.361 | dlogz: 46.326 > 0.109
iter: 1150 | bound: 8 | nc: 39 | ncall: 32873 | eff(%): 3.498 | loglstar: -inf < -98.311 < inf | logz: -112.677 +/- 0.361 | dlogz: 46.172 > 0.109
iter: 1151 | bound: 8 | nc: 39 | ncall: 32912 | eff(%): 3.497 | loglstar: -inf < -98.250 < inf | logz: -112.504 +/- 0.362 | dlogz: 45.992 > 0.109
iter: 1152 | bound: 8 | nc: 39 | ncall: 32951 | eff(%): 3.496 | loglstar: -inf < -98.247 < inf | logz: -112.353 +/- 0.362 | dlogz: 45.808 > 0.109
iter: 1153 | bound: 8 | nc: 39 | ncall: 32990 | eff(%): 3.495 | loglstar: -inf < -98.221 < inf | logz: -112.221 +/- 0.362 | dlogz: 45.647 > 0.109
iter: 1154 | bound: 8 | nc: 39 | ncall: 33029 | eff(%): 3.494 | loglstar: -inf < -98.188 < inf | logz: -112.103 +/- 0.361 | dlogz: 45.506 > 0.109
iter: 1155 | bound: 8 | nc: 39 | ncall: 33068 | eff(%): 3.493 | loglstar: -inf < -98.111 < inf | logz: -111.992 +/- 0.361 | dlogz: 45.378 > 0.109
iter: 1156 | bound: 8 | nc: 39 | ncall: 33107 | eff(%): 3.492 | loglstar: -inf < -97.471 < inf | logz: -111.848 +/- 0.361 | dlogz: 45.257 > 0.109
iter: 1157 | bound: 8 | nc: 39 | ncall: 33146 | eff(%): 3.491 | loglstar: -inf < -97.441 < inf | logz: -111.684 +/- 0.361 | dlogz: 45.102 > 0.109
iter: 1158 | bound: 8 | nc: 39 | ncall: 33185 | eff(%): 3.490 | loglstar: -inf < -97.334 < inf | logz: -111.536 +/- 0.362 | dlogz: 44.929 > 0.109
iter: 1159 | bound: 8 | nc: 39 | ncall: 33224 | eff(%): 3.488 | loglstar: -inf < -97.288 < inf | logz: -111.398 +/- 0.362 | dlogz: 44.771 > 0.109
iter: 1160 | bound: 8 | nc: 39 | ncall: 33263 | eff(%): 3.487 | loglstar: -inf < -97.275 < inf | logz: -111.275 +/- 0.361 | dlogz: 44.623 > 0.109
iter: 1161 | bound: 8 | nc: 39 | ncall: 33302 | eff(%): 3.486 | loglstar: -inf < -97.140 < inf | logz: -111.159 +/- 0.361 | dlogz: 44.490 > 0.109
iter: 1162 | bound: 8 | nc: 39 | ncall: 33341 | eff(%): 3.485 | loglstar: -inf < -97.136 < inf | logz: -111.049 +/- 0.361 | dlogz: 44.364 > 0.109
iter: 1163 | bound: 8 | nc: 39 | ncall: 33380 | eff(%): 3.484 | loglstar: -inf < -96.880 < inf | logz: -110.936 +/- 0.361 | dlogz: 44.244 > 0.109
iter: 1164 | bound: 8 | nc: 39 | ncall: 33419 | eff(%): 3.483 | loglstar: -inf < -96.769 < inf | logz: -110.818 +/- 0.361 | dlogz: 44.121 > 0.109
iter: 1165 | bound: 8 | nc: 39 | ncall: 33458 | eff(%): 3.482 | loglstar: -inf < -96.567 < inf | logz: -110.697 +/- 0.361 | dlogz: 43.993 > 0.109
iter: 1166 | bound: 8 | nc: 39 | ncall: 33497 | eff(%): 3.481 | loglstar: -inf < -96.514 < inf | logz: -110.576 +/- 0.361 | dlogz: 43.862 > 0.109
iter: 1167 | bound: 8 | nc: 39 | ncall: 33536 | eff(%): 3.480 | loglstar: -inf < -96.161 < inf | logz: -110.445 +/- 0.361 | dlogz: 43.731 > 0.109
iter: 1168 | bound: 8 | nc: 39 | ncall: 33575 | eff(%): 3.479 | loglstar: -inf < -95.885 < inf | logz: -110.292 +/- 0.361 | dlogz: 43.590 > 0.109
iter: 1169 | bound: 8 | nc: 39 | ncall: 33614 | eff(%): 3.478 | loglstar: -inf < -95.884 < inf | logz: -110.144 +/- 0.362 | dlogz: 43.427 > 0.109
iter: 1170 | bound: 8 | nc: 39 | ncall: 33653 | eff(%): 3.477 | loglstar: -inf < -95.752 < inf | logz: -110.007 +/- 0.362 | dlogz: 43.269 > 0.109
iter: 1171 | bound: 8 | nc: 39 | ncall: 33692 | eff(%): 3.476 | loglstar: -inf < -95.297 < inf | logz: -109.847 +/- 0.362 | dlogz: 43.122 > 0.109
iter: 1172 | bound: 8 | nc: 39 | ncall: 33731 | eff(%): 3.475 | loglstar: -inf < -94.892 < inf | logz: -109.645 +/- 0.364 | dlogz: 42.953 > 0.109
iter: 1173 | bound: 8 | nc: 39 | ncall: 33770 | eff(%): 3.473 | loglstar: -inf < -94.805 < inf | logz: -109.440 +/- 0.365 | dlogz: 42.741 > 0.109
iter: 1174 | bound: 8 | nc: 39 | ncall: 33809 | eff(%): 3.472 | loglstar: -inf < -94.551 < inf | logz: -109.242 +/- 0.365 | dlogz: 42.526 > 0.109
iter: 1175 | bound: 8 | nc: 39 | ncall: 33848 | eff(%): 3.471 | loglstar: -inf < -94.479 < inf | logz: -109.054 +/- 0.366 | dlogz: 42.318 > 0.109
iter: 1176 | bound: 8 | nc: 39 | ncall: 33887 | eff(%): 3.470 | loglstar: -inf < -94.099 < inf | logz: -108.857 +/- 0.366 | dlogz: 42.119 > 0.109
iter: 1177 | bound: 8 | nc: 39 | ncall: 33926 | eff(%): 3.469 | loglstar: -inf < -93.992 < inf | logz: -108.657 +/- 0.367 | dlogz: 41.913 > 0.109
iter: 1178 | bound: 8 | nc: 39 | ncall: 33965 | eff(%): 3.468 | loglstar: -inf < -93.988 < inf | logz: -108.483 +/- 0.367 | dlogz: 41.703 > 0.109
iter: 1179 | bound: 8 | nc: 39 | ncall: 34004 | eff(%): 3.467 | loglstar: -inf < -93.682 < inf | logz: -108.312 +/- 0.367 | dlogz: 41.519 > 0.109
iter: 1180 | bound: 8 | nc: 39 | ncall: 34043 | eff(%): 3.466 | loglstar: -inf < -93.668 < inf | logz: -108.146 +/- 0.367 | dlogz: 41.338 > 0.109
iter: 1181 | bound: 8 | nc: 39 | ncall: 34082 | eff(%): 3.465 | loglstar: -inf < -93.657 < inf | logz: -108.004 +/- 0.367 | dlogz: 41.162 > 0.109
iter: 1182 | bound: 8 | nc: 39 | ncall: 34121 | eff(%): 3.464 | loglstar: -inf < -93.622 < inf | logz: -107.877 +/- 0.366 | dlogz: 41.010 > 0.109
iter: 1183 | bound: 8 | nc: 39 | ncall: 34160 | eff(%): 3.463 | loglstar: -inf < -93.576 < inf | logz: -107.762 +/- 0.366 | dlogz: 40.873 > 0.109
iter: 1184 | bound: 8 | nc: 39 | ncall: 34199 | eff(%): 3.462 | loglstar: -inf < -93.390 < inf | logz: -107.647 +/- 0.365 | dlogz: 46.862 > 0.109
iter: 1185 | bound: 8 | nc: 39 | ncall: 34238 | eff(%): 3.461 | loglstar: -inf < -93.281 < inf | logz: -107.530 +/- 0.365 | dlogz: 46.737 > 0.109
iter: 1186 | bound: 8 | nc: 39 | ncall: 34277 | eff(%): 3.460 | loglstar: -inf < -93.213 < inf | logz: -107.417 +/- 0.365 | dlogz: 46.610 > 0.109
iter: 1187 | bound: 8 | nc: 39 | ncall: 34316 | eff(%): 3.459 | loglstar: -inf < -93.155 < inf | logz: -107.311 +/- 0.365 | dlogz: 46.487 > 0.109
iter: 1188 | bound: 8 | nc: 39 | ncall: 34355 | eff(%): 3.458 | loglstar: -inf < -92.938 < inf | logz: -107.202 +/- 0.364 | dlogz: 46.371 > 0.109
iter: 1189 | bound: 9 | nc: 39 | ncall: 34394 | eff(%): 3.457 | loglstar: -inf < -92.908 < inf | logz: -107.092 +/- 0.364 | dlogz: 51.279 > 0.109
iter: 1190 | bound: 9 | nc: 39 | ncall: 34433 | eff(%): 3.456 | loglstar: -inf < -92.805 < inf | logz: -106.988 +/- 0.364 | dlogz: 51.160 > 0.109
iter: 1191 | bound: 9 | nc: 39 | ncall: 34472 | eff(%): 3.455 | loglstar: -inf < -92.739 < inf | logz: -106.887 +/- 0.364 | dlogz: 51.046 > 0.109
iter: 1192 | bound: 9 | nc: 39 | ncall: 34511 | eff(%): 3.454 | loglstar: -inf < -92.239 < inf | logz: -106.765 +/- 0.364 | dlogz: 50.935 > 0.109
iter: 1193 | bound: 9 | nc: 39 | ncall: 34550 | eff(%): 3.453 | loglstar: -inf < -91.982 < inf | logz: -106.614 +/- 0.364 | dlogz: 50.803 > 0.109
iter: 1194 | bound: 9 | nc: 39 | ncall: 34589 | eff(%): 3.452 | loglstar: -inf < -91.413 < inf | logz: -106.419 +/- 0.366 | dlogz: 50.642 > 0.109
iter: 1195 | bound: 9 | nc: 39 | ncall: 34628 | eff(%): 3.451 | loglstar: -inf < -91.291 < inf | logz: -106.204 +/- 0.367 | dlogz: 50.436 > 0.109
iter: 1196 | bound: 9 | nc: 39 | ncall: 34667 | eff(%): 3.450 | loglstar: -inf < -91.272 < inf | logz: -106.018 +/- 0.368 | dlogz: 50.212 > 0.109
iter: 1197 | bound: 9 | nc: 39 | ncall: 34706 | eff(%): 3.449 | loglstar: -inf < -91.257 < inf | logz: -105.860 +/- 0.368 | dlogz: 50.016 > 0.109
iter: 1198 | bound: 9 | nc: 39 | ncall: 34745 | eff(%): 3.448 | loglstar: -inf < -91.234 < inf | logz: -105.722 +/- 0.368 | dlogz: 49.848 > 0.109
iter: 1199 | bound: 9 | nc: 39 | ncall: 34784 | eff(%): 3.447 | loglstar: -inf < -91.194 < inf | logz: -105.599 +/- 0.367 | dlogz: 71.609 > 0.109
iter: 1200 | bound: 9 | nc: 39 | ncall: 34823 | eff(%): 3.446 | loglstar: -inf < -90.516 < inf | logz: -105.438 +/- 0.368 | dlogz: 71.476 > 0.109
iter: 1201 | bound: 9 | nc: 39 | ncall: 34862 | eff(%): 3.445 | loglstar: -inf < -90.498 < inf | logz: -105.259 +/- 0.368 | dlogz: 71.306 > 0.109
iter: 1202 | bound: 9 | nc: 39 | ncall: 34901 | eff(%): 3.444 | loglstar: -inf < -90.399 < inf | logz: -105.100 +/- 0.368 | dlogz: 71.116 > 0.109
iter: 1203 | bound: 9 | nc: 39 | ncall: 34940 | eff(%): 3.443 | loglstar: -inf < -90.395 < inf | logz: -104.957 +/- 0.368 | dlogz: 70.947 > 0.109
iter: 1204 | bound: 9 | nc: 39 | ncall: 34979 | eff(%): 3.442 | loglstar: -inf < -90.182 < inf | logz: -104.820 +/- 0.368 | dlogz: 70.794 > 0.109
iter: 1205 | bound: 9 | nc: 39 | ncall: 35018 | eff(%): 3.441 | loglstar: -inf < -89.851 < inf | logz: -104.664 +/- 0.368 | dlogz: 70.647 > 0.109
iter: 1206 | bound: 9 | nc: 39 | ncall: 35057 | eff(%): 3.440 | loglstar: -inf < -89.788 < inf | logz: -104.506 +/- 0.369 | dlogz: 70.481 > 0.109
iter: 1207 | bound: 9 | nc: 39 | ncall: 35096 | eff(%): 3.439 | loglstar: -inf < -89.701 < inf | logz: -104.360 +/- 0.369 | dlogz: 70.313 > 0.109
iter: 1208 | bound: 9 | nc: 39 | ncall: 35135 | eff(%): 3.438 | loglstar: -inf < -89.678 < inf | logz: -104.228 +/- 0.368 | dlogz: 70.158 > 0.109
iter: 1209 | bound: 9 | nc: 39 | ncall: 35174 | eff(%): 3.437 | loglstar: -inf < -89.648 < inf | logz: -104.110 +/- 0.368 | dlogz: 70.016 > 0.109
iter: 1210 | bound: 9 | nc: 39 | ncall: 35213 | eff(%): 3.436 | loglstar: -inf < -89.509 < inf | logz: -103.996 +/- 0.368 | dlogz: 69.887 > 0.109
iter: 1211 | bound: 9 | nc: 39 | ncall: 35252 | eff(%): 3.435 | loglstar: -inf < -89.069 < inf | logz: -103.860 +/- 0.368 | dlogz: 69.763 > 0.109
iter: 1212 | bound: 9 | nc: 39 | ncall: 35291 | eff(%): 3.434 | loglstar: -inf < -89.015 < inf | logz: -103.714 +/- 0.368 | dlogz: 69.618 > 0.109
iter: 1213 | bound: 9 | nc: 39 | ncall: 35330 | eff(%): 3.433 | loglstar: -inf < -88.785 < inf | logz: -103.569 +/- 0.368 | dlogz: 69.462 > 0.109
iter: 1214 | bound: 9 | nc: 39 | ncall: 35369 | eff(%): 3.432 | loglstar: -inf < -88.779 < inf | logz: -103.430 +/- 0.369 | dlogz: 69.307 > 0.109
iter: 1215 | bound: 9 | nc: 39 | ncall: 35408 | eff(%): 3.431 | loglstar: -inf < -88.695 < inf | logz: -103.303 +/- 0.368 | dlogz: 69.157 > 0.109
iter: 1216 | bound: 9 | nc: 39 | ncall: 35447 | eff(%): 3.430 | loglstar: -inf < -88.662 < inf | logz: -103.186 +/- 0.368 | dlogz: 69.021 > 0.109
iter: 1217 | bound: 9 | nc: 39 | ncall: 35486 | eff(%): 3.430 | loglstar: -inf < -88.624 < inf | logz: -103.078 +/- 0.368 | dlogz: 68.894 > 0.109
iter: 1218 | bound: 9 | nc: 39 | ncall: 35525 | eff(%): 3.429 | loglstar: -inf < -88.604 < inf | logz: -102.979 +/- 0.368 | dlogz: 68.776 > 0.109
iter: 1219 | bound: 9 | nc: 39 | ncall: 35564 | eff(%): 3.428 | loglstar: -inf < -88.391 < inf | logz: -102.879 +/- 0.368 | dlogz: 68.667 > 0.109
iter: 1220 | bound: 9 | nc: 39 | ncall: 35603 | eff(%): 3.427 | loglstar: -inf < -87.983 < inf | logz: -102.756 +/- 0.368 | dlogz: 68.557 > 0.109
iter: 1221 | bound: 9 | nc: 39 | ncall: 35642 | eff(%): 3.426 | loglstar: -inf < -87.820 < inf | logz: -102.617 +/- 0.368 | dlogz: 68.424 > 0.109
iter: 1222 | bound: 9 | nc: 39 | ncall: 35681 | eff(%): 3.425 | loglstar: -inf < -87.766 < inf | logz: -102.483 +/- 0.368 | dlogz: 68.275 > 0.109
iter: 1223 | bound: 9 | nc: 39 | ncall: 35720 | eff(%): 3.424 | loglstar: -inf < -87.759 < inf | logz: -102.363 +/- 0.368 | dlogz: 68.131 > 0.109
iter: 1224 | bound: 9 | nc: 39 | ncall: 35759 | eff(%): 3.423 | loglstar: -inf < -87.680 < inf | logz: -102.252 +/- 0.368 | dlogz: 73.034 > 0.109
iter: 1225 | bound: 9 | nc: 39 | ncall: 35798 | eff(%): 3.422 | loglstar: -inf < -87.554 < inf | logz: -102.143 +/- 0.368 | dlogz: 72.913 > 0.109
iter: 1226 | bound: 9 | nc: 39 | ncall: 35837 | eff(%): 3.421 | loglstar: -inf < -87.550 < inf | logz: -102.039 +/- 0.368 | dlogz: 72.794 > 0.109
iter: 1227 | bound: 9 | nc: 39 | ncall: 35876 | eff(%): 3.420 | loglstar: -inf < -87.187 < inf | logz: -101.927 +/- 0.368 | dlogz: 72.681 > 0.109
iter: 1228 | bound: 9 | nc: 39 | ncall: 35915 | eff(%): 3.419 | loglstar: -inf < -87.155 < inf | logz: -101.808 +/- 0.368 | dlogz: 72.558 > 0.109
iter: 1229 | bound: 9 | nc: 39 | ncall: 35954 | eff(%): 3.418 | loglstar: -inf < -87.028 < inf | logz: -101.695 +/- 0.368 | dlogz: 72.430 > 0.109
iter: 1230 | bound: 9 | nc: 39 | ncall: 35993 | eff(%): 3.417 | loglstar: -inf < -87.003 < inf | logz: -101.586 +/- 0.368 | dlogz: 72.306 > 0.109
iter: 1231 | bound: 9 | nc: 39 | ncall: 36032 | eff(%): 3.416 | loglstar: -inf < -86.745 < inf | logz: -101.475 +/- 0.368 | dlogz: 72.188 > 0.109
iter: 1232 | bound: 9 | nc: 39 | ncall: 36071 | eff(%): 3.415 | loglstar: -inf < -86.708 < inf | logz: -101.361 +/- 0.368 | dlogz: 73.940 > 0.109
iter: 1233 | bound: 9 | nc: 39 | ncall: 36110 | eff(%): 3.415 | loglstar: -inf < -86.694 < inf | logz: -101.258 +/- 0.368 | dlogz: 73.816 > 0.109
iter: 1234 | bound: 9 | nc: 39 | ncall: 36149 | eff(%): 3.414 | loglstar: -inf < -86.548 < inf | logz: -101.157 +/- 0.368 | dlogz: 73.703 > 0.109
iter: 1235 | bound: 9 | nc: 39 | ncall: 36188 | eff(%): 3.413 | loglstar: -inf < -86.491 < inf | logz: -101.058 +/- 0.368 | dlogz: 73.592 > 0.109
iter: 1236 | bound: 9 | nc: 39 | ncall: 36227 | eff(%): 3.412 | loglstar: -inf < -86.223 < inf | logz: -100.952 +/- 0.368 | dlogz: 73.483 > 0.109
iter: 1237 | bound: 9 | nc: 39 | ncall: 36266 | eff(%): 3.411 | loglstar: -inf < -85.866 < inf | logz: -100.825 +/- 0.368 | dlogz: 73.368 > 0.109
iter: 1238 | bound: 9 | nc: 39 | ncall: 36305 | eff(%): 3.410 | loglstar: -inf < -85.759 < inf | logz: -100.687 +/- 0.369 | dlogz: 73.230 > 0.109
iter: 1239 | bound: 9 | nc: 39 | ncall: 36344 | eff(%): 3.409 | loglstar: -inf < -85.647 < inf | logz: -100.554 +/- 0.369 | dlogz: 73.082 > 0.109
iter: 1240 | bound: 9 | nc: 39 | ncall: 36383 | eff(%): 3.408 | loglstar: -inf < -85.307 < inf | logz: -100.409 +/- 0.370 | dlogz: 72.940 > 0.109
iter: 1241 | bound: 9 | nc: 39 | ncall: 36422 | eff(%): 3.407 | loglstar: -inf < -85.304 < inf | logz: -100.263 +/- 0.370 | dlogz: 72.784 > 0.109
iter: 1242 | bound: 9 | nc: 39 | ncall: 36461 | eff(%): 3.406 | loglstar: -inf < -85.162 < inf | logz: -100.128 +/- 0.371 | dlogz: 72.629 > 0.109
iter: 1243 | bound: 9 | nc: 39 | ncall: 36500 | eff(%): 3.405 | loglstar: -inf < -85.009 < inf | logz: -99.993 +/- 0.371 | dlogz: 72.484 > 0.109
iter: 1244 | bound: 9 | nc: 39 | ncall: 36539 | eff(%): 3.405 | loglstar: -inf < -84.826 < inf | logz: -99.854 +/- 0.371 | dlogz: 72.339 > 0.109
iter: 1245 | bound: 9 | nc: 39 | ncall: 36578 | eff(%): 3.404 | loglstar: -inf < -84.762 < inf | logz: -99.719 +/- 0.371 | dlogz: 72.190 > 0.109
iter: 1246 | bound: 10 | nc: 39 | ncall: 36617 | eff(%): 3.403 | loglstar: -inf < -84.626 < inf | logz: -99.590 +/- 0.371 | dlogz: 72.045 > 0.109
iter: 1247 | bound: 10 | nc: 39 | ncall: 36656 | eff(%): 3.402 | loglstar: -inf < -84.495 < inf | logz: -99.461 +/- 0.372 | dlogz: 71.906 > 0.109
iter: 1248 | bound: 10 | nc: 39 | ncall: 36695 | eff(%): 3.401 | loglstar: -inf < -84.431 < inf | logz: -99.337 +/- 0.372 | dlogz: 71.767 > 0.109
iter: 1249 | bound: 10 | nc: 39 | ncall: 36734 | eff(%): 3.400 | loglstar: -inf < -84.323 < inf | logz: -99.219 +/- 0.372 | dlogz: 71.633 > 0.109
iter: 1250 | bound: 10 | nc: 39 | ncall: 36773 | eff(%): 3.399 | loglstar: -inf < -84.137 < inf | logz: -99.098 +/- 0.372 | dlogz: 71.505 > 0.109
iter: 1251 | bound: 10 | nc: 39 | ncall: 36812 | eff(%): 3.398 | loglstar: -inf < -83.975 < inf | logz: -98.973 +/- 0.372 | dlogz: 71.374 > 0.109
iter: 1252 | bound: 10 | nc: 39 | ncall: 36851 | eff(%): 3.397 | loglstar: -inf < -83.943 < inf | logz: -98.852 +/- 0.372 | dlogz: 71.239 > 0.109
iter: 1253 | bound: 10 | nc: 39 | ncall: 36890 | eff(%): 3.397 | loglstar: -inf < -83.874 < inf | logz: -98.740 +/- 0.372 | dlogz: 71.108 > 0.109
iter: 1254 | bound: 10 | nc: 39 | ncall: 36929 | eff(%): 3.396 | loglstar: -inf < -83.526 < inf | logz: -98.616 +/- 0.372 | dlogz: 70.986 > 0.109
iter: 1255 | bound: 10 | nc: 39 | ncall: 36968 | eff(%): 3.395 | loglstar: -inf < -83.512 < inf | logz: -98.489 +/- 0.372 | dlogz: 70.853 > 0.109
iter: 1256 | bound: 10 | nc: 39 | ncall: 37007 | eff(%): 3.394 | loglstar: -inf < -82.580 < inf | logz: -98.298 +/- 0.374 | dlogz: 70.716 > 0.109
iter: 1257 | bound: 10 | nc: 39 | ncall: 37046 | eff(%): 3.393 | loglstar: -inf < -82.562 < inf | logz: -98.075 +/- 0.375 | dlogz: 70.514 > 0.109
iter: 1258 | bound: 10 | nc: 39 | ncall: 37085 | eff(%): 3.392 | loglstar: -inf < -82.447 < inf | logz: -97.883 +/- 0.376 | dlogz: 70.282 > 0.109
iter: 1259 | bound: 10 | nc: 39 | ncall: 37124 | eff(%): 3.391 | loglstar: -inf < -82.375 < inf | logz: -97.710 +/- 0.376 | dlogz: 70.080 > 0.109
iter: 1260 | bound: 10 | nc: 39 | ncall: 37163 | eff(%): 3.390 | loglstar: -inf < -81.805 < inf | logz: -97.506 +/- 0.377 | dlogz: 69.896 > 0.109
iter: 1261 | bound: 10 | nc: 39 | ncall: 37202 | eff(%): 3.390 | loglstar: -inf < -81.536 < inf | logz: -97.267 +/- 0.378 | dlogz: 69.682 > 0.109
iter: 1262 | bound: 10 | nc: 39 | ncall: 37241 | eff(%): 3.389 | loglstar: -inf < -81.393 < inf | logz: -97.039 +/- 0.379 | dlogz: 69.434 > 0.109
iter: 1263 | bound: 10 | nc: 39 | ncall: 37280 | eff(%): 3.388 | loglstar: -inf < -81.286 < inf | logz: -96.833 +/- 0.379 | dlogz: 69.195 > 0.109
iter: 1264 | bound: 10 | nc: 39 | ncall: 37319 | eff(%): 3.387 | loglstar: -inf < -81.120 < inf | logz: -96.640 +/- 0.379 | dlogz: 68.979 > 0.109
iter: 1265 | bound: 10 | nc: 39 | ncall: 37358 | eff(%): 3.386 | loglstar: -inf < -80.989 < inf | logz: -96.458 +/- 0.379 | dlogz: 68.777 > 0.109
iter: 1266 | bound: 10 | nc: 39 | ncall: 37397 | eff(%): 3.385 | loglstar: -inf < -80.980 < inf | logz: -96.295 +/- 0.379 | dlogz: 68.585 > 0.109
iter: 1267 | bound: 10 | nc: 39 | ncall: 37436 | eff(%): 3.384 | loglstar: -inf < -80.922 < inf | logz: -96.152 +/- 0.379 | dlogz: 68.412 > 0.109
iter: 1268 | bound: 10 | nc: 39 | ncall: 37475 | eff(%): 3.384 | loglstar: -inf < -80.853 < inf | logz: -96.020 +/- 0.378 | dlogz: 68.259 > 0.109
iter: 1269 | bound: 10 | nc: 39 | ncall: 37514 | eff(%): 3.383 | loglstar: -inf < -80.809 < inf | logz: -95.898 +/- 0.378 | dlogz: 68.117 > 0.109
iter: 1270 | bound: 10 | nc: 39 | ncall: 37553 | eff(%): 3.382 | loglstar: -inf < -80.731 < inf | logz: -95.785 +/- 0.378 | dlogz: 67.985 > 0.109
iter: 1271 | bound: 10 | nc: 39 | ncall: 37592 | eff(%): 3.381 | loglstar: -inf < -80.417 < inf | logz: -95.661 +/- 0.377 | dlogz: 67.862 > 0.109
iter: 1272 | bound: 10 | nc: 39 | ncall: 37631 | eff(%): 3.380 | loglstar: -inf < -80.263 < inf | logz: -95.527 +/- 0.377 | dlogz: 67.729 > 0.109
iter: 1273 | bound: 10 | nc: 39 | ncall: 37670 | eff(%): 3.379 | loglstar: -inf < -80.209 < inf | logz: -95.398 +/- 0.377 | dlogz: 67.585 > 0.109
iter: 1274 | bound: 10 | nc: 39 | ncall: 37709 | eff(%): 3.379 | loglstar: -inf < -80.064 < inf | logz: -95.274 +/- 0.377 | dlogz: 67.446 > 0.109
iter: 1275 | bound: 10 | nc: 39 | ncall: 37748 | eff(%): 3.378 | loglstar: -inf < -80.023 < inf | logz: -95.154 +/- 0.377 | dlogz: 67.311 > 0.109
iter: 1276 | bound: 10 | nc: 39 | ncall: 37787 | eff(%): 3.377 | loglstar: -inf < -79.919 < inf | logz: -95.041 +/- 0.376 | dlogz: 67.182 > 0.109
iter: 1277 | bound: 10 | nc: 39 | ncall: 37826 | eff(%): 3.376 | loglstar: -inf < -79.484 < inf | logz: -94.908 +/- 0.377 | dlogz: 67.058 > 0.109
iter: 1278 | bound: 10 | nc: 39 | ncall: 37865 | eff(%): 3.375 | loglstar: -inf < -79.386 < inf | logz: -94.762 +/- 0.377 | dlogz: 66.916 > 0.109
iter: 1279 | bound: 10 | nc: 39 | ncall: 37904 | eff(%): 3.374 | loglstar: -inf < -79.055 < inf | logz: -94.606 +/- 0.377 | dlogz: 66.760 > 0.109
iter: 1280 | bound: 10 | nc: 39 | ncall: 37943 | eff(%): 3.373 | loglstar: -inf < -78.976 < inf | logz: -94.446 +/- 0.378 | dlogz: 66.594 > 0.109
iter: 1281 | bound: 10 | nc: 39 | ncall: 37982 | eff(%): 3.373 | loglstar: -inf < -78.976 < inf | logz: -94.305 +/- 0.378 | dlogz: 66.424 > 0.109
iter: 1282 | bound: 10 | nc: 39 | ncall: 38021 | eff(%): 3.372 | loglstar: -inf < -78.760 < inf | logz: -94.168 +/- 0.378 | dlogz: 66.273 > 0.109
iter: 1283 | bound: 10 | nc: 39 | ncall: 38060 | eff(%): 3.371 | loglstar: -inf < -78.274 < inf | logz: -94.000 +/- 0.378 | dlogz: 66.126 > 0.109
iter: 1284 | bound: 10 | nc: 39 | ncall: 38099 | eff(%): 3.370 | loglstar: -inf < -77.980 < inf | logz: -93.798 +/- 0.379 | dlogz: 65.947 > 0.109
iter: 1285 | bound: 10 | nc: 39 | ncall: 38138 | eff(%): 3.369 | loglstar: -inf < -77.772 < inf | logz: -93.591 +/- 0.380 | dlogz: 65.736 > 0.109
iter: 1286 | bound: 10 | nc: 39 | ncall: 38177 | eff(%): 3.369 | loglstar: -inf < -77.692 < inf | logz: -93.397 +/- 0.381 | dlogz: 65.519 > 0.109
iter: 1287 | bound: 10 | nc: 39 | ncall: 38216 | eff(%): 3.368 | loglstar: -inf < -77.611 < inf | logz: -93.225 +/- 0.381 | dlogz: 65.315 > 0.109
iter: 1288 | bound: 10 | nc: 39 | ncall: 38255 | eff(%): 3.367 | loglstar: -inf < -76.925 < inf | logz: -93.006 +/- 0.382 | dlogz: 65.133 > 0.109
iter: 1289 | bound: 10 | nc: 39 | ncall: 38294 | eff(%): 3.366 | loglstar: -inf < -76.845 < inf | logz: -92.768 +/- 0.383 | dlogz: 64.904 > 0.109
iter: 1290 | bound: 10 | nc: 39 | ncall: 38333 | eff(%): 3.365 | loglstar: -inf < -76.796 < inf | logz: -92.566 +/- 0.383 | dlogz: 64.656 > 0.109
iter: 1291 | bound: 10 | nc: 39 | ncall: 38372 | eff(%): 3.364 | loglstar: -inf < -76.640 < inf | logz: -92.382 +/- 0.383 | dlogz: 64.444 > 0.109
iter: 1292 | bound: 10 | nc: 39 | ncall: 38411 | eff(%): 3.364 | loglstar: -inf < -76.462 < inf | logz: -92.203 +/- 0.383 | dlogz: 64.250 > 0.109
iter: 1293 | bound: 10 | nc: 39 | ncall: 38450 | eff(%): 3.363 | loglstar: -inf < -76.338 < inf | logz: -92.030 +/- 0.383 | dlogz: 64.061 > 0.109
iter: 1294 | bound: 10 | nc: 39 | ncall: 38489 | eff(%): 3.362 | loglstar: -inf < -76.051 < inf | logz: -91.853 +/- 0.383 | dlogz: 63.879 > 0.109
iter: 1295 | bound: 10 | nc: 39 | ncall: 38528 | eff(%): 3.361 | loglstar: -inf < -76.010 < inf | logz: -91.681 +/- 0.383 | dlogz: 63.691 > 0.109
iter: 1296 | bound: 10 | nc: 39 | ncall: 38567 | eff(%): 3.360 | loglstar: -inf < -75.950 < inf | logz: -91.528 +/- 0.383 | dlogz: 63.509 > 0.109
iter: 1297 | bound: 10 | nc: 39 | ncall: 38606 | eff(%): 3.360 | loglstar: -inf < -75.911 < inf | logz: -91.391 +/- 0.382 | dlogz: 63.346 > 0.109
iter: 1298 | bound: 10 | nc: 39 | ncall: 38645 | eff(%): 3.359 | loglstar: -inf < -75.907 < inf | logz: -91.269 +/- 0.382 | dlogz: 63.199 > 0.109
iter: 1299 | bound: 10 | nc: 39 | ncall: 38684 | eff(%): 3.358 | loglstar: -inf < -75.806 < inf | logz: -91.155 +/- 0.381 | dlogz: 63.067 > 0.109
iter: 1300 | bound: 10 | nc: 39 | ncall: 38723 | eff(%): 3.357 | loglstar: -inf < -75.096 < inf | logz: -90.999 +/- 0.382 | dlogz: 62.944 > 0.109
iter: 1301 | bound: 10 | nc: 39 | ncall: 38762 | eff(%): 3.356 | loglstar: -inf < -74.969 < inf | logz: -90.813 +/- 0.382 | dlogz: 62.778 > 0.109
iter: 1302 | bound: 10 | nc: 39 | ncall: 38801 | eff(%): 3.356 | loglstar: -inf < -74.939 < inf | logz: -90.645 +/- 0.382 | dlogz: 62.581 > 0.109
iter: 1303 | bound: 10 | nc: 39 | ncall: 38840 | eff(%): 3.355 | loglstar: -inf < -74.917 < inf | logz: -90.500 +/- 0.382 | dlogz: 62.404 > 0.109
iter: 1304 | bound: 10 | nc: 39 | ncall: 38879 | eff(%): 3.354 | loglstar: -inf < -74.816 < inf | logz: -90.367 +/- 0.382 | dlogz: 62.249 > 0.109
iter: 1305 | bound: 10 | nc: 39 | ncall: 38918 | eff(%): 3.353 | loglstar: -inf < -74.811 < inf | logz: -90.245 +/- 0.382 | dlogz: 62.106 > 0.109
iter: 1306 | bound: 10 | nc: 39 | ncall: 38957 | eff(%): 3.352 | loglstar: -inf < -74.766 < inf | logz: -90.134 +/- 0.381 | dlogz: 61.974 > 0.109
iter: 1307 | bound: 10 | nc: 39 | ncall: 38996 | eff(%): 3.352 | loglstar: -inf < -74.734 < inf | logz: -90.032 +/- 0.381 | dlogz: 61.853 > 0.109
iter: 1308 | bound: 10 | nc: 39 | ncall: 39035 | eff(%): 3.351 | loglstar: -inf < -74.500 < inf | logz: -89.927 +/- 0.381 | dlogz: 61.741 > 0.109
iter: 1309 | bound: 10 | nc: 39 | ncall: 39074 | eff(%): 3.350 | loglstar: -inf < -74.404 < inf | logz: -89.818 +/- 0.380 | dlogz: 61.626 > 0.109
iter: 1310 | bound: 10 | nc: 39 | ncall: 39113 | eff(%): 3.349 | loglstar: -inf < -74.083 < inf | logz: -89.697 +/- 0.380 | dlogz: 61.507 > 0.109
iter: 1311 | bound: 10 | nc: 39 | ncall: 39152 | eff(%): 3.348 | loglstar: -inf < -74.072 < inf | logz: -89.574 +/- 0.380 | dlogz: 61.376 > 0.109
iter: 1312 | bound: 10 | nc: 39 | ncall: 39191 | eff(%): 3.348 | loglstar: -inf < -73.913 < inf | logz: -89.456 +/- 0.380 | dlogz: 61.243 > 0.109
iter: 1313 | bound: 10 | nc: 39 | ncall: 39230 | eff(%): 3.347 | loglstar: -inf < -73.279 < inf | logz: -89.298 +/- 0.381 | dlogz: 61.115 > 0.109
iter: 1314 | bound: 10 | nc: 39 | ncall: 39269 | eff(%): 3.346 | loglstar: -inf < -73.123 < inf | logz: -89.111 +/- 0.382 | dlogz: 60.947 > 0.109
iter: 1315 | bound: 10 | nc: 39 | ncall: 39308 | eff(%): 3.345 | loglstar: -inf < -72.903 < inf | logz: -88.925 +/- 0.383 | dlogz: 60.750 > 0.109
iter: 1316 | bound: 10 | nc: 39 | ncall: 39347 | eff(%): 3.345 | loglstar: -inf < -72.619 < inf | logz: -88.729 +/- 0.383 | dlogz: 60.555 > 0.109
iter: 1317 | bound: 10 | nc: 39 | ncall: 39386 | eff(%): 3.344 | loglstar: -inf < -72.574 < inf | logz: -88.542 +/- 0.384 | dlogz: 60.348 > 0.109
iter: 1318 | bound: 10 | nc: 39 | ncall: 39425 | eff(%): 3.343 | loglstar: -inf < -72.561 < inf | logz: -88.381 +/- 0.384 | dlogz: 60.151 > 0.109
iter: 1319 | bound: 10 | nc: 39 | ncall: 39464 | eff(%): 3.342 | loglstar: -inf < -72.445 < inf | logz: -88.236 +/- 0.384 | dlogz: 59.981 > 0.109
iter: 1320 | bound: 10 | nc: 39 | ncall: 39503 | eff(%): 3.342 | loglstar: -inf < -72.412 < inf | logz: -88.101 +/- 0.384 | dlogz: 59.825 > 0.109
iter: 1321 | bound: 10 | nc: 39 | ncall: 39542 | eff(%): 3.341 | loglstar: -inf < -72.392 < inf | logz: -87.980 +/- 0.383 | dlogz: 59.680 > 0.109
iter: 1322 | bound: 10 | nc: 39 | ncall: 39581 | eff(%): 3.340 | loglstar: -inf < -72.299 < inf | logz: -87.867 +/- 0.383 | dlogz: 59.550 > 0.109
iter: 1323 | bound: 10 | nc: 39 | ncall: 39620 | eff(%): 3.339 | loglstar: -inf < -71.931 < inf | logz: -87.741 +/- 0.383 | dlogz: 59.427 > 0.109
iter: 1324 | bound: 10 | nc: 39 | ncall: 39659 | eff(%): 3.338 | loglstar: -inf < -71.783 < inf | logz: -87.601 +/- 0.383 | dlogz: 59.291 > 0.109
iter: 1325 | bound: 10 | nc: 39 | ncall: 39698 | eff(%): 3.338 | loglstar: -inf < -71.616 < inf | logz: -87.460 +/- 0.383 | dlogz: 59.141 > 0.109
iter: 1326 | bound: 10 | nc: 39 | ncall: 39737 | eff(%): 3.337 | loglstar: -inf < -71.557 < inf | logz: -87.324 +/- 0.383 | dlogz: 58.990 > 0.109
iter: 1327 | bound: 10 | nc: 39 | ncall: 39776 | eff(%): 3.336 | loglstar: -inf < -71.500 < inf | logz: -87.199 +/- 0.383 | dlogz: 58.844 > 0.109
iter: 1328 | bound: 10 | nc: 39 | ncall: 39815 | eff(%): 3.335 | loglstar: -inf < -71.446 < inf | logz: -87.083 +/- 0.383 | dlogz: 58.709 > 0.109
iter: 1329 | bound: 10 | nc: 39 | ncall: 39854 | eff(%): 3.335 | loglstar: -inf < -71.408 < inf | logz: -86.976 +/- 0.383 | dlogz: 58.583 > 0.109
iter: 1330 | bound: 10 | nc: 39 | ncall: 39893 | eff(%): 3.334 | loglstar: -inf < -71.261 < inf | logz: -86.870 +/- 0.383 | dlogz: 58.466 > 0.109
iter: 1331 | bound: 10 | nc: 39 | ncall: 39932 | eff(%): 3.333 | loglstar: -inf < -71.186 < inf | logz: -86.766 +/- 0.382 | dlogz: 58.351 > 0.109
iter: 1332 | bound: 10 | nc: 39 | ncall: 39971 | eff(%): 3.332 | loglstar: -inf < -71.169 < inf | logz: -86.668 +/- 0.382 | dlogz: 58.236 > 0.109
iter: 1333 | bound: 10 | nc: 39 | ncall: 40010 | eff(%): 3.332 | loglstar: -inf < -71.037 < inf | logz: -86.573 +/- 0.382 | dlogz: 58.128 > 0.109
iter: 1334 | bound: 10 | nc: 39 | ncall: 40049 | eff(%): 3.331 | loglstar: -inf < -71.037 < inf | logz: -86.481 +/- 0.382 | dlogz: 58.023 > 0.109
iter: 1335 | bound: 10 | nc: 39 | ncall: 40088 | eff(%): 3.330 | loglstar: -inf < -71.034 < inf | logz: -86.398 +/- 0.381 | dlogz: 57.922 > 0.109
iter: 1336 | bound: 10 | nc: 39 | ncall: 40127 | eff(%): 3.329 | loglstar: -inf < -70.995 < inf | logz: -86.321 +/- 0.381 | dlogz: 57.829 > 0.109
iter: 1337 | bound: 10 | nc: 39 | ncall: 40166 | eff(%): 3.329 | loglstar: -inf < -70.968 < inf | logz: -86.247 +/- 0.381 | dlogz: 57.741 > 0.109
iter: 1338 | bound: 10 | nc: 39 | ncall: 40205 | eff(%): 3.328 | loglstar: -inf < -70.658 < inf | logz: -86.166 +/- 0.381 | dlogz: 57.658 > 0.109
iter: 1339 | bound: 10 | nc: 39 | ncall: 40244 | eff(%): 3.327 | loglstar: -inf < -70.468 < inf | logz: -86.073 +/- 0.381 | dlogz: 57.567 > 0.109
iter: 1340 | bound: 10 | nc: 39 | ncall: 40283 | eff(%): 3.326 | loglstar: -inf < -70.247 < inf | logz: -85.970 +/- 0.381 | dlogz: 57.463 > 0.109
iter: 1341 | bound: 10 | nc: 39 | ncall: 40322 | eff(%): 3.326 | loglstar: -inf < -70.132 < inf | logz: -85.862 +/- 0.381 | dlogz: 57.350 > 0.109
iter: 1342 | bound: 10 | nc: 39 | ncall: 40361 | eff(%): 3.325 | loglstar: -inf < -70.036 < inf | logz: -85.755 +/- 0.381 | dlogz: 57.232 > 0.109
iter: 1343 | bound: 10 | nc: 39 | ncall: 40400 | eff(%): 3.324 | loglstar: -inf < -69.941 < inf | logz: -85.650 +/- 0.381 | dlogz: 57.115 > 0.109
iter: 1344 | bound: 10 | nc: 39 | ncall: 40439 | eff(%): 3.324 | loglstar: -inf < -69.879 < inf | logz: -85.549 +/- 0.381 | dlogz: 57.001 > 0.109
iter: 1345 | bound: 11 | nc: 39 | ncall: 40478 | eff(%): 3.323 | loglstar: -inf < -69.868 < inf | logz: -85.455 +/- 0.381 | dlogz: 56.890 > 0.109
iter: 1346 | bound: 11 | nc: 39 | ncall: 40517 | eff(%): 3.322 | loglstar: -inf < -69.706 < inf | logz: -85.362 +/- 0.381 | dlogz: 56.786 > 0.109
iter: 1347 | bound: 11 | nc: 39 | ncall: 40556 | eff(%): 3.321 | loglstar: -inf < -69.690 < inf | logz: -85.271 +/- 0.381 | dlogz: 56.683 > 0.109
iter: 1348 | bound: 11 | nc: 39 | ncall: 40595 | eff(%): 3.321 | loglstar: -inf < -69.505 < inf | logz: -85.179 +/- 0.381 | dlogz: 56.582 > 0.109
iter: 1349 | bound: 11 | nc: 39 | ncall: 40634 | eff(%): 3.320 | loglstar: -inf < -69.370 < inf | logz: -85.082 +/- 0.381 | dlogz: 56.480 > 0.109
iter: 1350 | bound: 11 | nc: 39 | ncall: 40673 | eff(%): 3.319 | loglstar: -inf < -69.179 < inf | logz: -84.980 +/- 0.381 | dlogz: 56.373 > 0.109
iter: 1351 | bound: 11 | nc: 39 | ncall: 40712 | eff(%): 3.318 | loglstar: -inf < -69.102 < inf | logz: -84.876 +/- 0.382 | dlogz: 56.261 > 0.109
iter: 1352 | bound: 11 | nc: 39 | ncall: 40751 | eff(%): 3.318 | loglstar: -inf < -68.590 < inf | logz: -84.749 +/- 0.382 | dlogz: 56.147 > 0.109
iter: 1353 | bound: 11 | nc: 39 | ncall: 40790 | eff(%): 3.317 | loglstar: -inf < -68.500 < inf | logz: -84.605 +/- 0.383 | dlogz: 56.010 > 0.109
iter: 1354 | bound: 11 | nc: 39 | ncall: 40829 | eff(%): 3.316 | loglstar: -inf < -68.302 < inf | logz: -84.462 +/- 0.384 | dlogz: 55.856 > 0.109
iter: 1355 | bound: 11 | nc: 39 | ncall: 40868 | eff(%): 3.316 | loglstar: -inf < -68.035 < inf | logz: -84.307 +/- 0.384 | dlogz: 55.703 > 0.109
iter: 1356 | bound: 11 | nc: 39 | ncall: 40907 | eff(%): 3.315 | loglstar: -inf < -67.706 < inf | logz: -84.132 +/- 0.385 | dlogz: 55.539 > 0.109
iter: 1357 | bound: 11 | nc: 39 | ncall: 40946 | eff(%): 3.314 | loglstar: -inf < -67.648 < inf | logz: -83.957 +/- 0.386 | dlogz: 55.353 > 0.109
iter: 1358 | bound: 11 | nc: 39 | ncall: 40985 | eff(%): 3.313 | loglstar: -inf < -67.625 < inf | logz: -83.804 +/- 0.387 | dlogz: 55.168 > 0.109
iter: 1359 | bound: 11 | nc: 39 | ncall: 41024 | eff(%): 3.313 | loglstar: -inf < -67.624 < inf | logz: -83.671 +/- 0.387 | dlogz: 55.006 > 0.109
iter: 1360 | bound: 11 | nc: 39 | ncall: 41063 | eff(%): 3.312 | loglstar: -inf < -67.614 < inf | logz: -83.554 +/- 0.387 | dlogz: 54.863 > 0.109
iter: 1361 | bound: 11 | nc: 39 | ncall: 41102 | eff(%): 3.311 | loglstar: -inf < -67.566 < inf | logz: -83.448 +/- 0.387 | dlogz: 54.736 > 0.109
iter: 1362 | bound: 11 | nc: 39 | ncall: 41141 | eff(%): 3.311 | loglstar: -inf < -67.083 < inf | logz: -83.322 +/- 0.387 | dlogz: 54.619 > 0.109
iter: 1363 | bound: 11 | nc: 39 | ncall: 41180 | eff(%): 3.310 | loglstar: -inf < -66.536 < inf | logz: -83.141 +/- 0.388 | dlogz: 54.484 > 0.109
iter: 1364 | bound: 11 | nc: 39 | ncall: 41219 | eff(%): 3.309 | loglstar: -inf < -66.123 < inf | logz: -82.910 +/- 0.389 | dlogz: 54.293 > 0.109
iter: 1365 | bound: 11 | nc: 39 | ncall: 41258 | eff(%): 3.308 | loglstar: -inf < -66.057 < inf | logz: -82.684 +/- 0.390 | dlogz: 54.052 > 0.109
iter: 1366 | bound: 11 | nc: 39 | ncall: 41297 | eff(%): 3.308 | loglstar: -inf < -65.856 < inf | logz: -82.476 +/- 0.391 | dlogz: 53.816 > 0.109
iter: 1367 | bound: 11 | nc: 39 | ncall: 41336 | eff(%): 3.307 | loglstar: -inf < -65.731 < inf | logz: -82.280 +/- 0.391 | dlogz: 53.598 > 0.109
iter: 1368 | bound: 11 | nc: 39 | ncall: 41375 | eff(%): 3.306 | loglstar: -inf < -65.543 < inf | logz: -82.091 +/- 0.392 | dlogz: 53.392 > 0.109
iter: 1369 | bound: 11 | nc: 39 | ncall: 41414 | eff(%): 3.306 | loglstar: -inf < -65.311 < inf | logz: -81.900 +/- 0.392 | dlogz: 53.193 > 0.109
iter: 1370 | bound: 11 | nc: 39 | ncall: 41453 | eff(%): 3.305 | loglstar: -inf < -65.163 < inf | logz: -81.712 +/- 0.392 | dlogz: 52.993 > 0.109
iter: 1371 | bound: 11 | nc: 39 | ncall: 41492 | eff(%): 3.304 | loglstar: -inf < -65.132 < inf | logz: -81.542 +/- 0.392 | dlogz: 52.794 > 0.109
iter: 1372 | bound: 11 | nc: 39 | ncall: 41531 | eff(%): 3.304 | loglstar: -inf < -64.803 < inf | logz: -81.370 +/- 0.392 | dlogz: 52.614 > 0.109
iter: 1373 | bound: 11 | nc: 39 | ncall: 41570 | eff(%): 3.303 | loglstar: -inf < -64.646 < inf | logz: -81.189 +/- 0.392 | dlogz: 52.432 > 0.109
iter: 1374 | bound: 11 | nc: 39 | ncall: 41609 | eff(%): 3.302 | loglstar: -inf < -64.561 < inf | logz: -81.021 +/- 0.392 | dlogz: 52.242 > 0.109
iter: 1375 | bound: 11 | nc: 39 | ncall: 41648 | eff(%): 3.301 | loglstar: -inf < -64.380 < inf | logz: -80.858 +/- 0.392 | dlogz: 52.063 > 0.109
iter: 1376 | bound: 11 | nc: 39 | ncall: 41687 | eff(%): 3.301 | loglstar: -inf < -64.322 < inf | logz: -80.704 +/- 0.392 | dlogz: 51.891 > 0.109
iter: 1377 | bound: 11 | nc: 39 | ncall: 41726 | eff(%): 3.300 | loglstar: -inf < -64.295 < inf | logz: -80.567 +/- 0.392 | dlogz: 51.727 > 0.109
iter: 1378 | bound: 11 | nc: 39 | ncall: 41765 | eff(%): 3.299 | loglstar: -inf < -64.281 < inf | logz: -80.444 +/- 0.392 | dlogz: 51.579 > 0.109
iter: 1379 | bound: 11 | nc: 39 | ncall: 41804 | eff(%): 3.299 | loglstar: -inf < -64.210 < inf | logz: -80.332 +/- 0.391 | dlogz: 51.447 > 0.109
iter: 1380 | bound: 11 | nc: 39 | ncall: 41843 | eff(%): 3.298 | loglstar: -inf < -64.181 < inf | logz: -80.227 +/- 0.391 | dlogz: 51.325 > 0.109
iter: 1381 | bound: 11 | nc: 39 | ncall: 41882 | eff(%): 3.297 | loglstar: -inf < -64.109 < inf | logz: -80.129 +/- 0.390 | dlogz: 51.210 > 0.109
iter: 1382 | bound: 11 | nc: 39 | ncall: 41921 | eff(%): 3.297 | loglstar: -inf < -64.089 < inf | logz: -80.036 +/- 0.390 | dlogz: 51.101 > 0.109
iter: 1383 | bound: 11 | nc: 39 | ncall: 41960 | eff(%): 3.296 | loglstar: -inf < -63.722 < inf | logz: -79.933 +/- 0.390 | dlogz: 50.999 > 0.109
iter: 1384 | bound: 11 | nc: 39 | ncall: 41999 | eff(%): 3.295 | loglstar: -inf < -63.660 < inf | logz: -79.821 +/- 0.390 | dlogz: 50.886 > 0.109
iter: 1385 | bound: 11 | nc: 39 | ncall: 42038 | eff(%): 3.295 | loglstar: -inf < -63.649 < inf | logz: -79.719 +/- 0.389 | dlogz: 50.764 > 0.109
iter: 1386 | bound: 11 | nc: 39 | ncall: 42077 | eff(%): 3.294 | loglstar: -inf < -63.569 < inf | logz: -79.622 +/- 0.389 | dlogz: 50.651 > 0.109
iter: 1387 | bound: 11 | nc: 39 | ncall: 42116 | eff(%): 3.293 | loglstar: -inf < -63.487 < inf | logz: -79.528 +/- 0.389 | dlogz: 50.545 > 0.109
iter: 1388 | bound: 11 | nc: 39 | ncall: 42155 | eff(%): 3.293 | loglstar: -inf < -63.469 < inf | logz: -79.438 +/- 0.389 | dlogz: 50.441 > 0.109
iter: 1389 | bound: 11 | nc: 39 | ncall: 42194 | eff(%): 3.292 | loglstar: -inf < -63.333 < inf | logz: -79.351 +/- 0.388 | dlogz: 50.341 > 0.109
iter: 1390 | bound: 11 | nc: 39 | ncall: 42233 | eff(%): 3.291 | loglstar: -inf < -63.185 < inf | logz: -79.259 +/- 0.388 | dlogz: 50.244 > 0.109
iter: 1391 | bound: 11 | nc: 39 | ncall: 42272 | eff(%): 3.291 | loglstar: -inf < -62.990 < inf | logz: -79.161 +/- 0.388 | dlogz: 50.142 > 0.109
iter: 1392 | bound: 11 | nc: 39 | ncall: 42311 | eff(%): 3.290 | loglstar: -inf < -62.913 < inf | logz: -79.061 +/- 0.388 | dlogz: 50.034 > 0.109
iter: 1393 | bound: 11 | nc: 39 | ncall: 42350 | eff(%): 3.289 | loglstar: -inf < -62.759 < inf | logz: -78.960 +/- 0.388 | dlogz: 49.924 > 0.109
iter: 1394 | bound: 11 | nc: 39 | ncall: 42389 | eff(%): 3.289 | loglstar: -inf < -62.616 < inf | logz: -78.855 +/- 0.388 | dlogz: 49.813 > 0.109
iter: 1395 | bound: 11 | nc: 39 | ncall: 42428 | eff(%): 3.288 | loglstar: -inf < -62.607 < inf | logz: -78.754 +/- 0.388 | dlogz: 49.698 > 0.109
iter: 1396 | bound: 11 | nc: 39 | ncall: 42467 | eff(%): 3.287 | loglstar: -inf < -62.509 < inf | logz: -78.659 +/- 0.388 | dlogz: 49.588 > 0.109
iter: 1397 | bound: 11 | nc: 39 | ncall: 42506 | eff(%): 3.287 | loglstar: -inf < -61.948 < inf | logz: -78.537 +/- 0.389 | dlogz: 49.482 > 0.109
iter: 1398 | bound: 11 | nc: 39 | ncall: 42545 | eff(%): 3.286 | loglstar: -inf < -61.882 < inf | logz: -78.397 +/- 0.389 | dlogz: 49.350 > 0.109
iter: 1399 | bound: 11 | nc: 39 | ncall: 42584 | eff(%): 3.285 | loglstar: -inf < -61.705 < inf | logz: -78.260 +/- 0.390 | dlogz: 49.200 > 0.109
iter: 1400 | bound: 11 | nc: 39 | ncall: 42623 | eff(%): 3.285 | loglstar: -inf < -61.689 < inf | logz: -78.130 +/- 0.390 | dlogz: 49.054 > 0.109
iter: 1401 | bound: 11 | nc: 39 | ncall: 42662 | eff(%): 3.284 | loglstar: -inf < -61.565 < inf | logz: -78.008 +/- 0.390 | dlogz: 48.914 > 0.109
iter: 1402 | bound: 11 | nc: 39 | ncall: 42701 | eff(%): 3.283 | loglstar: -inf < -61.537 < inf | logz: -77.893 +/- 0.390 | dlogz: 48.782 > 0.109
iter: 1403 | bound: 11 | nc: 39 | ncall: 42740 | eff(%): 3.283 | loglstar: -inf < -61.534 < inf | logz: -77.789 +/- 0.390 | dlogz: 48.657 > 0.109
iter: 1404 | bound: 11 | nc: 39 | ncall: 42779 | eff(%): 3.282 | loglstar: -inf < -60.856 < inf | logz: -77.653 +/- 0.391 | dlogz: 48.543 > 0.109
iter: 1405 | bound: 11 | nc: 39 | ncall: 42818 | eff(%): 3.281 | loglstar: -inf < -60.728 < inf | logz: -77.489 +/- 0.392 | dlogz: 48.397 > 0.109
iter: 1406 | bound: 11 | nc: 39 | ncall: 42857 | eff(%): 3.281 | loglstar: -inf < -60.725 < inf | logz: -77.341 +/- 0.392 | dlogz: 48.223 > 0.109
iter: 1407 | bound: 11 | nc: 39 | ncall: 42896 | eff(%): 3.280 | loglstar: -inf < -60.443 < inf | logz: -77.194 +/- 0.392 | dlogz: 48.065 > 0.109
iter: 1408 | bound: 11 | nc: 39 | ncall: 42935 | eff(%): 3.279 | loglstar: -inf < -60.397 < inf | logz: -77.047 +/- 0.393 | dlogz: 47.908 > 0.109
iter: 1409 | bound: 11 | nc: 39 | ncall: 42974 | eff(%): 3.279 | loglstar: -inf < -60.215 < inf | logz: -76.905 +/- 0.393 | dlogz: 47.751 > 0.109
iter: 1410 | bound: 11 | nc: 39 | ncall: 43013 | eff(%): 3.278 | loglstar: -inf < -59.963 < inf | logz: -76.754 +/- 0.393 | dlogz: 47.600 > 0.109
iter: 1411 | bound: 11 | nc: 39 | ncall: 43052 | eff(%): 3.277 | loglstar: -inf < -59.959 < inf | logz: -76.609 +/- 0.394 | dlogz: 47.439 > 0.109
iter: 1412 | bound: 11 | nc: 39 | ncall: 43091 | eff(%): 3.277 | loglstar: -inf < -59.642 < inf | logz: -76.461 +/- 0.394 | dlogz: 47.283 > 0.109
iter: 1413 | bound: 11 | nc: 39 | ncall: 43130 | eff(%): 3.276 | loglstar: -inf < -59.603 < inf | logz: -76.312 +/- 0.394 | dlogz: 47.125 > 0.109
iter: 1414 | bound: 11 | nc: 39 | ncall: 43169 | eff(%): 3.275 | loglstar: -inf < -59.383 < inf | logz: -76.167 +/- 0.394 | dlogz: 46.967 > 0.109
iter: 1415 | bound: 11 | nc: 39 | ncall: 43208 | eff(%): 3.275 | loglstar: -inf < -59.233 < inf | logz: -76.017 +/- 0.395 | dlogz: 46.811 > 0.109
iter: 1416 | bound: 11 | nc: 39 | ncall: 43247 | eff(%): 3.274 | loglstar: -inf < -59.230 < inf | logz: -75.880 +/- 0.395 | dlogz: 46.652 > 0.109
iter: 1417 | bound: 11 | nc: 39 | ncall: 43286 | eff(%): 3.274 | loglstar: -inf < -59.150 < inf | logz: -75.755 +/- 0.395 | dlogz: 46.504 > 0.109
iter: 1418 | bound: 11 | nc: 39 | ncall: 43325 | eff(%): 3.273 | loglstar: -inf < -59.067 < inf | logz: -75.636 +/- 0.394 | dlogz: 46.369 > 0.109
iter: 1419 | bound: 11 | nc: 39 | ncall: 43364 | eff(%): 3.272 | loglstar: -inf < -58.951 < inf | logz: -75.520 +/- 0.394 | dlogz: 46.240 > 0.109
iter: 1420 | bound: 11 | nc: 39 | ncall: 43403 | eff(%): 3.272 | loglstar: -inf < -58.918 < inf | logz: -75.410 +/- 0.394 | dlogz: 46.115 > 0.109
iter: 1421 | bound: 11 | nc: 39 | ncall: 43442 | eff(%): 3.271 | loglstar: -inf < -58.878 < inf | logz: -75.309 +/- 0.394 | dlogz: 45.995 > 0.109
iter: 1422 | bound: 11 | nc: 39 | ncall: 43481 | eff(%): 3.270 | loglstar: -inf < -58.717 < inf | logz: -75.208 +/- 0.394 | dlogz: 45.883 > 0.109
iter: 1423 | bound: 11 | nc: 39 | ncall: 43520 | eff(%): 3.270 | loglstar: -inf < -58.667 < inf | logz: -75.108 +/- 0.394 | dlogz: 45.772 > 0.109
iter: 1424 | bound: 11 | nc: 39 | ncall: 43559 | eff(%): 3.269 | loglstar: -inf < -58.664 < inf | logz: -75.015 +/- 0.393 | dlogz: 45.662 > 0.109
iter: 1425 | bound: 11 | nc: 39 | ncall: 43598 | eff(%): 3.268 | loglstar: -inf < -58.641 < inf | logz: -74.931 +/- 0.393 | dlogz: 45.560 > 0.109
iter: 1426 | bound: 11 | nc: 39 | ncall: 43637 | eff(%): 3.268 | loglstar: -inf < -58.635 < inf | logz: -74.852 +/- 0.393 | dlogz: 45.465 > 0.109
iter: 1427 | bound: 11 | nc: 39 | ncall: 43676 | eff(%): 3.267 | loglstar: -inf < -58.535 < inf | logz: -74.776 +/- 0.393 | dlogz: 45.377 > 0.109
iter: 1428 | bound: 11 | nc: 39 | ncall: 43715 | eff(%): 3.267 | loglstar: -inf < -58.491 < inf | logz: -74.701 +/- 0.392 | dlogz: 45.291 > 0.109
iter: 1429 | bound: 11 | nc: 39 | ncall: 43754 | eff(%): 3.266 | loglstar: -inf < -58.312 < inf | logz: -74.624 +/- 0.392 | dlogz: 45.206 > 0.109
iter: 1430 | bound: 11 | nc: 39 | ncall: 43793 | eff(%): 3.265 | loglstar: -inf < -58.226 < inf | logz: -74.544 +/- 0.392 | dlogz: 45.119 > 0.109
iter: 1431 | bound: 11 | nc: 39 | ncall: 43832 | eff(%): 3.265 | loglstar: -inf < -58.216 < inf | logz: -74.467 +/- 0.392 | dlogz: 45.029 > 0.109
iter: 1432 | bound: 11 | nc: 39 | ncall: 43871 | eff(%): 3.264 | loglstar: -inf < -58.129 < inf | logz: -74.392 +/- 0.392 | dlogz: 44.942 > 0.109
iter: 1433 | bound: 11 | nc: 39 | ncall: 43910 | eff(%): 3.263 | loglstar: -inf < -57.993 < inf | logz: -74.316 +/- 0.391 | dlogz: 44.857 > 0.109
iter: 1434 | bound: 11 | nc: 39 | ncall: 43949 | eff(%): 3.263 | loglstar: -inf < -57.969 < inf | logz: -74.240 +/- 0.391 | dlogz: 44.771 > 0.109
iter: 1435 | bound: 11 | nc: 39 | ncall: 43988 | eff(%): 3.262 | loglstar: -inf < -57.738 < inf | logz: -74.161 +/- 0.391 | dlogz: 44.685 > 0.109
iter: 1436 | bound: 11 | nc: 39 | ncall: 44027 | eff(%): 3.262 | loglstar: -inf < -57.618 < inf | logz: -74.075 +/- 0.391 | dlogz: 44.596 > 0.109
iter: 1437 | bound: 11 | nc: 39 | ncall: 44066 | eff(%): 3.261 | loglstar: -inf < -57.433 < inf | logz: -73.984 +/- 0.391 | dlogz: 44.500 > 0.109
iter: 1438 | bound: 11 | nc: 39 | ncall: 44105 | eff(%): 3.260 | loglstar: -inf < -57.400 < inf | logz: -73.893 +/- 0.392 | dlogz: 44.399 > 0.109
iter: 1439 | bound: 11 | nc: 39 | ncall: 44144 | eff(%): 3.260 | loglstar: -inf < -57.148 < inf | logz: -73.797 +/- 0.392 | dlogz: 44.298 > 0.109
iter: 1440 | bound: 11 | nc: 39 | ncall: 44183 | eff(%): 3.259 | loglstar: -inf < -57.108 < inf | logz: -73.699 +/- 0.392 | dlogz: 44.193 > 0.109
iter: 1441 | bound: 11 | nc: 39 | ncall: 44222 | eff(%): 3.259 | loglstar: -inf < -56.984 < inf | logz: -73.603 +/- 0.392 | dlogz: 44.084 > 0.109
iter: 1442 | bound: 11 | nc: 39 | ncall: 44261 | eff(%): 3.258 | loglstar: -inf < -56.658 < inf | logz: -73.494 +/- 0.392 | dlogz: 43.978 > 0.109
iter: 1443 | bound: 11 | nc: 39 | ncall: 44300 | eff(%): 3.257 | loglstar: -inf < -56.644 < inf | logz: -73.381 +/- 0.393 | dlogz: 43.859 > 0.109
iter: 1444 | bound: 11 | nc: 39 | ncall: 44339 | eff(%): 3.257 | loglstar: -inf < -56.491 < inf | logz: -73.272 +/- 0.393 | dlogz: 43.736 > 0.109
iter: 1445 | bound: 12 | nc: 39 | ncall: 44378 | eff(%): 3.256 | loglstar: -inf < -56.274 < inf | logz: -73.155 +/- 0.394 | dlogz: 43.617 > 0.109
iter: 1446 | bound: 12 | nc: 39 | ncall: 44417 | eff(%): 3.256 | loglstar: -inf < -56.242 < inf | logz: -73.039 +/- 0.394 | dlogz: 43.491 > 0.109
iter: 1447 | bound: 12 | nc: 39 | ncall: 44456 | eff(%): 3.255 | loglstar: -inf < -55.906 < inf | logz: -72.916 +/- 0.394 | dlogz: 43.365 > 0.109
iter: 1448 | bound: 12 | nc: 39 | ncall: 44495 | eff(%): 3.254 | loglstar: -inf < -55.750 < inf | logz: -72.780 +/- 0.395 | dlogz: 43.232 > 0.109
iter: 1449 | bound: 12 | nc: 39 | ncall: 44534 | eff(%): 3.254 | loglstar: -inf < -55.618 < inf | logz: -72.644 +/- 0.395 | dlogz: 43.086 > 0.109
iter: 1450 | bound: 12 | nc: 39 | ncall: 44573 | eff(%): 3.253 | loglstar: -inf < -55.597 < inf | logz: -72.517 +/- 0.396 | dlogz: 42.940 > 0.109
iter: 1451 | bound: 12 | nc: 39 | ncall: 44612 | eff(%): 3.252 | loglstar: -inf < -55.564 < inf | logz: -72.402 +/- 0.396 | dlogz: 42.803 > 0.109
iter: 1452 | bound: 12 | nc: 39 | ncall: 44651 | eff(%): 3.252 | loglstar: -inf < -55.534 < inf | logz: -72.298 +/- 0.396 | dlogz: 42.679 > 0.109
iter: 1453 | bound: 12 | nc: 39 | ncall: 44690 | eff(%): 3.251 | loglstar: -inf < -55.322 < inf | logz: -72.192 +/- 0.396 | dlogz: 42.564 > 0.109
iter: 1454 | bound: 12 | nc: 39 | ncall: 44729 | eff(%): 3.251 | loglstar: -inf < -55.295 < inf | logz: -72.086 +/- 0.396 | dlogz: 42.448 > 0.109
iter: 1455 | bound: 12 | nc: 39 | ncall: 44768 | eff(%): 3.250 | loglstar: -inf < -55.240 < inf | logz: -71.987 +/- 0.396 | dlogz: 42.332 > 0.109
iter: 1456 | bound: 12 | nc: 39 | ncall: 44807 | eff(%): 3.249 | loglstar: -inf < -55.131 < inf | logz: -71.891 +/- 0.396 | dlogz: 42.223 > 0.109
iter: 1457 | bound: 12 | nc: 39 | ncall: 44846 | eff(%): 3.249 | loglstar: -inf < -55.131 < inf | logz: -71.799 +/- 0.396 | dlogz: 42.117 > 0.109
iter: 1458 | bound: 12 | nc: 39 | ncall: 44885 | eff(%): 3.248 | loglstar: -inf < -54.869 < inf | logz: -71.705 +/- 0.396 | dlogz: 42.016 > 0.109
iter: 1459 | bound: 12 | nc: 39 | ncall: 44924 | eff(%): 3.248 | loglstar: -inf < -54.602 < inf | logz: -71.594 +/- 0.396 | dlogz: 41.911 > 0.109
iter: 1460 | bound: 12 | nc: 39 | ncall: 44963 | eff(%): 3.247 | loglstar: -inf < -54.446 < inf | logz: -71.475 +/- 0.396 | dlogz: 41.791 > 0.109
iter: 1461 | bound: 12 | nc: 39 | ncall: 45002 | eff(%): 3.247 | loglstar: -inf < -54.267 < inf | logz: -71.350 +/- 0.397 | dlogz: 41.661 > 0.109
iter: 1462 | bound: 12 | nc: 39 | ncall: 45041 | eff(%): 3.246 | loglstar: -inf < -54.212 < inf | logz: -71.229 +/- 0.397 | dlogz: 41.527 > 0.109
iter: 1463 | bound: 12 | nc: 39 | ncall: 45080 | eff(%): 3.245 | loglstar: -inf < -54.165 < inf | logz: -71.116 +/- 0.397 | dlogz: 41.395 > 0.109
iter: 1464 | bound: 12 | nc: 39 | ncall: 45119 | eff(%): 3.245 | loglstar: -inf < -53.969 < inf | logz: -71.003 +/- 0.397 | dlogz: 41.273 > 0.109
iter: 1465 | bound: 12 | nc: 39 | ncall: 45158 | eff(%): 3.244 | loglstar: -inf < -53.955 < inf | logz: -70.892 +/- 0.398 | dlogz: 41.149 > 0.109
iter: 1466 | bound: 12 | nc: 39 | ncall: 45197 | eff(%): 3.244 | loglstar: -inf < -53.835 < inf | logz: -70.786 +/- 0.398 | dlogz: 41.029 > 0.109
iter: 1467 | bound: 12 | nc: 39 | ncall: 45236 | eff(%): 3.243 | loglstar: -inf < -53.818 < inf | logz: -70.686 +/- 0.398 | dlogz: 40.913 > 0.109
iter: 1468 | bound: 12 | nc: 39 | ncall: 45275 | eff(%): 3.242 | loglstar: -inf < -53.648 < inf | logz: -70.586 +/- 0.398 | dlogz: 40.803 > 0.109
iter: 1469 | bound: 12 | nc: 39 | ncall: 45314 | eff(%): 3.242 | loglstar: -inf < -53.583 < inf | logz: -70.487 +/- 0.398 | dlogz: 40.693 > 0.109
iter: 1470 | bound: 12 | nc: 39 | ncall: 45353 | eff(%): 3.241 | loglstar: -inf < -53.561 < inf | logz: -70.393 +/- 0.398 | dlogz: 40.584 > 0.109
iter: 1471 | bound: 12 | nc: 39 | ncall: 45392 | eff(%): 3.241 | loglstar: -inf < -53.463 < inf | logz: -70.303 +/- 0.397 | dlogz: 40.480 > 0.109
iter: 1472 | bound: 12 | nc: 39 | ncall: 45431 | eff(%): 3.240 | loglstar: -inf < -53.454 < inf | logz: -70.217 +/- 0.397 | dlogz: 40.380 > 0.109
iter: 1473 | bound: 12 | nc: 39 | ncall: 45470 | eff(%): 3.239 | loglstar: -inf < -53.380 < inf | logz: -70.135 +/- 0.397 | dlogz: 40.284 > 0.109
iter: 1474 | bound: 12 | nc: 39 | ncall: 45509 | eff(%): 3.239 | loglstar: -inf < -53.358 < inf | logz: -70.057 +/- 0.397 | dlogz: 40.193 > 0.109
iter: 1475 | bound: 12 | nc: 39 | ncall: 45548 | eff(%): 3.238 | loglstar: -inf < -53.251 < inf | logz: -69.980 +/- 0.397 | dlogz: 40.104 > 0.109
iter: 1476 | bound: 12 | nc: 39 | ncall: 45587 | eff(%): 3.238 | loglstar: -inf < -53.143 < inf | logz: -69.902 +/- 0.397 | dlogz: 40.018 > 0.109
iter: 1477 | bound: 12 | nc: 39 | ncall: 45626 | eff(%): 3.237 | loglstar: -inf < -53.063 < inf | logz: -69.824 +/- 0.397 | dlogz: 39.930 > 0.109
iter: 1478 | bound: 12 | nc: 39 | ncall: 45665 | eff(%): 3.237 | loglstar: -inf < -52.959 < inf | logz: -69.745 +/- 0.397 | dlogz: 39.841 > 0.109
iter: 1479 | bound: 12 | nc: 39 | ncall: 45704 | eff(%): 3.236 | loglstar: -inf < -52.946 < inf | logz: -69.668 +/- 0.397 | dlogz: 39.752 > 0.109
iter: 1480 | bound: 12 | nc: 39 | ncall: 45743 | eff(%): 3.235 | loglstar: -inf < -52.693 < inf | logz: -69.588 +/- 0.397 | dlogz: 39.666 > 0.109
iter: 1481 | bound: 12 | nc: 39 | ncall: 45782 | eff(%): 3.235 | loglstar: -inf < -52.667 < inf | logz: -69.504 +/- 0.397 | dlogz: 39.575 > 0.109
iter: 1482 | bound: 12 | nc: 39 | ncall: 45821 | eff(%): 3.234 | loglstar: -inf < -52.577 < inf | logz: -69.423 +/- 0.397 | dlogz: 39.482 > 0.109
iter: 1483 | bound: 12 | nc: 39 | ncall: 45860 | eff(%): 3.234 | loglstar: -inf < -52.564 < inf | logz: -69.345 +/- 0.397 | dlogz: 39.391 > 0.109
iter: 1484 | bound: 12 | nc: 39 | ncall: 45899 | eff(%): 3.233 | loglstar: -inf < -52.486 < inf | logz: -69.270 +/- 0.397 | dlogz: 39.303 > 0.109
iter: 1485 | bound: 12 | nc: 39 | ncall: 45938 | eff(%): 3.233 | loglstar: -inf < -52.390 < inf | logz: -69.195 +/- 0.397 | dlogz: 39.218 > 0.109
iter: 1486 | bound: 12 | nc: 39 | ncall: 45977 | eff(%): 3.232 | loglstar: -inf < -52.347 < inf | logz: -69.121 +/- 0.397 | dlogz: 39.133 > 0.109
iter: 1487 | bound: 12 | nc: 39 | ncall: 46016 | eff(%): 3.231 | loglstar: -inf < -52.260 < inf | logz: -69.048 +/- 0.396 | dlogz: 39.049 > 0.109
iter: 1488 | bound: 12 | nc: 39 | ncall: 46055 | eff(%): 3.231 | loglstar: -inf < -52.046 < inf | logz: -68.970 +/- 0.397 | dlogz: 38.966 > 0.109
iter: 1489 | bound: 12 | nc: 39 | ncall: 46094 | eff(%): 3.230 | loglstar: -inf < -51.812 < inf | logz: -68.882 +/- 0.397 | dlogz: 38.878 > 0.109
iter: 1490 | bound: 12 | nc: 39 | ncall: 46133 | eff(%): 3.230 | loglstar: -inf < -51.726 < inf | logz: -68.788 +/- 0.397 | dlogz: 38.780 > 0.109
iter: 1491 | bound: 12 | nc: 39 | ncall: 46172 | eff(%): 3.229 | loglstar: -inf < -51.676 < inf | logz: -68.697 +/- 0.397 | dlogz: 38.676 > 0.109
iter: 1492 | bound: 12 | nc: 39 | ncall: 46211 | eff(%): 3.229 | loglstar: -inf < -51.665 < inf | logz: -68.613 +/- 0.397 | dlogz: 38.575 > 0.109
iter: 1493 | bound: 12 | nc: 39 | ncall: 46250 | eff(%): 3.228 | loglstar: -inf < -51.465 < inf | logz: -68.527 +/- 0.397 | dlogz: 38.481 > 0.109
iter: 1494 | bound: 12 | nc: 39 | ncall: 46289 | eff(%): 3.228 | loglstar: -inf < -51.441 < inf | logz: -68.440 +/- 0.398 | dlogz: 38.385 > 0.109
iter: 1495 | bound: 12 | nc: 39 | ncall: 46328 | eff(%): 3.227 | loglstar: -inf < -51.122 < inf | logz: -68.346 +/- 0.398 | dlogz: 38.288 > 0.109
iter: 1496 | bound: 12 | nc: 39 | ncall: 46367 | eff(%): 3.226 | loglstar: -inf < -51.093 < inf | logz: -68.246 +/- 0.398 | dlogz: 38.184 > 0.109
iter: 1497 | bound: 12 | nc: 39 | ncall: 46406 | eff(%): 3.226 | loglstar: -inf < -51.065 < inf | logz: -68.154 +/- 0.398 | dlogz: 38.074 > 0.109
iter: 1498 | bound: 12 | nc: 39 | ncall: 46445 | eff(%): 3.225 | loglstar: -inf < -51.026 < inf | logz: -68.067 +/- 0.398 | dlogz: 37.972 > 0.109
iter: 1499 | bound: 12 | nc: 39 | ncall: 46484 | eff(%): 3.225 | loglstar: -inf < -50.765 < inf | logz: -67.975 +/- 0.399 | dlogz: 37.876 > 0.109
iter: 1500 | bound: 12 | nc: 39 | ncall: 46523 | eff(%): 3.224 | loglstar: -inf < -50.500 < inf | logz: -67.869 +/- 0.399 | dlogz: 37.774 > 0.109
iter: 1501 | bound: 12 | nc: 39 | ncall: 46562 | eff(%): 3.224 | loglstar: -inf < -50.410 < inf | logz: -67.756 +/- 0.399 | dlogz: 37.657 > 0.109
iter: 1502 | bound: 12 | nc: 39 | ncall: 46601 | eff(%): 3.223 | loglstar: -inf < -50.381 < inf | logz: -67.650 +/- 0.400 | dlogz: 37.535 > 0.109
iter: 1503 | bound: 12 | nc: 39 | ncall: 46640 | eff(%): 3.223 | loglstar: -inf < -50.248 < inf | logz: -67.548 +/- 0.400 | dlogz: 37.419 > 0.109
iter: 1504 | bound: 12 | nc: 39 | ncall: 46679 | eff(%): 3.222 | loglstar: -inf < -50.132 < inf | logz: -67.444 +/- 0.400 | dlogz: 37.306 > 0.109
iter: 1505 | bound: 12 | nc: 39 | ncall: 46718 | eff(%): 3.221 | loglstar: -inf < -50.011 < inf | logz: -67.340 +/- 0.400 | dlogz: 37.193 > 0.109
iter: 1506 | bound: 12 | nc: 39 | ncall: 46757 | eff(%): 3.221 | loglstar: -inf < -49.989 < inf | logz: -67.240 +/- 0.401 | dlogz: 37.079 > 0.109
iter: 1507 | bound: 12 | nc: 39 | ncall: 46796 | eff(%): 3.220 | loglstar: -inf < -49.908 < inf | logz: -67.145 +/- 0.401 | dlogz: 36.969 > 0.109
iter: 1508 | bound: 12 | nc: 39 | ncall: 46835 | eff(%): 3.220 | loglstar: -inf < -49.744 < inf | logz: -67.049 +/- 0.401 | dlogz: 36.864 > 0.109
iter: 1509 | bound: 12 | nc: 39 | ncall: 46874 | eff(%): 3.219 | loglstar: -inf < -49.645 < inf | logz: -66.950 +/- 0.401 | dlogz: 36.758 > 0.109
iter: 1510 | bound: 12 | nc: 39 | ncall: 46913 | eff(%): 3.219 | loglstar: -inf < -49.513 < inf | logz: -66.851 +/- 0.401 | dlogz: 36.650 > 0.109
iter: 1511 | bound: 12 | nc: 39 | ncall: 46952 | eff(%): 3.218 | loglstar: -inf < -49.499 < inf | logz: -66.755 +/- 0.401 | dlogz: 36.540 > 0.109
iter: 1512 | bound: 12 | nc: 39 | ncall: 46991 | eff(%): 3.218 | loglstar: -inf < -49.388 < inf | logz: -66.663 +/- 0.401 | dlogz: 36.435 > 0.109
iter: 1513 | bound: 12 | nc: 39 | ncall: 47030 | eff(%): 3.217 | loglstar: -inf < -49.376 < inf | logz: -66.575 +/- 0.401 | dlogz: 36.333 > 0.109
iter: 1514 | bound: 12 | nc: 39 | ncall: 47069 | eff(%): 3.217 | loglstar: -inf < -49.126 < inf | logz: -66.483 +/- 0.401 | dlogz: 36.234 > 0.109
iter: 1515 | bound: 12 | nc: 39 | ncall: 47108 | eff(%): 3.216 | loglstar: -inf < -49.092 < inf | logz: -66.388 +/- 0.402 | dlogz: 36.132 > 0.109
iter: 1516 | bound: 12 | nc: 39 | ncall: 47147 | eff(%): 3.215 | loglstar: -inf < -48.832 < inf | logz: -66.289 +/- 0.402 | dlogz: 36.028 > 0.109
iter: 1517 | bound: 12 | nc: 39 | ncall: 47186 | eff(%): 3.215 | loglstar: -inf < -48.666 < inf | logz: -66.180 +/- 0.402 | dlogz: 35.918 > 0.109
iter: 1518 | bound: 12 | nc: 39 | ncall: 47225 | eff(%): 3.214 | loglstar: -inf < -48.617 < inf | logz: -66.072 +/- 0.402 | dlogz: 35.799 > 0.109
iter: 1519 | bound: 12 | nc: 39 | ncall: 47264 | eff(%): 3.214 | loglstar: -inf < -48.488 < inf | logz: -65.967 +/- 0.403 | dlogz: 35.682 > 0.109
iter: 1520 | bound: 12 | nc: 39 | ncall: 47303 | eff(%): 3.213 | loglstar: -inf < -48.479 < inf | logz: -65.867 +/- 0.403 | dlogz: 35.567 > 0.109
iter: 1521 | bound: 12 | nc: 39 | ncall: 47342 | eff(%): 3.213 | loglstar: -inf < -48.454 < inf | logz: -65.775 +/- 0.403 | dlogz: 35.456 > 0.109
iter: 1522 | bound: 12 | nc: 39 | ncall: 47381 | eff(%): 3.212 | loglstar: -inf < -48.386 < inf | logz: -65.688 +/- 0.403 | dlogz: 35.355 > 0.109
iter: 1523 | bound: 12 | nc: 39 | ncall: 47420 | eff(%): 3.212 | loglstar: -inf < -48.363 < inf | logz: -65.605 +/- 0.403 | dlogz: 35.258 > 0.109
iter: 1524 | bound: 12 | nc: 39 | ncall: 47459 | eff(%): 3.211 | loglstar: -inf < -48.279 < inf | logz: -65.525 +/- 0.403 | dlogz: 35.165 > 0.109
iter: 1525 | bound: 12 | nc: 39 | ncall: 47498 | eff(%): 3.211 | loglstar: -inf < -48.277 < inf | logz: -65.449 +/- 0.403 | dlogz: 35.075 > 0.109
iter: 1526 | bound: 12 | nc: 39 | ncall: 47537 | eff(%): 3.210 | loglstar: -inf < -48.176 < inf | logz: -65.375 +/- 0.402 | dlogz: 34.989 > 0.109
iter: 1527 | bound: 12 | nc: 39 | ncall: 47576 | eff(%): 3.210 | loglstar: -inf < -48.167 < inf | logz: -65.303 +/- 0.402 | dlogz: 34.905 > 0.109
iter: 1528 | bound: 12 | nc: 39 | ncall: 47615 | eff(%): 3.209 | loglstar: -inf < -48.151 < inf | logz: -65.236 +/- 0.402 | dlogz: 34.823 > 0.109
iter: 1529 | bound: 12 | nc: 39 | ncall: 47654 | eff(%): 3.209 | loglstar: -inf < -48.132 < inf | logz: -65.173 +/- 0.402 | dlogz: 34.746 > 0.109
iter: 1530 | bound: 12 | nc: 39 | ncall: 47693 | eff(%): 3.208 | loglstar: -inf < -47.922 < inf | logz: -65.107 +/- 0.402 | dlogz: 34.673 > 0.109
iter: 1531 | bound: 12 | nc: 39 | ncall: 47732 | eff(%): 3.207 | loglstar: -inf < -47.854 < inf | logz: -65.037 +/- 0.402 | dlogz: 34.597 > 0.109
iter: 1532 | bound: 12 | nc: 39 | ncall: 47771 | eff(%): 3.207 | loglstar: -inf < -47.826 < inf | logz: -64.969 +/- 0.402 | dlogz: 34.517 > 0.109
iter: 1533 | bound: 12 | nc: 39 | ncall: 47810 | eff(%): 3.206 | loglstar: -inf < -47.783 < inf | logz: -64.903 +/- 0.402 | dlogz: 34.439 > 0.109
iter: 1534 | bound: 12 | nc: 39 | ncall: 47849 | eff(%): 3.206 | loglstar: -inf < -47.627 < inf | logz: -64.836 +/- 0.402 | dlogz: 34.364 > 0.109
iter: 1535 | bound: 12 | nc: 39 | ncall: 47888 | eff(%): 3.205 | loglstar: -inf < -47.597 < inf | logz: -64.769 +/- 0.402 | dlogz: 34.287 > 0.109
iter: 1536 | bound: 12 | nc: 39 | ncall: 47927 | eff(%): 3.205 | loglstar: -inf < -47.589 < inf | logz: -64.705 +/- 0.401 | dlogz: 34.209 > 0.109
iter: 1537 | bound: 12 | nc: 39 | ncall: 47966 | eff(%): 3.204 | loglstar: -inf < -47.568 < inf | logz: -64.644 +/- 0.401 | dlogz: 34.135 > 0.109
iter: 1538 | bound: 12 | nc: 39 | ncall: 48005 | eff(%): 3.204 | loglstar: -inf < -47.426 < inf | logz: -64.583 +/- 0.401 | dlogz: 34.065 > 0.109
iter: 1539 | bound: 12 | nc: 39 | ncall: 48044 | eff(%): 3.203 | loglstar: -inf < -47.339 < inf | logz: -64.519 +/- 0.401 | dlogz: 33.993 > 0.109
iter: 1540 | bound: 12 | nc: 39 | ncall: 48083 | eff(%): 3.203 | loglstar: -inf < -47.211 < inf | logz: -64.453 +/- 0.401 | dlogz: 33.920 > 0.109
iter: 1541 | bound: 12 | nc: 39 | ncall: 48122 | eff(%): 3.202 | loglstar: -inf < -47.198 < inf | logz: -64.388 +/- 0.401 | dlogz: 33.844 > 0.109
iter: 1542 | bound: 12 | nc: 39 | ncall: 48161 | eff(%): 3.202 | loglstar: -inf < -47.166 < inf | logz: -64.325 +/- 0.401 | dlogz: 33.768 > 0.109
iter: 1543 | bound: 12 | nc: 39 | ncall: 48200 | eff(%): 3.201 | loglstar: -inf < -47.027 < inf | logz: -64.262 +/- 0.401 | dlogz: 33.696 > 0.109
iter: 1544 | bound: 12 | nc: 39 | ncall: 48239 | eff(%): 3.201 | loglstar: -inf < -46.859 < inf | logz: -64.194 +/- 0.401 | dlogz: 33.623 > 0.109
iter: 1545 | bound: 13 | nc: 39 | ncall: 48278 | eff(%): 3.200 | loglstar: -inf < -46.847 < inf | logz: -64.125 +/- 0.401 | dlogz: 33.545 > 0.109
iter: 1546 | bound: 13 | nc: 39 | ncall: 48317 | eff(%): 3.200 | loglstar: -inf < -46.687 < inf | logz: -64.055 +/- 0.402 | dlogz: 33.466 > 0.109
iter: 1547 | bound: 13 | nc: 39 | ncall: 48356 | eff(%): 3.199 | loglstar: -inf < -46.674 < inf | logz: -63.986 +/- 0.402 | dlogz: 33.386 > 0.109
iter: 1548 | bound: 13 | nc: 39 | ncall: 48395 | eff(%): 3.199 | loglstar: -inf < -46.635 < inf | logz: -63.919 +/- 0.402 | dlogz: 33.306 > 0.109
iter: 1549 | bound: 13 | nc: 39 | ncall: 48434 | eff(%): 3.198 | loglstar: -inf < -46.506 < inf | logz: -63.852 +/- 0.402 | dlogz: 33.230 > 0.109
iter: 1550 | bound: 13 | nc: 39 | ncall: 48473 | eff(%): 3.198 | loglstar: -inf < -46.171 < inf | logz: -63.774 +/- 0.402 | dlogz: 33.153 > 0.109
iter: 1551 | bound: 13 | nc: 39 | ncall: 48512 | eff(%): 3.197 | loglstar: -inf < -46.161 < inf | logz: -63.690 +/- 0.402 | dlogz: 33.065 > 0.109
iter: 1552 | bound: 13 | nc: 39 | ncall: 48551 | eff(%): 3.197 | loglstar: -inf < -46.099 < inf | logz: -63.610 +/- 0.402 | dlogz: 34.336 > 0.109
iter: 1553 | bound: 13 | nc: 39 | ncall: 48590 | eff(%): 3.196 | loglstar: -inf < -46.005 < inf | logz: -63.531 +/- 0.403 | dlogz: 34.247 > 0.109
iter: 1554 | bound: 13 | nc: 39 | ncall: 48629 | eff(%): 3.196 | loglstar: -inf < -45.883 < inf | logz: -63.451 +/- 0.403 | dlogz: 34.158 > 0.109
iter: 1555 | bound: 13 | nc: 39 | ncall: 48668 | eff(%): 3.195 | loglstar: -inf < -45.876 < inf | logz: -63.373 +/- 0.403 | dlogz: 34.068 > 0.109
iter: 1556 | bound: 13 | nc: 39 | ncall: 48707 | eff(%): 3.195 | loglstar: -inf < -45.606 < inf | logz: -63.290 +/- 0.403 | dlogz: 33.980 > 0.109
iter: 1557 | bound: 13 | nc: 39 | ncall: 48746 | eff(%): 3.194 | loglstar: -inf < -45.496 < inf | logz: -63.200 +/- 0.404 | dlogz: 33.887 > 0.109
iter: 1558 | bound: 13 | nc: 39 | ncall: 48785 | eff(%): 3.194 | loglstar: -inf < -45.390 < inf | logz: -63.109 +/- 0.404 | dlogz: 33.787 > 0.109
iter: 1559 | bound: 13 | nc: 39 | ncall: 48824 | eff(%): 3.193 | loglstar: -inf < -45.029 < inf | logz: -63.004 +/- 0.405 | dlogz: 33.686 > 0.109
iter: 1560 | bound: 13 | nc: 39 | ncall: 48863 | eff(%): 3.193 | loglstar: -inf < -44.855 < inf | logz: -62.885 +/- 0.405 | dlogz: 33.571 > 0.109
iter: 1561 | bound: 13 | nc: 39 | ncall: 48902 | eff(%): 3.192 | loglstar: -inf < -44.430 < inf | logz: -62.742 +/- 0.406 | dlogz: 33.442 > 0.109
iter: 1562 | bound: 13 | nc: 39 | ncall: 48941 | eff(%): 3.192 | loglstar: -inf < -44.388 < inf | logz: -62.592 +/- 0.407 | dlogz: 33.289 > 0.109
iter: 1563 | bound: 13 | nc: 39 | ncall: 48980 | eff(%): 3.191 | loglstar: -inf < -44.373 < inf | logz: -62.459 +/- 0.408 | dlogz: 33.129 > 0.109
iter: 1564 | bound: 13 | nc: 39 | ncall: 49019 | eff(%): 3.191 | loglstar: -inf < -44.278 < inf | logz: -62.336 +/- 0.409 | dlogz: 32.986 > 0.109
iter: 1565 | bound: 13 | nc: 39 | ncall: 49058 | eff(%): 3.190 | loglstar: -inf < -44.099 < inf | logz: -62.212 +/- 0.409 | dlogz: 32.853 > 0.109
iter: 1566 | bound: 13 | nc: 39 | ncall: 49097 | eff(%): 3.190 | loglstar: -inf < -43.864 < inf | logz: -62.080 +/- 0.410 | dlogz: 32.720 > 0.109
iter: 1567 | bound: 13 | nc: 39 | ncall: 49136 | eff(%): 3.189 | loglstar: -inf < -43.775 < inf | logz: -61.945 +/- 0.410 | dlogz: 32.577 > 0.109
iter: 1568 | bound: 13 | nc: 39 | ncall: 49175 | eff(%): 3.189 | loglstar: -inf < -43.775 < inf | logz: -61.823 +/- 0.410 | dlogz: 32.433 > 0.109
iter: 1569 | bound: 13 | nc: 39 | ncall: 49214 | eff(%): 3.188 | loglstar: -inf < -43.660 < inf | logz: -61.709 +/- 0.410 | dlogz: 32.301 > 0.109
iter: 1570 | bound: 13 | nc: 39 | ncall: 49253 | eff(%): 3.188 | loglstar: -inf < -43.465 < inf | logz: -61.591 +/- 0.411 | dlogz: 32.176 > 0.109
iter: 1571 | bound: 13 | nc: 39 | ncall: 49292 | eff(%): 3.187 | loglstar: -inf < -43.456 < inf | logz: -61.477 +/- 0.411 | dlogz: 32.049 > 0.109
iter: 1572 | bound: 13 | nc: 39 | ncall: 49331 | eff(%): 3.187 | loglstar: -inf < -43.439 < inf | logz: -61.374 +/- 0.411 | dlogz: 31.924 > 0.109
iter: 1573 | bound: 13 | nc: 39 | ncall: 49370 | eff(%): 3.186 | loglstar: -inf < -43.334 < inf | logz: -61.275 +/- 0.411 | dlogz: 31.811 > 0.109
iter: 1574 | bound: 13 | nc: 39 | ncall: 49409 | eff(%): 3.186 | loglstar: -inf < -43.159 < inf | logz: -61.174 +/- 0.411 | dlogz: 31.703 > 0.109
iter: 1575 | bound: 13 | nc: 39 | ncall: 49448 | eff(%): 3.185 | loglstar: -inf < -43.151 < inf | logz: -61.075 +/- 0.411 | dlogz: 31.592 > 0.109
iter: 1576 | bound: 13 | nc: 39 | ncall: 49487 | eff(%): 3.185 | loglstar: -inf < -43.134 < inf | logz: -60.984 +/- 0.411 | dlogz: 31.483 > 0.109
iter: 1577 | bound: 13 | nc: 39 | ncall: 49526 | eff(%): 3.184 | loglstar: -inf < -43.115 < inf | logz: -60.901 +/- 0.410 | dlogz: 31.382 > 0.109
iter: 1578 | bound: 13 | nc: 39 | ncall: 49565 | eff(%): 3.184 | loglstar: -inf < -42.954 < inf | logz: -60.817 +/- 0.410 | dlogz: 31.289 > 0.109
iter: 1579 | bound: 13 | nc: 39 | ncall: 49604 | eff(%): 3.183 | loglstar: -inf < -42.825 < inf | logz: -60.729 +/- 0.410 | dlogz: 31.195 > 0.109
iter: 1580 | bound: 13 | nc: 39 | ncall: 49643 | eff(%): 3.183 | loglstar: -inf < -42.820 < inf | logz: -60.644 +/- 0.410 | dlogz: 31.097 > 0.109
iter: 1581 | bound: 13 | nc: 39 | ncall: 49682 | eff(%): 3.182 | loglstar: -inf < -42.818 < inf | logz: -60.567 +/- 0.410 | dlogz: 31.003 > 0.109
iter: 1582 | bound: 13 | nc: 39 | ncall: 49721 | eff(%): 3.182 | loglstar: -inf < -42.806 < inf | logz: -60.495 +/- 0.410 | dlogz: 30.915 > 0.109
iter: 1583 | bound: 13 | nc: 39 | ncall: 49760 | eff(%): 3.181 | loglstar: -inf < -42.740 < inf | logz: -60.426 +/- 0.410 | dlogz: 30.833 > 0.109
iter: 1584 | bound: 13 | nc: 39 | ncall: 49799 | eff(%): 3.181 | loglstar: -inf < -42.627 < inf | logz: -60.356 +/- 0.410 | dlogz: 30.754 > 0.109
iter: 1585 | bound: 13 | nc: 39 | ncall: 49838 | eff(%): 3.180 | loglstar: -inf < -42.620 < inf | logz: -60.287 +/- 0.409 | dlogz: 30.674 > 0.109
iter: 1586 | bound: 13 | nc: 39 | ncall: 49877 | eff(%): 3.180 | loglstar: -inf < -42.548 < inf | logz: -60.221 +/- 0.409 | dlogz: 30.596 > 0.109
iter: 1587 | bound: 13 | nc: 39 | ncall: 49916 | eff(%): 3.179 | loglstar: -inf < -42.499 < inf | logz: -60.156 +/- 0.409 | dlogz: 30.520 > 0.109
iter: 1588 | bound: 13 | nc: 39 | ncall: 49955 | eff(%): 3.179 | loglstar: -inf < -42.421 < inf | logz: -60.092 +/- 0.409 | dlogz: 30.445 > 0.109
iter: 1589 | bound: 13 | nc: 39 | ncall: 49994 | eff(%): 3.178 | loglstar: -inf < -42.277 < inf | logz: -60.025 +/- 0.409 | dlogz: 30.370 > 0.109
iter: 1590 | bound: 13 | nc: 39 | ncall: 50033 | eff(%): 3.178 | loglstar: -inf < -42.140 < inf | logz: -59.954 +/- 0.409 | dlogz: 30.294 > 0.109
iter: 1591 | bound: 13 | nc: 39 | ncall: 50072 | eff(%): 3.177 | loglstar: -inf < -42.068 < inf | logz: -59.882 +/- 0.409 | dlogz: 30.213 > 0.109
iter: 1592 | bound: 13 | nc: 39 | ncall: 50111 | eff(%): 3.177 | loglstar: -inf < -42.009 < inf | logz: -59.811 +/- 0.409 | dlogz: 30.130 > 0.109
iter: 1593 | bound: 13 | nc: 39 | ncall: 50150 | eff(%): 3.176 | loglstar: -inf < -41.994 < inf | logz: -59.742 +/- 0.409 | dlogz: 30.049 > 0.109
iter: 1594 | bound: 13 | nc: 39 | ncall: 50189 | eff(%): 3.176 | loglstar: -inf < -41.919 < inf | logz: -59.676 +/- 0.409 | dlogz: 29.971 > 0.109
iter: 1595 | bound: 13 | nc: 39 | ncall: 50228 | eff(%): 3.176 | loglstar: -inf < -41.816 < inf | logz: -59.609 +/- 0.409 | dlogz: 29.895 > 0.109
iter: 1596 | bound: 13 | nc: 39 | ncall: 50267 | eff(%): 3.175 | loglstar: -inf < -41.643 < inf | logz: -59.538 +/- 0.409 | dlogz: 29.818 > 0.109
iter: 1597 | bound: 13 | nc: 39 | ncall: 50306 | eff(%): 3.175 | loglstar: -inf < -41.516 < inf | logz: -59.462 +/- 0.409 | dlogz: 29.737 > 0.109
iter: 1598 | bound: 13 | nc: 39 | ncall: 50345 | eff(%): 3.174 | loglstar: -inf < -41.489 < inf | logz: -59.387 +/- 0.409 | dlogz: 29.651 > 0.109
iter: 1599 | bound: 13 | nc: 39 | ncall: 50384 | eff(%): 3.174 | loglstar: -inf < -41.485 < inf | logz: -59.316 +/- 0.409 | dlogz: 29.566 > 0.109
iter: 1600 | bound: 13 | nc: 39 | ncall: 50423 | eff(%): 3.173 | loglstar: -inf < -41.456 < inf | logz: -59.250 +/- 0.409 | dlogz: 29.485 > 0.109
iter: 1601 | bound: 13 | nc: 39 | ncall: 50462 | eff(%): 3.173 | loglstar: -inf < -41.414 < inf | logz: -59.187 +/- 0.409 | dlogz: 29.409 > 0.109
iter: 1602 | bound: 13 | nc: 39 | ncall: 50501 | eff(%): 3.172 | loglstar: -inf < -41.399 < inf | logz: -59.126 +/- 0.409 | dlogz: 29.336 > 0.109
iter: 1603 | bound: 13 | nc: 39 | ncall: 50540 | eff(%): 3.172 | loglstar: -inf < -41.070 < inf | logz: -59.058 +/- 0.409 | dlogz: 29.265 > 0.109
iter: 1604 | bound: 13 | nc: 39 | ncall: 50579 | eff(%): 3.171 | loglstar: -inf < -41.028 < inf | logz: -58.983 +/- 0.409 | dlogz: 29.187 > 0.109
iter: 1605 | bound: 13 | nc: 39 | ncall: 50618 | eff(%): 3.171 | loglstar: -inf < -40.915 < inf | logz: -58.909 +/- 0.409 | dlogz: 29.102 > 0.109
iter: 1606 | bound: 13 | nc: 39 | ncall: 50657 | eff(%): 3.170 | loglstar: -inf < -40.821 < inf | logz: -58.834 +/- 0.409 | dlogz: 29.018 > 0.109
iter: 1607 | bound: 13 | nc: 39 | ncall: 50696 | eff(%): 3.170 | loglstar: -inf < -40.699 < inf | logz: -58.756 +/- 0.409 | dlogz: 28.933 > 0.109
iter: 1608 | bound: 13 | nc: 39 | ncall: 50735 | eff(%): 3.169 | loglstar: -inf < -40.541 < inf | logz: -58.675 +/- 0.410 | dlogz: 28.846 > 0.109
iter: 1609 | bound: 13 | nc: 39 | ncall: 50774 | eff(%): 3.169 | loglstar: -inf < -40.406 < inf | logz: -58.589 +/- 0.410 | dlogz: 28.755 > 0.109
iter: 1610 | bound: 13 | nc: 39 | ncall: 50813 | eff(%): 3.168 | loglstar: -inf < -40.401 < inf | logz: -58.506 +/- 0.410 | dlogz: 28.659 > 0.109
iter: 1611 | bound: 13 | nc: 39 | ncall: 50852 | eff(%): 3.168 | loglstar: -inf < -40.394 < inf | logz: -58.429 +/- 0.410 | dlogz: 28.566 > 0.109
iter: 1612 | bound: 13 | nc: 39 | ncall: 50891 | eff(%): 3.168 | loglstar: -inf < -40.362 < inf | logz: -58.358 +/- 0.410 | dlogz: 28.479 > 0.109
iter: 1613 | bound: 13 | nc: 39 | ncall: 50930 | eff(%): 3.167 | loglstar: -inf < -40.329 < inf | logz: -58.289 +/- 0.410 | dlogz: 28.397 > 0.109
iter: 1614 | bound: 13 | nc: 39 | ncall: 50969 | eff(%): 3.167 | loglstar: -inf < -40.309 < inf | logz: -58.224 +/- 0.410 | dlogz: 28.319 > 0.109
iter: 1615 | bound: 13 | nc: 39 | ncall: 51008 | eff(%): 3.166 | loglstar: -inf < -40.235 < inf | logz: -58.160 +/- 0.410 | dlogz: 28.244 > 0.109
iter: 1616 | bound: 13 | nc: 39 | ncall: 51047 | eff(%): 3.166 | loglstar: -inf < -39.919 < inf | logz: -58.088 +/- 0.410 | dlogz: 28.170 > 0.109
iter: 1617 | bound: 13 | nc: 39 | ncall: 51086 | eff(%): 3.165 | loglstar: -inf < -39.835 < inf | logz: -58.008 +/- 0.411 | dlogz: 28.088 > 0.109
iter: 1618 | bound: 13 | nc: 39 | ncall: 51125 | eff(%): 3.165 | loglstar: -inf < -39.765 < inf | logz: -57.929 +/- 0.411 | dlogz: 27.998 > 0.109
iter: 1619 | bound: 13 | nc: 39 | ncall: 51164 | eff(%): 3.164 | loglstar: -inf < -39.759 < inf | logz: -57.854 +/- 0.411 | dlogz: 27.909 > 0.109
iter: 1620 | bound: 13 | nc: 39 | ncall: 51203 | eff(%): 3.164 | loglstar: -inf < -39.523 < inf | logz: -57.776 +/- 0.411 | dlogz: 27.824 > 0.109
iter: 1621 | bound: 13 | nc: 39 | ncall: 51242 | eff(%): 3.163 | loglstar: -inf < -39.330 < inf | logz: -57.688 +/- 0.411 | dlogz: 27.736 > 0.109
iter: 1622 | bound: 13 | nc: 39 | ncall: 51281 | eff(%): 3.163 | loglstar: -inf < -39.221 < inf | logz: -57.595 +/- 0.412 | dlogz: 27.638 > 0.109
iter: 1623 | bound: 13 | nc: 39 | ncall: 51320 | eff(%): 3.163 | loglstar: -inf < -39.211 < inf | logz: -57.506 +/- 0.412 | dlogz: 27.535 > 0.109
iter: 1624 | bound: 13 | nc: 39 | ncall: 51359 | eff(%): 3.162 | loglstar: -inf < -39.108 < inf | logz: -57.421 +/- 0.412 | dlogz: 27.437 > 0.109
iter: 1625 | bound: 13 | nc: 39 | ncall: 51398 | eff(%): 3.162 | loglstar: -inf < -39.026 < inf | logz: -57.336 +/- 0.412 | dlogz: 27.341 > 0.109
iter: 1626 | bound: 13 | nc: 39 | ncall: 51437 | eff(%): 3.161 | loglstar: -inf < -38.736 < inf | logz: -57.243 +/- 0.413 | dlogz: 27.246 > 0.109
iter: 1627 | bound: 13 | nc: 39 | ncall: 51476 | eff(%): 3.161 | loglstar: -inf < -38.736 < inf | logz: -57.146 +/- 0.413 | dlogz: 27.143 > 0.109
iter: 1628 | bound: 13 | nc: 39 | ncall: 51515 | eff(%): 3.160 | loglstar: -inf < -38.692 < inf | logz: -57.057 +/- 0.413 | dlogz: 27.037 > 0.109
iter: 1629 | bound: 13 | nc: 39 | ncall: 51554 | eff(%): 3.160 | loglstar: -inf < -38.672 < inf | logz: -56.974 +/- 0.413 | dlogz: 26.938 > 0.109
iter: 1630 | bound: 13 | nc: 39 | ncall: 51593 | eff(%): 3.159 | loglstar: -inf < -38.527 < inf | logz: -56.891 +/- 0.414 | dlogz: 26.844 > 0.109
iter: 1631 | bound: 13 | nc: 39 | ncall: 51632 | eff(%): 3.159 | loglstar: -inf < -38.512 < inf | logz: -56.810 +/- 0.414 | dlogz: 26.752 > 0.109
iter: 1632 | bound: 13 | nc: 39 | ncall: 51671 | eff(%): 3.158 | loglstar: -inf < -38.488 < inf | logz: -56.733 +/- 0.414 | dlogz: 26.660 > 0.109
iter: 1633 | bound: 13 | nc: 39 | ncall: 51710 | eff(%): 3.158 | loglstar: -inf < -38.397 < inf | logz: -56.659 +/- 0.414 | dlogz: 26.574 > 0.109
iter: 1634 | bound: 13 | nc: 39 | ncall: 51749 | eff(%): 3.158 | loglstar: -inf < -38.348 < inf | logz: -56.586 +/- 0.414 | dlogz: 26.490 > 0.109
iter: 1635 | bound: 13 | nc: 39 | ncall: 51788 | eff(%): 3.157 | loglstar: -inf < -38.251 < inf | logz: -56.514 +/- 0.414 | dlogz: 26.407 > 0.109
iter: 1636 | bound: 13 | nc: 39 | ncall: 51827 | eff(%): 3.157 | loglstar: -inf < -38.229 < inf | logz: -56.443 +/- 0.414 | dlogz: 26.325 > 0.109
iter: 1637 | bound: 13 | nc: 39 | ncall: 51866 | eff(%): 3.156 | loglstar: -inf < -38.181 < inf | logz: -56.375 +/- 0.414 | dlogz: 26.244 > 0.109
iter: 1638 | bound: 13 | nc: 39 | ncall: 51905 | eff(%): 3.156 | loglstar: -inf < -38.003 < inf | logz: -56.305 +/- 0.414 | dlogz: 26.166 > 0.109
iter: 1639 | bound: 13 | nc: 39 | ncall: 51944 | eff(%): 3.155 | loglstar: -inf < -37.976 < inf | logz: -56.234 +/- 0.414 | dlogz: 26.086 > 0.109
iter: 1640 | bound: 13 | nc: 39 | ncall: 51983 | eff(%): 3.155 | loglstar: -inf < -37.828 < inf | logz: -56.161 +/- 0.414 | dlogz: 26.005 > 0.109
iter: 1641 | bound: 13 | nc: 39 | ncall: 52022 | eff(%): 3.154 | loglstar: -inf < -37.435 < inf | logz: -56.074 +/- 0.414 | dlogz: 25.922 > 0.109
iter: 1642 | bound: 13 | nc: 39 | ncall: 52061 | eff(%): 3.154 | loglstar: -inf < -37.281 < inf | logz: -55.971 +/- 0.415 | dlogz: 25.825 > 0.109
iter: 1643 | bound: 13 | nc: 39 | ncall: 52100 | eff(%): 3.154 | loglstar: -inf < -37.137 < inf | logz: -55.865 +/- 0.415 | dlogz: 25.712 > 0.109
iter: 1644 | bound: 13 | nc: 39 | ncall: 52139 | eff(%): 3.153 | loglstar: -inf < -37.129 < inf | logz: -55.764 +/- 0.416 | dlogz: 25.596 > 0.109
iter: 1645 | bound: 14 | nc: 39 | ncall: 52178 | eff(%): 3.153 | loglstar: -inf < -37.054 < inf | logz: -55.668 +/- 0.416 | dlogz: 25.485 > 0.109
iter: 1646 | bound: 14 | nc: 39 | ncall: 52217 | eff(%): 3.152 | loglstar: -inf < -37.050 < inf | logz: -55.579 +/- 0.416 | dlogz: 25.380 > 0.109
iter: 1647 | bound: 14 | nc: 39 | ncall: 52256 | eff(%): 3.152 | loglstar: -inf < -36.891 < inf | logz: -55.491 +/- 0.416 | dlogz: 25.280 > 0.109
iter: 1648 | bound: 14 | nc: 39 | ncall: 52295 | eff(%): 3.151 | loglstar: -inf < -36.889 < inf | logz: -55.404 +/- 0.416 | dlogz: 25.182 > 0.109
iter: 1649 | bound: 14 | nc: 39 | ncall: 52334 | eff(%): 3.151 | loglstar: -inf < -36.786 < inf | logz: -55.321 +/- 0.416 | dlogz: 25.086 > 0.109
iter: 1650 | bound: 14 | nc: 39 | ncall: 52373 | eff(%): 3.150 | loglstar: -inf < -36.775 < inf | logz: -55.241 +/- 0.416 | dlogz: 24.993 > 0.109
iter: 1651 | bound: 14 | nc: 39 | ncall: 52412 | eff(%): 3.150 | loglstar: -inf < -36.749 < inf | logz: -55.167 +/- 0.416 | dlogz: 24.903 > 0.109
iter: 1652 | bound: 14 | nc: 39 | ncall: 52451 | eff(%): 3.150 | loglstar: -inf < -36.701 < inf | logz: -55.095 +/- 0.416 | dlogz: 24.818 > 0.109
iter: 1653 | bound: 14 | nc: 39 | ncall: 52490 | eff(%): 3.149 | loglstar: -inf < -36.639 < inf | logz: -55.026 +/- 0.416 | dlogz: 24.737 > 0.109
iter: 1654 | bound: 14 | nc: 39 | ncall: 52529 | eff(%): 3.149 | loglstar: -inf < -36.605 < inf | logz: -54.958 +/- 0.416 | dlogz: 24.657 > 0.109
iter: 1655 | bound: 14 | nc: 39 | ncall: 52568 | eff(%): 3.148 | loglstar: -inf < -36.591 < inf | logz: -54.894 +/- 0.416 | dlogz: 24.580 > 0.109
iter: 1656 | bound: 14 | nc: 39 | ncall: 52607 | eff(%): 3.148 | loglstar: -inf < -36.466 < inf | logz: -54.830 +/- 0.416 | dlogz: 24.506 > 0.109
iter: 1657 | bound: 14 | nc: 39 | ncall: 52646 | eff(%): 3.147 | loglstar: -inf < -36.431 < inf | logz: -54.766 +/- 0.416 | dlogz: 24.432 > 0.109
iter: 1658 | bound: 14 | nc: 39 | ncall: 52685 | eff(%): 3.147 | loglstar: -inf < -36.409 < inf | logz: -54.705 +/- 0.416 | dlogz: 24.358 > 0.109
iter: 1659 | bound: 14 | nc: 39 | ncall: 52724 | eff(%): 3.147 | loglstar: -inf < -36.364 < inf | logz: -54.645 +/- 0.416 | dlogz: 24.287 > 0.109
iter: 1660 | bound: 14 | nc: 39 | ncall: 52763 | eff(%): 3.146 | loglstar: -inf < -36.292 < inf | logz: -54.587 +/- 0.416 | dlogz: 24.217 > 0.109
iter: 1661 | bound: 14 | nc: 39 | ncall: 52802 | eff(%): 3.146 | loglstar: -inf < -36.267 < inf | logz: -54.529 +/- 0.416 | dlogz: 24.149 > 0.109
iter: 1662 | bound: 14 | nc: 39 | ncall: 52841 | eff(%): 3.145 | loglstar: -inf < -36.209 < inf | logz: -54.473 +/- 0.416 | dlogz: 24.081 > 0.109
iter: 1663 | bound: 14 | nc: 39 | ncall: 52880 | eff(%): 3.145 | loglstar: -inf < -36.143 < inf | logz: -54.418 +/- 0.416 | dlogz: 24.015 > 0.109
iter: 1664 | bound: 14 | nc: 39 | ncall: 52919 | eff(%): 3.144 | loglstar: -inf < -36.095 < inf | logz: -54.362 +/- 0.415 | dlogz: 23.950 > 0.109
iter: 1665 | bound: 14 | nc: 39 | ncall: 52958 | eff(%): 3.144 | loglstar: -inf < -36.085 < inf | logz: -54.309 +/- 0.415 | dlogz: 23.884 > 0.109
iter: 1666 | bound: 14 | nc: 39 | ncall: 52997 | eff(%): 3.144 | loglstar: -inf < -36.030 < inf | logz: -54.257 +/- 0.415 | dlogz: 23.821 > 0.109
iter: 1667 | bound: 14 | nc: 39 | ncall: 53036 | eff(%): 3.143 | loglstar: -inf < -35.984 < inf | logz: -54.206 +/- 0.415 | dlogz: 25.458 > 0.109
iter: 1668 | bound: 14 | nc: 39 | ncall: 53075 | eff(%): 3.143 | loglstar: -inf < -35.917 < inf | logz: -54.155 +/- 0.415 | dlogz: 25.397 > 0.109
iter: 1669 | bound: 14 | nc: 39 | ncall: 53114 | eff(%): 3.142 | loglstar: -inf < -35.854 < inf | logz: -54.103 +/- 0.415 | dlogz: 25.336 > 0.109
iter: 1670 | bound: 14 | nc: 39 | ncall: 53153 | eff(%): 3.142 | loglstar: -inf < -35.743 < inf | logz: -54.051 +/- 0.415 | dlogz: 25.275 > 0.109
iter: 1671 | bound: 14 | nc: 39 | ncall: 53192 | eff(%): 3.141 | loglstar: -inf < -35.555 < inf | logz: -53.993 +/- 0.415 | dlogz: 25.212 > 0.109
iter: 1672 | bound: 14 | nc: 39 | ncall: 53231 | eff(%): 3.141 | loglstar: -inf < -35.486 < inf | logz: -53.933 +/- 0.415 | dlogz: 25.145 > 0.109
iter: 1673 | bound: 14 | nc: 39 | ncall: 53270 | eff(%): 3.141 | loglstar: -inf < -35.465 < inf | logz: -53.874 +/- 0.415 | dlogz: 25.074 > 0.109
iter: 1674 | bound: 14 | nc: 39 | ncall: 53309 | eff(%): 3.140 | loglstar: -inf < -35.388 < inf | logz: -53.815 +/- 0.415 | dlogz: 25.005 > 0.109
iter: 1675 | bound: 14 | nc: 39 | ncall: 53348 | eff(%): 3.140 | loglstar: -inf < -35.380 < inf | logz: -53.759 +/- 0.415 | dlogz: 24.937 > 0.109
iter: 1676 | bound: 14 | nc: 39 | ncall: 53387 | eff(%): 3.139 | loglstar: -inf < -35.295 < inf | logz: -53.703 +/- 0.415 | dlogz: 24.871 > 0.109
iter: 1677 | bound: 14 | nc: 39 | ncall: 53426 | eff(%): 3.139 | loglstar: -inf < -35.212 < inf | logz: -53.647 +/- 0.415 | dlogz: 24.805 > 0.109
iter: 1678 | bound: 14 | nc: 39 | ncall: 53465 | eff(%): 3.139 | loglstar: -inf < -35.060 < inf | logz: -53.587 +/- 0.415 | dlogz: 24.739 > 0.109
iter: 1679 | bound: 14 | nc: 39 | ncall: 53504 | eff(%): 3.138 | loglstar: -inf < -34.942 < inf | logz: -53.524 +/- 0.416 | dlogz: 24.669 > 0.109
iter: 1680 | bound: 14 | nc: 39 | ncall: 53543 | eff(%): 3.138 | loglstar: -inf < -34.697 < inf | logz: -53.453 +/- 0.416 | dlogz: 24.596 > 0.109
iter: 1681 | bound: 14 | nc: 39 | ncall: 53582 | eff(%): 3.137 | loglstar: -inf < -34.679 < inf | logz: -53.379 +/- 0.416 | dlogz: 24.515 > 0.109
iter: 1682 | bound: 14 | nc: 39 | ncall: 53621 | eff(%): 3.137 | loglstar: -inf < -34.610 < inf | logz: -53.308 +/- 0.416 | dlogz: 24.431 > 0.109
iter: 1683 | bound: 14 | nc: 39 | ncall: 53660 | eff(%): 3.136 | loglstar: -inf < -34.583 < inf | logz: -53.240 +/- 0.417 | dlogz: 24.350 > 0.109
iter: 1684 | bound: 14 | nc: 39 | ncall: 53699 | eff(%): 3.136 | loglstar: -inf < -34.558 < inf | logz: -53.174 +/- 0.417 | dlogz: 24.272 > 0.109
iter: 1685 | bound: 14 | nc: 39 | ncall: 53738 | eff(%): 3.136 | loglstar: -inf < -34.476 < inf | logz: -53.110 +/- 0.417 | dlogz: 24.196 > 0.109
iter: 1686 | bound: 14 | nc: 39 | ncall: 53777 | eff(%): 3.135 | loglstar: -inf < -34.443 < inf | logz: -53.047 +/- 0.417 | dlogz: 24.123 > 0.109
iter: 1687 | bound: 14 | nc: 39 | ncall: 53816 | eff(%): 3.135 | loglstar: -inf < -34.420 < inf | logz: -52.987 +/- 0.417 | dlogz: 24.050 > 0.109
iter: 1688 | bound: 14 | nc: 39 | ncall: 53855 | eff(%): 3.134 | loglstar: -inf < -34.272 < inf | logz: -52.926 +/- 0.417 | dlogz: 23.979 > 0.109
iter: 1689 | bound: 14 | nc: 39 | ncall: 53894 | eff(%): 3.134 | loglstar: -inf < -34.240 < inf | logz: -52.863 +/- 0.417 | dlogz: 23.908 > 0.109
iter: 1690 | bound: 14 | nc: 39 | ncall: 53933 | eff(%): 3.134 | loglstar: -inf < -34.186 < inf | logz: -52.803 +/- 0.417 | dlogz: 23.836 > 0.109
iter: 1691 | bound: 14 | nc: 39 | ncall: 53972 | eff(%): 3.133 | loglstar: -inf < -34.128 < inf | logz: -52.743 +/- 0.417 | dlogz: 23.765 > 0.109
iter: 1692 | bound: 14 | nc: 39 | ncall: 54011 | eff(%): 3.133 | loglstar: -inf < -34.001 < inf | logz: -52.682 +/- 0.417 | dlogz: 23.696 > 0.109
iter: 1693 | bound: 14 | nc: 39 | ncall: 54050 | eff(%): 3.132 | loglstar: -inf < -33.987 < inf | logz: -52.621 +/- 0.417 | dlogz: 23.624 > 0.109
iter: 1694 | bound: 14 | nc: 39 | ncall: 54089 | eff(%): 3.132 | loglstar: -inf < -33.966 < inf | logz: -52.563 +/- 0.417 | dlogz: 23.554 > 0.109
iter: 1695 | bound: 14 | nc: 39 | ncall: 54128 | eff(%): 3.131 | loglstar: -inf < -33.932 < inf | logz: -52.507 +/- 0.418 | dlogz: 23.486 > 0.109
iter: 1696 | bound: 14 | nc: 39 | ncall: 54167 | eff(%): 3.131 | loglstar: -inf < -33.579 < inf | logz: -52.443 +/- 0.418 | dlogz: 23.420 > 0.109
iter: 1697 | bound: 14 | nc: 39 | ncall: 54206 | eff(%): 3.131 | loglstar: -inf < -33.391 < inf | logz: -52.367 +/- 0.418 | dlogz: 23.346 > 0.109
iter: 1698 | bound: 14 | nc: 39 | ncall: 54245 | eff(%): 3.130 | loglstar: -inf < -33.077 < inf | logz: -52.276 +/- 0.419 | dlogz: 23.260 > 0.109
iter: 1699 | bound: 14 | nc: 39 | ncall: 54284 | eff(%): 3.130 | loglstar: -inf < -32.975 < inf | logz: -52.177 +/- 0.419 | dlogz: 23.159 > 0.109
iter: 1700 | bound: 14 | nc: 39 | ncall: 54323 | eff(%): 3.129 | loglstar: -inf < -32.936 < inf | logz: -52.082 +/- 0.420 | dlogz: 23.050 > 0.109
iter: 1701 | bound: 14 | nc: 39 | ncall: 54362 | eff(%): 3.129 | loglstar: -inf < -32.890 < inf | logz: -51.992 +/- 0.420 | dlogz: 22.945 > 0.109
iter: 1702 | bound: 14 | nc: 39 | ncall: 54401 | eff(%): 3.129 | loglstar: -inf < -32.830 < inf | logz: -51.906 +/- 0.420 | dlogz: 22.845 > 0.109
iter: 1703 | bound: 14 | nc: 39 | ncall: 54440 | eff(%): 3.128 | loglstar: -inf < -32.812 < inf | logz: -51.825 +/- 0.421 | dlogz: 22.749 > 0.109
iter: 1704 | bound: 14 | nc: 39 | ncall: 54479 | eff(%): 3.128 | loglstar: -inf < -32.704 < inf | logz: -51.746 +/- 0.421 | dlogz: 22.658 > 0.109
iter: 1705 | bound: 14 | nc: 39 | ncall: 54518 | eff(%): 3.127 | loglstar: -inf < -32.487 < inf | logz: -51.660 +/- 0.421 | dlogz: 22.569 > 0.109
iter: 1706 | bound: 14 | nc: 39 | ncall: 54557 | eff(%): 3.127 | loglstar: -inf < -32.396 < inf | logz: -51.570 +/- 0.421 | dlogz: 22.473 > 0.109
iter: 1707 | bound: 14 | nc: 39 | ncall: 54596 | eff(%): 3.127 | loglstar: -inf < -32.156 < inf | logz: -51.474 +/- 0.422 | dlogz: 22.374 > 0.109
iter: 1708 | bound: 14 | nc: 39 | ncall: 54635 | eff(%): 3.126 | loglstar: -inf < -32.136 < inf | logz: -51.376 +/- 0.422 | dlogz: 22.267 > 0.109
iter: 1709 | bound: 14 | nc: 39 | ncall: 54674 | eff(%): 3.126 | loglstar: -inf < -31.893 < inf | logz: -51.275 +/- 0.423 | dlogz: 22.160 > 0.109
iter: 1710 | bound: 14 | nc: 39 | ncall: 54713 | eff(%): 3.125 | loglstar: -inf < -31.876 < inf | logz: -51.173 +/- 0.423 | dlogz: 22.049 > 0.109
iter: 1711 | bound: 14 | nc: 39 | ncall: 54752 | eff(%): 3.125 | loglstar: -inf < -31.851 < inf | logz: -51.080 +/- 0.423 | dlogz: 21.937 > 0.109
iter: 1712 | bound: 14 | nc: 39 | ncall: 54791 | eff(%): 3.125 | loglstar: -inf < -31.793 < inf | logz: -50.992 +/- 0.424 | dlogz: 21.834 > 0.109
iter: 1713 | bound: 14 | nc: 39 | ncall: 54830 | eff(%): 3.124 | loglstar: -inf < -31.738 < inf | logz: -50.907 +/- 0.424 | dlogz: 21.736 > 0.109
iter: 1714 | bound: 14 | nc: 39 | ncall: 54869 | eff(%): 3.124 | loglstar: -inf < -31.669 < inf | logz: -50.825 +/- 0.424 | dlogz: 21.641 > 0.109
iter: 1715 | bound: 14 | nc: 39 | ncall: 54908 | eff(%): 3.123 | loglstar: -inf < -31.601 < inf | logz: -50.745 +/- 0.424 | dlogz: 21.549 > 0.109
iter: 1716 | bound: 14 | nc: 39 | ncall: 54947 | eff(%): 3.123 | loglstar: -inf < -31.584 < inf | logz: -50.668 +/- 0.424 | dlogz: 21.459 > 0.109
iter: 1717 | bound: 14 | nc: 39 | ncall: 54986 | eff(%): 3.123 | loglstar: -inf < -31.203 < inf | logz: -50.581 +/- 0.424 | dlogz: 21.372 > 0.109
iter: 1718 | bound: 14 | nc: 39 | ncall: 55025 | eff(%): 3.122 | loglstar: -inf < -31.157 < inf | logz: -50.486 +/- 0.424 | dlogz: 21.275 > 0.109
iter: 1719 | bound: 14 | nc: 39 | ncall: 55064 | eff(%): 3.122 | loglstar: -inf < -31.046 < inf | logz: -50.393 +/- 0.425 | dlogz: 21.170 > 0.109
iter: 1720 | bound: 14 | nc: 39 | ncall: 55103 | eff(%): 3.121 | loglstar: -inf < -30.872 < inf | logz: -50.296 +/- 0.425 | dlogz: 21.067 > 0.109
iter: 1721 | bound: 14 | nc: 39 | ncall: 55142 | eff(%): 3.121 | loglstar: -inf < -30.829 < inf | logz: -50.199 +/- 0.425 | dlogz: 20.960 > 0.109
iter: 1722 | bound: 14 | nc: 39 | ncall: 55181 | eff(%): 3.121 | loglstar: -inf < -30.815 < inf | logz: -50.109 +/- 0.425 | dlogz: 20.853 > 0.109
iter: 1723 | bound: 14 | nc: 39 | ncall: 55220 | eff(%): 3.120 | loglstar: -inf < -30.795 < inf | logz: -50.027 +/- 0.425 | dlogz: 20.754 > 0.109
iter: 1724 | bound: 14 | nc: 39 | ncall: 55259 | eff(%): 3.120 | loglstar: -inf < -30.754 < inf | logz: -49.948 +/- 0.425 | dlogz: 20.661 > 0.109
iter: 1725 | bound: 14 | nc: 39 | ncall: 55298 | eff(%): 3.119 | loglstar: -inf < -30.636 < inf | logz: -49.871 +/- 0.425 | dlogz: 20.573 > 0.109
iter: 1726 | bound: 14 | nc: 39 | ncall: 55337 | eff(%): 3.119 | loglstar: -inf < -30.625 < inf | logz: -49.795 +/- 0.425 | dlogz: 20.485 > 0.109
iter: 1727 | bound: 14 | nc: 39 | ncall: 55376 | eff(%): 3.119 | loglstar: -inf < -30.536 < inf | logz: -49.722 +/- 0.425 | dlogz: 20.399 > 0.109
iter: 1728 | bound: 14 | nc: 39 | ncall: 55415 | eff(%): 3.118 | loglstar: -inf < -30.517 < inf | logz: -49.651 +/- 0.425 | dlogz: 20.316 > 0.109
iter: 1729 | bound: 14 | nc: 39 | ncall: 55454 | eff(%): 3.118 | loglstar: -inf < -30.430 < inf | logz: -49.581 +/- 0.425 | dlogz: 20.235 > 0.109
iter: 1730 | bound: 14 | nc: 39 | ncall: 55493 | eff(%): 3.118 | loglstar: -inf < -30.394 < inf | logz: -49.513 +/- 0.425 | dlogz: 20.156 > 0.109
iter: 1731 | bound: 14 | nc: 39 | ncall: 55532 | eff(%): 3.117 | loglstar: -inf < -30.328 < inf | logz: -49.447 +/- 0.425 | dlogz: 20.078 > 0.109
iter: 1732 | bound: 14 | nc: 39 | ncall: 55571 | eff(%): 3.117 | loglstar: -inf < -30.218 < inf | logz: -49.380 +/- 0.425 | dlogz: 20.002 > 0.109
iter: 1733 | bound: 14 | nc: 39 | ncall: 55610 | eff(%): 3.116 | loglstar: -inf < -30.066 < inf | logz: -49.309 +/- 0.425 | dlogz: 19.924 > 0.109
iter: 1734 | bound: 14 | nc: 39 | ncall: 55649 | eff(%): 3.116 | loglstar: -inf < -30.058 < inf | logz: -49.238 +/- 0.425 | dlogz: 19.844 > 0.109
iter: 1735 | bound: 14 | nc: 39 | ncall: 55688 | eff(%): 3.116 | loglstar: -inf < -29.994 < inf | logz: -49.171 +/- 0.425 | dlogz: 19.763 > 0.109
iter: 1736 | bound: 14 | nc: 39 | ncall: 55727 | eff(%): 3.115 | loglstar: -inf < -29.929 < inf | logz: -49.104 +/- 0.425 | dlogz: 19.685 > 0.109
iter: 1737 | bound: 14 | nc: 39 | ncall: 55766 | eff(%): 3.115 | loglstar: -inf < -29.759 < inf | logz: -49.034 +/- 0.425 | dlogz: 19.609 > 0.109
iter: 1738 | bound: 14 | nc: 39 | ncall: 55805 | eff(%): 3.114 | loglstar: -inf < -29.659 < inf | logz: -48.961 +/- 0.425 | dlogz: 19.529 > 0.109
iter: 1739 | bound: 14 | nc: 39 | ncall: 55844 | eff(%): 3.114 | loglstar: -inf < -29.562 < inf | logz: -48.886 +/- 0.425 | dlogz: 19.446 > 0.109
iter: 1740 | bound: 14 | nc: 39 | ncall: 55883 | eff(%): 3.114 | loglstar: -inf < -29.514 < inf | logz: -48.813 +/- 0.425 | dlogz: 19.361 > 0.109
iter: 1741 | bound: 14 | nc: 39 | ncall: 55922 | eff(%): 3.113 | loglstar: -inf < -29.494 < inf | logz: -48.743 +/- 0.425 | dlogz: 19.278 > 0.109
iter: 1742 | bound: 14 | nc: 39 | ncall: 55961 | eff(%): 3.113 | loglstar: -inf < -29.437 < inf | logz: -48.675 +/- 0.425 | dlogz: 19.198 > 0.109
iter: 1743 | bound: 14 | nc: 39 | ncall: 56000 | eff(%): 3.112 | loglstar: -inf < -29.392 < inf | logz: -48.610 +/- 0.425 | dlogz: 19.120 > 0.109
iter: 1744 | bound: 14 | nc: 39 | ncall: 56039 | eff(%): 3.112 | loglstar: -inf < -29.375 < inf | logz: -48.547 +/- 0.425 | dlogz: 19.045 > 0.109
iter: 1745 | bound: 15 | nc: 39 | ncall: 56078 | eff(%): 3.112 | loglstar: -inf < -29.213 < inf | logz: -48.483 +/- 0.425 | dlogz: 18.972 > 0.109
iter: 1746 | bound: 15 | nc: 39 | ncall: 56117 | eff(%): 3.111 | loglstar: -inf < -29.105 < inf | logz: -48.415 +/- 0.426 | dlogz: 18.898 > 0.109
iter: 1747 | bound: 15 | nc: 39 | ncall: 56156 | eff(%): 3.111 | loglstar: -inf < -29.095 < inf | logz: -48.348 +/- 0.426 | dlogz: 18.820 > 0.109
iter: 1748 | bound: 15 | nc: 39 | ncall: 56195 | eff(%): 3.111 | loglstar: -inf < -29.054 < inf | logz: -48.285 +/- 0.426 | dlogz: 18.744 > 0.109
iter: 1749 | bound: 15 | nc: 39 | ncall: 56234 | eff(%): 3.110 | loglstar: -inf < -29.017 < inf | logz: -48.224 +/- 0.426 | dlogz: 18.670 > 0.109
iter: 1750 | bound: 15 | nc: 39 | ncall: 56273 | eff(%): 3.110 | loglstar: -inf < -28.866 < inf | logz: -48.161 +/- 0.426 | dlogz: 18.599 > 0.109
iter: 1751 | bound: 15 | nc: 39 | ncall: 56312 | eff(%): 3.109 | loglstar: -inf < -28.741 < inf | logz: -48.094 +/- 0.426 | dlogz: 18.526 > 0.109
iter: 1752 | bound: 15 | nc: 39 | ncall: 56351 | eff(%): 3.109 | loglstar: -inf < -28.693 < inf | logz: -48.027 +/- 0.426 | dlogz: 18.450 > 0.109
iter: 1753 | bound: 15 | nc: 39 | ncall: 56390 | eff(%): 3.109 | loglstar: -inf < -28.504 < inf | logz: -47.956 +/- 0.426 | dlogz: 18.372 > 0.109
iter: 1754 | bound: 15 | nc: 39 | ncall: 56429 | eff(%): 3.108 | loglstar: -inf < -28.418 < inf | logz: -47.882 +/- 0.426 | dlogz: 18.292 > 0.109
iter: 1755 | bound: 15 | nc: 39 | ncall: 56468 | eff(%): 3.108 | loglstar: -inf < -28.326 < inf | logz: -47.808 +/- 0.426 | dlogz: 18.208 > 0.109
iter: 1756 | bound: 15 | nc: 39 | ncall: 56507 | eff(%): 3.108 | loglstar: -inf < -28.295 < inf | logz: -47.735 +/- 0.426 | dlogz: 18.123 > 0.109
iter: 1757 | bound: 15 | nc: 39 | ncall: 56546 | eff(%): 3.107 | loglstar: -inf < -28.282 < inf | logz: -47.666 +/- 0.426 | dlogz: 18.041 > 0.109
iter: 1758 | bound: 15 | nc: 39 | ncall: 56585 | eff(%): 3.107 | loglstar: -inf < -28.152 < inf | logz: -47.598 +/- 0.427 | dlogz: 17.962 > 0.109
iter: 1759 | bound: 15 | nc: 39 | ncall: 56624 | eff(%): 3.106 | loglstar: -inf < -28.144 < inf | logz: -47.530 +/- 0.427 | dlogz: 17.884 > 0.109
iter: 1760 | bound: 15 | nc: 39 | ncall: 56663 | eff(%): 3.106 | loglstar: -inf < -28.067 < inf | logz: -47.465 +/- 0.427 | dlogz: 17.806 > 0.109
iter: 1761 | bound: 15 | nc: 39 | ncall: 56702 | eff(%): 3.106 | loglstar: -inf < -27.987 < inf | logz: -47.399 +/- 0.427 | dlogz: 17.731 > 0.109
iter: 1762 | bound: 15 | nc: 39 | ncall: 56741 | eff(%): 3.105 | loglstar: -inf < -27.933 < inf | logz: -47.334 +/- 0.427 | dlogz: 17.656 > 0.109
iter: 1763 | bound: 15 | nc: 39 | ncall: 56780 | eff(%): 3.105 | loglstar: -inf < -27.918 < inf | logz: -47.272 +/- 0.427 | dlogz: 17.581 > 0.109
iter: 1764 | bound: 15 | nc: 39 | ncall: 56819 | eff(%): 3.105 | loglstar: -inf < -27.870 < inf | logz: -47.212 +/- 0.427 | dlogz: 17.508 > 0.109
iter: 1765 | bound: 15 | nc: 39 | ncall: 56858 | eff(%): 3.104 | loglstar: -inf < -27.755 < inf | logz: -47.151 +/- 0.427 | dlogz: 17.438 > 0.109
iter: 1766 | bound: 15 | nc: 39 | ncall: 56897 | eff(%): 3.104 | loglstar: -inf < -27.567 < inf | logz: -47.085 +/- 0.427 | dlogz: 17.367 > 0.109
iter: 1767 | bound: 15 | nc: 39 | ncall: 56936 | eff(%): 3.103 | loglstar: -inf < -27.519 < inf | logz: -47.017 +/- 0.427 | dlogz: 17.291 > 0.109
iter: 1768 | bound: 15 | nc: 39 | ncall: 56975 | eff(%): 3.103 | loglstar: -inf < -27.475 < inf | logz: -46.950 +/- 0.427 | dlogz: 17.213 > 0.109
iter: 1769 | bound: 15 | nc: 39 | ncall: 57014 | eff(%): 3.103 | loglstar: -inf < -27.283 < inf | logz: -46.881 +/- 0.427 | dlogz: 17.137 > 0.109
iter: 1770 | bound: 15 | nc: 39 | ncall: 57053 | eff(%): 3.102 | loglstar: -inf < -27.192 < inf | logz: -46.808 +/- 0.428 | dlogz: 17.058 > 0.109
iter: 1771 | bound: 15 | nc: 39 | ncall: 57092 | eff(%): 3.102 | loglstar: -inf < -27.159 < inf | logz: -46.736 +/- 0.428 | dlogz: 16.974 > 0.109
iter: 1772 | bound: 15 | nc: 39 | ncall: 57131 | eff(%): 3.102 | loglstar: -inf < -27.004 < inf | logz: -46.663 +/- 0.428 | dlogz: 17.286 > 0.109
iter: 1773 | bound: 15 | nc: 39 | ncall: 57170 | eff(%): 3.101 | loglstar: -inf < -26.917 < inf | logz: -46.588 +/- 0.428 | dlogz: 17.203 > 0.109
iter: 1774 | bound: 15 | nc: 39 | ncall: 57209 | eff(%): 3.101 | loglstar: -inf < -26.878 < inf | logz: -46.514 +/- 0.428 | dlogz: 17.118 > 0.109
iter: 1775 | bound: 15 | nc: 39 | ncall: 57248 | eff(%): 3.101 | loglstar: -inf < -26.855 < inf | logz: -46.444 +/- 0.428 | dlogz: 17.034 > 0.109
iter: 1776 | bound: 15 | nc: 39 | ncall: 57287 | eff(%): 3.100 | loglstar: -inf < -26.829 < inf | logz: -46.377 +/- 0.428 | dlogz: 16.954 > 0.109
iter: 1777 | bound: 15 | nc: 39 | ncall: 57326 | eff(%): 3.100 | loglstar: -inf < -26.771 < inf | logz: -46.313 +/- 0.428 | dlogz: 16.878 > 0.109
iter: 1778 | bound: 15 | nc: 39 | ncall: 57365 | eff(%): 3.099 | loglstar: -inf < -26.668 < inf | logz: -46.248 +/- 0.429 | dlogz: 16.803 > 0.109
iter: 1779 | bound: 15 | nc: 39 | ncall: 57404 | eff(%): 3.099 | loglstar: -inf < -26.587 < inf | logz: -46.182 +/- 0.429 | dlogz: 16.729 > 0.109
iter: 1780 | bound: 15 | nc: 39 | ncall: 57443 | eff(%): 3.099 | loglstar: -inf < -26.505 < inf | logz: -46.116 +/- 0.429 | dlogz: 16.653 > 0.109
iter: 1781 | bound: 15 | nc: 39 | ncall: 57482 | eff(%): 3.098 | loglstar: -inf < -26.469 < inf | logz: -46.051 +/- 0.429 | dlogz: 16.577 > 0.109
iter: 1782 | bound: 15 | nc: 39 | ncall: 57521 | eff(%): 3.098 | loglstar: -inf < -26.390 < inf | logz: -45.987 +/- 0.429 | dlogz: 16.502 > 0.109
iter: 1783 | bound: 15 | nc: 39 | ncall: 57560 | eff(%): 3.098 | loglstar: -inf < -26.362 < inf | logz: -45.925 +/- 0.429 | dlogz: 16.428 > 0.109
iter: 1784 | bound: 15 | nc: 39 | ncall: 57599 | eff(%): 3.097 | loglstar: -inf < -26.277 < inf | logz: -45.863 +/- 0.429 | dlogz: 16.355 > 0.109
iter: 1785 | bound: 15 | nc: 39 | ncall: 57638 | eff(%): 3.097 | loglstar: -inf < -26.274 < inf | logz: -45.803 +/- 0.429 | dlogz: 16.284 > 0.109
iter: 1786 | bound: 15 | nc: 39 | ncall: 57677 | eff(%): 3.097 | loglstar: -inf < -26.251 < inf | logz: -45.746 +/- 0.429 | dlogz: 16.214 > 0.109
iter: 1787 | bound: 15 | nc: 39 | ncall: 57716 | eff(%): 3.096 | loglstar: -inf < -26.107 < inf | logz: -45.688 +/- 0.429 | dlogz: 16.147 > 0.109
iter: 1788 | bound: 15 | nc: 39 | ncall: 57755 | eff(%): 3.096 | loglstar: -inf < -26.022 < inf | logz: -45.628 +/- 0.429 | dlogz: 16.079 > 0.109
iter: 1789 | bound: 15 | nc: 39 | ncall: 57794 | eff(%): 3.095 | loglstar: -inf < -25.982 < inf | logz: -45.568 +/- 0.429 | dlogz: 16.008 > 0.109
iter: 1790 | bound: 15 | nc: 39 | ncall: 57833 | eff(%): 3.095 | loglstar: -inf < -25.969 < inf | logz: -45.510 +/- 0.429 | dlogz: 15.938 > 0.109
iter: 1791 | bound: 15 | nc: 39 | ncall: 57872 | eff(%): 3.095 | loglstar: -inf < -25.755 < inf | logz: -45.450 +/- 0.429 | dlogz: 15.871 > 0.109
iter: 1792 | bound: 15 | nc: 39 | ncall: 57911 | eff(%): 3.094 | loglstar: -inf < -25.683 < inf | logz: -45.385 +/- 0.429 | dlogz: 15.801 > 0.109
iter: 1793 | bound: 15 | nc: 39 | ncall: 57950 | eff(%): 3.094 | loglstar: -inf < -25.645 < inf | logz: -45.322 +/- 0.429 | dlogz: 15.726 > 0.109
iter: 1794 | bound: 15 | nc: 39 | ncall: 57989 | eff(%): 3.094 | loglstar: -inf < -25.357 < inf | logz: -45.252 +/- 0.430 | dlogz: 15.653 > 0.109
iter: 1795 | bound: 15 | nc: 39 | ncall: 58028 | eff(%): 3.093 | loglstar: -inf < -25.353 < inf | logz: -45.178 +/- 0.430 | dlogz: 15.573 > 0.109
iter: 1796 | bound: 15 | nc: 39 | ncall: 58067 | eff(%): 3.093 | loglstar: -inf < -25.303 < inf | logz: -45.109 +/- 0.430 | dlogz: 15.490 > 0.109
iter: 1797 | bound: 15 | nc: 39 | ncall: 58106 | eff(%): 3.093 | loglstar: -inf < -25.236 < inf | logz: -45.040 +/- 0.430 | dlogz: 15.410 > 0.109
iter: 1798 | bound: 15 | nc: 39 | ncall: 58145 | eff(%): 3.092 | loglstar: -inf < -25.232 < inf | logz: -44.975 +/- 0.430 | dlogz: 15.332 > 0.109
iter: 1799 | bound: 15 | nc: 39 | ncall: 58184 | eff(%): 3.092 | loglstar: -inf < -25.214 < inf | logz: -44.913 +/- 0.430 | dlogz: 15.256 > 0.109
iter: 1800 | bound: 15 | nc: 39 | ncall: 58223 | eff(%): 3.092 | loglstar: -inf < -25.022 < inf | logz: -44.849 +/- 0.430 | dlogz: 15.185 > 0.109
iter: 1801 | bound: 15 | nc: 39 | ncall: 58262 | eff(%): 3.091 | loglstar: -inf < -24.958 < inf | logz: -44.782 +/- 0.431 | dlogz: 15.111 > 0.109
iter: 1802 | bound: 16 | nc: 39 | ncall: 58301 | eff(%): 3.091 | loglstar: -inf < -24.739 < inf | logz: -44.711 +/- 0.431 | dlogz: 15.034 > 0.109
iter: 1803 | bound: 16 | nc: 39 | ncall: 58340 | eff(%): 3.091 | loglstar: -inf < -24.711 < inf | logz: -44.636 +/- 0.431 | dlogz: 14.952 > 0.109
iter: 1804 | bound: 16 | nc: 39 | ncall: 58379 | eff(%): 3.090 | loglstar: -inf < -24.632 < inf | logz: -44.564 +/- 0.431 | dlogz: 14.868 > 0.109
iter: 1805 | bound: 16 | nc: 39 | ncall: 58418 | eff(%): 3.090 | loglstar: -inf < -24.592 < inf | logz: -44.494 +/- 0.431 | dlogz: 14.786 > 0.109
iter: 1806 | bound: 16 | nc: 39 | ncall: 58457 | eff(%): 3.089 | loglstar: -inf < -24.544 < inf | logz: -44.426 +/- 0.431 | dlogz: 14.705 > 0.109
iter: 1807 | bound: 16 | nc: 39 | ncall: 58496 | eff(%): 3.089 | loglstar: -inf < -24.368 < inf | logz: -44.355 +/- 0.432 | dlogz: 14.627 > 0.109
iter: 1808 | bound: 16 | nc: 39 | ncall: 58535 | eff(%): 3.089 | loglstar: -inf < -24.287 < inf | logz: -44.281 +/- 0.432 | dlogz: 14.547 > 0.109
iter: 1809 | bound: 16 | nc: 39 | ncall: 58574 | eff(%): 3.088 | loglstar: -inf < -24.258 < inf | logz: -44.209 +/- 0.432 | dlogz: 14.463 > 0.109
iter: 1810 | bound: 16 | nc: 39 | ncall: 58613 | eff(%): 3.088 | loglstar: -inf < -24.248 < inf | logz: -44.142 +/- 0.432 | dlogz: 14.381 > 0.109
iter: 1811 | bound: 16 | nc: 39 | ncall: 58652 | eff(%): 3.088 | loglstar: -inf < -24.232 < inf | logz: -44.079 +/- 0.432 | dlogz: 14.304 > 0.109
iter: 1812 | bound: 16 | nc: 39 | ncall: 58691 | eff(%): 3.087 | loglstar: -inf < -24.099 < inf | logz: -44.015 +/- 0.432 | dlogz: 14.231 > 0.109
iter: 1813 | bound: 16 | nc: 39 | ncall: 58730 | eff(%): 3.087 | loglstar: -inf < -24.056 < inf | logz: -43.951 +/- 0.432 | dlogz: 14.157 > 0.109
iter: 1814 | bound: 16 | nc: 39 | ncall: 58769 | eff(%): 3.087 | loglstar: -inf < -24.047 < inf | logz: -43.889 +/- 0.432 | dlogz: 14.083 > 0.109
iter: 1815 | bound: 16 | nc: 39 | ncall: 58808 | eff(%): 3.086 | loglstar: -inf < -24.016 < inf | logz: -43.831 +/- 0.432 | dlogz: 14.011 > 0.109
iter: 1816 | bound: 16 | nc: 39 | ncall: 58847 | eff(%): 3.086 | loglstar: -inf < -23.984 < inf | logz: -43.774 +/- 0.432 | dlogz: 13.943 > 0.109
iter: 1817 | bound: 16 | nc: 39 | ncall: 58886 | eff(%): 3.086 | loglstar: -inf < -23.984 < inf | logz: -43.721 +/- 0.432 | dlogz: 13.877 > 0.109
iter: 1818 | bound: 16 | nc: 39 | ncall: 58925 | eff(%): 3.085 | loglstar: -inf < -23.919 < inf | logz: -43.668 +/- 0.432 | dlogz: 13.813 > 0.109
iter: 1819 | bound: 16 | nc: 39 | ncall: 58964 | eff(%): 3.085 | loglstar: -inf < -23.875 < inf | logz: -43.617 +/- 0.432 | dlogz: 13.751 > 0.109
iter: 1820 | bound: 16 | nc: 39 | ncall: 59003 | eff(%): 3.085 | loglstar: -inf < -23.863 < inf | logz: -43.567 +/- 0.432 | dlogz: 13.689 > 0.109
iter: 1821 | bound: 16 | nc: 39 | ncall: 59042 | eff(%): 3.084 | loglstar: -inf < -23.852 < inf | logz: -43.519 +/- 0.432 | dlogz: 13.629 > 0.109
iter: 1822 | bound: 16 | nc: 39 | ncall: 59081 | eff(%): 3.084 | loglstar: -inf < -23.825 < inf | logz: -43.473 +/- 0.432 | dlogz: 13.571 > 0.109
iter: 1823 | bound: 16 | nc: 39 | ncall: 59120 | eff(%): 3.084 | loglstar: -inf < -23.818 < inf | logz: -43.429 +/- 0.432 | dlogz: 13.516 > 0.109
iter: 1824 | bound: 16 | nc: 39 | ncall: 59159 | eff(%): 3.083 | loglstar: -inf < -23.630 < inf | logz: -43.382 +/- 0.432 | dlogz: 13.461 > 0.109
iter: 1825 | bound: 16 | nc: 39 | ncall: 59198 | eff(%): 3.083 | loglstar: -inf < -23.379 < inf | logz: -43.328 +/- 0.432 | dlogz: 13.405 > 0.109
iter: 1826 | bound: 16 | nc: 39 | ncall: 59237 | eff(%): 3.083 | loglstar: -inf < -23.349 < inf | logz: -43.270 +/- 0.432 | dlogz: 13.341 > 0.109
iter: 1827 | bound: 16 | nc: 39 | ncall: 59276 | eff(%): 3.082 | loglstar: -inf < -23.330 < inf | logz: -43.214 +/- 0.432 | dlogz: 13.272 > 0.109
iter: 1828 | bound: 16 | nc: 39 | ncall: 59315 | eff(%): 3.082 | loglstar: -inf < -23.283 < inf | logz: -43.160 +/- 0.432 | dlogz: 13.207 > 0.109
iter: 1829 | bound: 16 | nc: 39 | ncall: 59354 | eff(%): 3.082 | loglstar: -inf < -23.268 < inf | logz: -43.107 +/- 0.432 | dlogz: 13.143 > 0.109
iter: 1830 | bound: 16 | nc: 39 | ncall: 59393 | eff(%): 3.081 | loglstar: -inf < -23.200 < inf | logz: -43.056 +/- 0.432 | dlogz: 13.080 > 0.109
iter: 1831 | bound: 16 | nc: 39 | ncall: 59432 | eff(%): 3.081 | loglstar: -inf < -23.164 < inf | logz: -43.005 +/- 0.432 | dlogz: 13.019 > 0.109
iter: 1832 | bound: 17 | nc: 39 | ncall: 59471 | eff(%): 3.080 | loglstar: -inf < -23.105 < inf | logz: -42.955 +/- 0.432 | dlogz: 12.958 > 0.109
iter: 1833 | bound: 17 | nc: 39 | ncall: 59510 | eff(%): 3.080 | loglstar: -inf < -23.069 < inf | logz: -42.905 +/- 0.432 | dlogz: 12.898 > 0.109
iter: 1834 | bound: 17 | nc: 39 | ncall: 59549 | eff(%): 3.080 | loglstar: -inf < -23.065 < inf | logz: -42.858 +/- 0.432 | dlogz: 12.838 > 0.109
iter: 1835 | bound: 17 | nc: 39 | ncall: 59588 | eff(%): 3.079 | loglstar: -inf < -23.032 < inf | logz: -42.812 +/- 0.432 | dlogz: 12.781 > 0.109
iter: 1836 | bound: 17 | nc: 39 | ncall: 59627 | eff(%): 3.079 | loglstar: -inf < -23.030 < inf | logz: -42.767 +/- 0.432 | dlogz: 12.725 > 0.109
iter: 1837 | bound: 17 | nc: 39 | ncall: 59666 | eff(%): 3.079 | loglstar: -inf < -22.537 < inf | logz: -42.712 +/- 0.432 | dlogz: 12.671 > 0.109
iter: 1838 | bound: 17 | nc: 39 | ncall: 59705 | eff(%): 3.078 | loglstar: -inf < -22.522 < inf | logz: -42.648 +/- 0.433 | dlogz: 12.606 > 0.109
iter: 1839 | bound: 17 | nc: 39 | ncall: 59744 | eff(%): 3.078 | loglstar: -inf < -22.513 < inf | logz: -42.588 +/- 0.433 | dlogz: 12.532 > 0.109
iter: 1840 | bound: 17 | nc: 39 | ncall: 59783 | eff(%): 3.078 | loglstar: -inf < -22.353 < inf | logz: -42.526 +/- 0.433 | dlogz: 13.543 > 0.109
iter: 1841 | bound: 17 | nc: 39 | ncall: 59822 | eff(%): 3.077 | loglstar: -inf < -22.309 < inf | logz: -42.463 +/- 0.433 | dlogz: 13.472 > 0.109
iter: 1842 | bound: 17 | nc: 39 | ncall: 59861 | eff(%): 3.077 | loglstar: -inf < -22.295 < inf | logz: -42.403 +/- 0.433 | dlogz: 13.399 > 0.109
iter: 1843 | bound: 17 | nc: 39 | ncall: 59900 | eff(%): 3.077 | loglstar: -inf < -22.251 < inf | logz: -42.345 +/- 0.434 | dlogz: 13.328 > 0.109
iter: 1844 | bound: 17 | nc: 39 | ncall: 59939 | eff(%): 3.076 | loglstar: -inf < -22.190 < inf | logz: -42.287 +/- 0.434 | dlogz: 13.260 > 0.109
iter: 1845 | bound: 17 | nc: 39 | ncall: 59978 | eff(%): 3.076 | loglstar: -inf < -22.118 < inf | logz: -42.230 +/- 0.434 | dlogz: 13.193 > 0.109
iter: 1846 | bound: 17 | nc: 39 | ncall: 60017 | eff(%): 3.076 | loglstar: -inf < -22.032 < inf | logz: -42.172 +/- 0.434 | dlogz: 13.126 > 0.109
iter: 1847 | bound: 17 | nc: 39 | ncall: 60056 | eff(%): 3.075 | loglstar: -inf < -21.947 < inf | logz: -42.113 +/- 0.434 | dlogz: 13.058 > 0.109
iter: 1848 | bound: 17 | nc: 39 | ncall: 60095 | eff(%): 3.075 | loglstar: -inf < -21.879 < inf | logz: -42.054 +/- 0.434 | dlogz: 12.989 > 0.109
iter: 1849 | bound: 17 | nc: 39 | ncall: 60134 | eff(%): 3.075 | loglstar: -inf < -21.831 < inf | logz: -41.995 +/- 0.434 | dlogz: 12.920 > 0.109
iter: 1850 | bound: 17 | nc: 39 | ncall: 60173 | eff(%): 3.074 | loglstar: -inf < -21.714 < inf | logz: -41.936 +/- 0.434 | dlogz: 12.851 > 0.109
iter: 1851 | bound: 17 | nc: 39 | ncall: 60212 | eff(%): 3.074 | loglstar: -inf < -21.699 < inf | logz: -41.877 +/- 0.435 | dlogz: 12.782 > 0.109
iter: 1852 | bound: 17 | nc: 39 | ncall: 60251 | eff(%): 3.074 | loglstar: -inf < -21.693 < inf | logz: -41.821 +/- 0.435 | dlogz: 12.713 > 0.109
iter: 1853 | bound: 17 | nc: 39 | ncall: 60290 | eff(%): 3.073 | loglstar: -inf < -21.684 < inf | logz: -41.768 +/- 0.435 | dlogz: 12.647 > 0.109
iter: 1854 | bound: 17 | nc: 39 | ncall: 60329 | eff(%): 3.073 | loglstar: -inf < -21.680 < inf | logz: -41.718 +/- 0.435 | dlogz: 12.584 > 0.109
iter: 1855 | bound: 17 | nc: 39 | ncall: 60368 | eff(%): 3.073 | loglstar: -inf < -21.663 < inf | logz: -41.670 +/- 0.435 | dlogz: 12.524 > 0.109
iter: 1856 | bound: 17 | nc: 39 | ncall: 60407 | eff(%): 3.072 | loglstar: -inf < -21.546 < inf | logz: -41.622 +/- 0.435 | dlogz: 12.466 > 0.109
iter: 1857 | bound: 17 | nc: 39 | ncall: 60446 | eff(%): 3.072 | loglstar: -inf < -21.526 < inf | logz: -41.573 +/- 0.435 | dlogz: 12.408 > 0.109
iter: 1858 | bound: 17 | nc: 39 | ncall: 60485 | eff(%): 3.072 | loglstar: -inf < -21.459 < inf | logz: -41.526 +/- 0.435 | dlogz: 12.350 > 0.109
iter: 1859 | bound: 17 | nc: 39 | ncall: 60524 | eff(%): 3.072 | loglstar: -inf < -21.456 < inf | logz: -41.479 +/- 0.435 | dlogz: 12.292 > 0.109
iter: 1860 | bound: 17 | nc: 39 | ncall: 60563 | eff(%): 3.071 | loglstar: -inf < -21.455 < inf | logz: -41.434 +/- 0.435 | dlogz: 12.235 > 0.109
iter: 1861 | bound: 17 | nc: 39 | ncall: 60602 | eff(%): 3.071 | loglstar: -inf < -21.429 < inf | logz: -41.392 +/- 0.435 | dlogz: 12.181 > 0.109
iter: 1862 | bound: 17 | nc: 39 | ncall: 60641 | eff(%): 3.071 | loglstar: -inf < -21.389 < inf | logz: -41.350 +/- 0.435 | dlogz: 12.128 > 0.109
iter: 1863 | bound: 17 | nc: 39 | ncall: 60680 | eff(%): 3.070 | loglstar: -inf < -21.232 < inf | logz: -41.306 +/- 0.435 | dlogz: 12.076 > 0.109
iter: 1864 | bound: 17 | nc: 39 | ncall: 60719 | eff(%): 3.070 | loglstar: -inf < -21.232 < inf | logz: -41.261 +/- 0.435 | dlogz: 12.023 > 0.109
iter: 1865 | bound: 17 | nc: 39 | ncall: 60758 | eff(%): 3.070 | loglstar: -inf < -21.220 < inf | logz: -41.218 +/- 0.435 | dlogz: 11.968 > 0.109
iter: 1866 | bound: 17 | nc: 39 | ncall: 60797 | eff(%): 3.069 | loglstar: -inf < -21.188 < inf | logz: -41.177 +/- 0.435 | dlogz: 11.915 > 0.109
iter: 1867 | bound: 17 | nc: 39 | ncall: 60836 | eff(%): 3.069 | loglstar: -inf < -21.028 < inf | logz: -41.133 +/- 0.435 | dlogz: 11.864 > 0.109
iter: 1868 | bound: 17 | nc: 39 | ncall: 60875 | eff(%): 3.069 | loglstar: -inf < -20.991 < inf | logz: -41.088 +/- 0.435 | dlogz: 11.810 > 0.109
iter: 1869 | bound: 17 | nc: 39 | ncall: 60914 | eff(%): 3.068 | loglstar: -inf < -20.990 < inf | logz: -41.044 +/- 0.435 | dlogz: 11.755 > 0.109
iter: 1870 | bound: 17 | nc: 39 | ncall: 60953 | eff(%): 3.068 | loglstar: -inf < -20.975 < inf | logz: -41.002 +/- 0.435 | dlogz: 11.701 > 0.109
iter: 1871 | bound: 17 | nc: 39 | ncall: 60992 | eff(%): 3.068 | loglstar: -inf < -20.972 < inf | logz: -40.962 +/- 0.435 | dlogz: 11.649 > 0.109
iter: 1872 | bound: 17 | nc: 39 | ncall: 61031 | eff(%): 3.067 | loglstar: -inf < -20.900 < inf | logz: -40.923 +/- 0.435 | dlogz: 11.599 > 0.109
iter: 1873 | bound: 17 | nc: 39 | ncall: 61070 | eff(%): 3.067 | loglstar: -inf < -20.818 < inf | logz: -40.882 +/- 0.435 | dlogz: 11.550 > 0.109
iter: 1874 | bound: 17 | nc: 39 | ncall: 61109 | eff(%): 3.067 | loglstar: -inf < -20.789 < inf | logz: -40.841 +/- 0.435 | dlogz: 11.499 > 0.109
iter: 1875 | bound: 17 | nc: 39 | ncall: 61148 | eff(%): 3.066 | loglstar: -inf < -20.786 < inf | logz: -40.802 +/- 0.435 | dlogz: 11.448 > 0.109
iter: 1876 | bound: 17 | nc: 39 | ncall: 61187 | eff(%): 3.066 | loglstar: -inf < -20.620 < inf | logz: -40.760 +/- 0.435 | dlogz: 11.399 > 0.109
iter: 1877 | bound: 17 | nc: 39 | ncall: 61226 | eff(%): 3.066 | loglstar: -inf < -20.597 < inf | logz: -40.718 +/- 0.435 | dlogz: 11.348 > 0.109
iter: 1878 | bound: 17 | nc: 39 | ncall: 61265 | eff(%): 3.065 | loglstar: -inf < -20.571 < inf | logz: -40.676 +/- 0.435 | dlogz: 11.295 > 0.109
iter: 1879 | bound: 17 | nc: 39 | ncall: 61304 | eff(%): 3.065 | loglstar: -inf < -20.546 < inf | logz: -40.636 +/- 0.435 | dlogz: 11.244 > 0.109
iter: 1880 | bound: 17 | nc: 39 | ncall: 61343 | eff(%): 3.065 | loglstar: -inf < -20.494 < inf | logz: -40.596 +/- 0.435 | dlogz: 11.193 > 0.109
iter: 1881 | bound: 17 | nc: 39 | ncall: 61382 | eff(%): 3.064 | loglstar: -inf < -20.444 < inf | logz: -40.556 +/- 0.435 | dlogz: 11.143 > 0.109
iter: 1882 | bound: 17 | nc: 39 | ncall: 61421 | eff(%): 3.064 | loglstar: -inf < -20.425 < inf | logz: -40.516 +/- 0.435 | dlogz: 11.093 > 0.109
iter: 1883 | bound: 17 | nc: 39 | ncall: 61460 | eff(%): 3.064 | loglstar: -inf < -20.334 < inf | logz: -40.477 +/- 0.435 | dlogz: 11.044 > 0.109
iter: 1884 | bound: 17 | nc: 39 | ncall: 61499 | eff(%): 3.063 | loglstar: -inf < -20.293 < inf | logz: -40.436 +/- 0.435 | dlogz: 11.006 > 0.109
iter: 1885 | bound: 18 | nc: 39 | ncall: 61538 | eff(%): 3.063 | loglstar: -inf < -20.184 < inf | logz: -40.395 +/- 0.435 | dlogz: 10.956 > 0.109
iter: 1886 | bound: 18 | nc: 39 | ncall: 61577 | eff(%): 3.063 | loglstar: -inf < -20.178 < inf | logz: -40.353 +/- 0.435 | dlogz: 10.904 > 0.109
iter: 1887 | bound: 18 | nc: 39 | ncall: 61616 | eff(%): 3.063 | loglstar: -inf < -20.160 < inf | logz: -40.313 +/- 0.435 | dlogz: 10.853 > 0.109
iter: 1888 | bound: 18 | nc: 39 | ncall: 61655 | eff(%): 3.062 | loglstar: -inf < -20.143 < inf | logz: -40.275 +/- 0.435 | dlogz: 10.803 > 0.109
iter: 1889 | bound: 18 | nc: 39 | ncall: 61694 | eff(%): 3.062 | loglstar: -inf < -20.081 < inf | logz: -40.236 +/- 0.435 | dlogz: 10.754 > 0.109
iter: 1890 | bound: 18 | nc: 39 | ncall: 61733 | eff(%): 3.062 | loglstar: -inf < -20.057 < inf | logz: -40.198 +/- 0.435 | dlogz: 10.706 > 0.109
iter: 1891 | bound: 18 | nc: 39 | ncall: 61772 | eff(%): 3.061 | loglstar: -inf < -20.001 < inf | logz: -40.160 +/- 0.435 | dlogz: 10.658 > 0.109
iter: 1892 | bound: 18 | nc: 39 | ncall: 61811 | eff(%): 3.061 | loglstar: -inf < -19.867 < inf | logz: -40.121 +/- 0.435 | dlogz: 10.610 > 0.109
iter: 1893 | bound: 18 | nc: 39 | ncall: 61850 | eff(%): 3.061 | loglstar: -inf < -19.820 < inf | logz: -40.079 +/- 0.436 | dlogz: 10.560 > 0.109
iter: 1894 | bound: 18 | nc: 39 | ncall: 61889 | eff(%): 3.060 | loglstar: -inf < -19.790 < inf | logz: -40.039 +/- 0.436 | dlogz: 10.509 > 0.109
iter: 1895 | bound: 18 | nc: 39 | ncall: 61928 | eff(%): 3.060 | loglstar: -inf < -19.789 < inf | logz: -39.999 +/- 0.436 | dlogz: 10.459 > 0.109
iter: 1896 | bound: 18 | nc: 39 | ncall: 61967 | eff(%): 3.060 | loglstar: -inf < -19.789 < inf | logz: -39.962 +/- 0.436 | dlogz: 10.409 > 0.109
iter: 1897 | bound: 18 | nc: 39 | ncall: 62006 | eff(%): 3.059 | loglstar: -inf < -19.724 < inf | logz: -39.925 +/- 0.436 | dlogz: 10.362 > 0.109
iter: 1898 | bound: 18 | nc: 39 | ncall: 62045 | eff(%): 3.059 | loglstar: -inf < -19.601 < inf | logz: -39.886 +/- 0.436 | dlogz: 10.315 > 0.109
iter: 1899 | bound: 18 | nc: 39 | ncall: 62084 | eff(%): 3.059 | loglstar: -inf < -19.574 < inf | logz: -39.846 +/- 0.436 | dlogz: 10.266 > 0.109
iter: 1900 | bound: 18 | nc: 39 | ncall: 62123 | eff(%): 3.058 | loglstar: -inf < -19.561 < inf | logz: -39.808 +/- 0.436 | dlogz: 10.216 > 0.109
iter: 1901 | bound: 18 | nc: 39 | ncall: 62162 | eff(%): 3.058 | loglstar: -inf < -19.527 < inf | logz: -39.770 +/- 0.436 | dlogz: 10.168 > 0.109
iter: 1902 | bound: 18 | nc: 39 | ncall: 62201 | eff(%): 3.058 | loglstar: -inf < -19.364 < inf | logz: -39.730 +/- 0.436 | dlogz: 10.120 > 0.109
iter: 1903 | bound: 18 | nc: 39 | ncall: 62240 | eff(%): 3.058 | loglstar: -inf < -19.311 < inf | logz: -39.688 +/- 0.436 | dlogz: 10.070 > 0.109
iter: 1904 | bound: 18 | nc: 39 | ncall: 62279 | eff(%): 3.057 | loglstar: -inf < -19.285 < inf | logz: -39.647 +/- 0.436 | dlogz: 10.019 > 0.109
iter: 1905 | bound: 18 | nc: 39 | ncall: 62318 | eff(%): 3.057 | loglstar: -inf < -19.233 < inf | logz: -39.606 +/- 0.436 | dlogz: 9.967 > 0.109
iter: 1906 | bound: 18 | nc: 39 | ncall: 62357 | eff(%): 3.057 | loglstar: -inf < -19.229 < inf | logz: -39.566 +/- 0.436 | dlogz: 9.916 > 0.109
iter: 1907 | bound: 18 | nc: 39 | ncall: 62396 | eff(%): 3.056 | loglstar: -inf < -19.191 < inf | logz: -39.527 +/- 0.437 | dlogz: 9.866 > 0.109
iter: 1908 | bound: 18 | nc: 39 | ncall: 62435 | eff(%): 3.056 | loglstar: -inf < -19.190 < inf | logz: -39.489 +/- 0.437 | dlogz: 9.818 > 0.109
iter: 1909 | bound: 18 | nc: 39 | ncall: 62474 | eff(%): 3.056 | loglstar: -inf < -19.183 < inf | logz: -39.453 +/- 0.437 | dlogz: 9.770 > 0.109
iter: 1910 | bound: 18 | nc: 39 | ncall: 62513 | eff(%): 3.055 | loglstar: -inf < -19.132 < inf | logz: -39.417 +/- 0.437 | dlogz: 9.724 > 0.109
iter: 1911 | bound: 18 | nc: 39 | ncall: 62552 | eff(%): 3.055 | loglstar: -inf < -19.121 < inf | logz: -39.382 +/- 0.437 | dlogz: 10.138 > 0.109
iter: 1912 | bound: 18 | nc: 39 | ncall: 62591 | eff(%): 3.055 | loglstar: -inf < -19.065 < inf | logz: -39.348 +/- 0.437 | dlogz: 10.093 > 0.109
iter: 1913 | bound: 18 | nc: 39 | ncall: 62630 | eff(%): 3.054 | loglstar: -inf < -19.054 < inf | logz: -39.313 +/- 0.437 | dlogz: 10.048 > 0.109
iter: 1914 | bound: 18 | nc: 39 | ncall: 62669 | eff(%): 3.054 | loglstar: -inf < -19.044 < inf | logz: -39.280 +/- 0.437 | dlogz: 10.004 > 0.109
iter: 1915 | bound: 18 | nc: 39 | ncall: 62708 | eff(%): 3.054 | loglstar: -inf < -19.044 < inf | logz: -39.248 +/- 0.437 | dlogz: 9.961 > 0.109
iter: 1916 | bound: 18 | nc: 39 | ncall: 62747 | eff(%): 3.054 | loglstar: -inf < -19.031 < inf | logz: -39.217 +/- 0.437 | dlogz: 9.919 > 0.109
iter: 1917 | bound: 18 | nc: 39 | ncall: 62786 | eff(%): 3.053 | loglstar: -inf < -18.990 < inf | logz: -39.187 +/- 0.437 | dlogz: 9.878 > 0.109
iter: 1918 | bound: 18 | nc: 39 | ncall: 62825 | eff(%): 3.053 | loglstar: -inf < -18.959 < inf | logz: -39.156 +/- 0.437 | dlogz: 9.838 > 0.109
iter: 1919 | bound: 18 | nc: 39 | ncall: 62864 | eff(%): 3.053 | loglstar: -inf < -18.900 < inf | logz: -39.126 +/- 0.437 | dlogz: 9.797 > 0.109
iter: 1920 | bound: 18 | nc: 39 | ncall: 62903 | eff(%): 3.052 | loglstar: -inf < -18.863 < inf | logz: -39.095 +/- 0.437 | dlogz: 9.757 > 0.109
iter: 1921 | bound: 18 | nc: 39 | ncall: 62942 | eff(%): 3.052 | loglstar: -inf < -18.833 < inf | logz: -39.065 +/- 0.437 | dlogz: 9.716 > 0.109
iter: 1922 | bound: 18 | nc: 39 | ncall: 62981 | eff(%): 3.052 | loglstar: -inf < -18.829 < inf | logz: -39.035 +/- 0.437 | dlogz: 9.676 > 0.109
iter: 1923 | bound: 18 | nc: 39 | ncall: 63020 | eff(%): 3.051 | loglstar: -inf < -18.750 < inf | logz: -39.005 +/- 0.437 | dlogz: 9.636 > 0.109
iter: 1924 | bound: 18 | nc: 39 | ncall: 63059 | eff(%): 3.051 | loglstar: -inf < -18.685 < inf | logz: -38.974 +/- 0.437 | dlogz: 9.596 > 0.109
iter: 1925 | bound: 18 | nc: 39 | ncall: 63098 | eff(%): 3.051 | loglstar: -inf < -18.680 < inf | logz: -38.944 +/- 0.437 | dlogz: 9.555 > 0.109
iter: 1926 | bound: 18 | nc: 39 | ncall: 63137 | eff(%): 3.051 | loglstar: -inf < -18.654 < inf | logz: -38.914 +/- 0.437 | dlogz: 9.515 > 0.109
iter: 1927 | bound: 18 | nc: 39 | ncall: 63176 | eff(%): 3.050 | loglstar: -inf < -18.649 < inf | logz: -38.885 +/- 0.437 | dlogz: 9.475 > 0.109
iter: 1928 | bound: 18 | nc: 39 | ncall: 63215 | eff(%): 3.050 | loglstar: -inf < -18.595 < inf | logz: -38.856 +/- 0.437 | dlogz: 9.436 > 0.109
iter: 1929 | bound: 18 | nc: 39 | ncall: 63254 | eff(%): 3.050 | loglstar: -inf < -18.541 < inf | logz: -38.826 +/- 0.437 | dlogz: 9.397 > 0.109
iter: 1930 | bound: 18 | nc: 39 | ncall: 63293 | eff(%): 3.049 | loglstar: -inf < -18.531 < inf | logz: -38.797 +/- 0.437 | dlogz: 9.358 > 0.109
iter: 1931 | bound: 18 | nc: 39 | ncall: 63332 | eff(%): 3.049 | loglstar: -inf < -18.509 < inf | logz: -38.769 +/- 0.437 | dlogz: 9.319 > 0.109
iter: 1932 | bound: 18 | nc: 39 | ncall: 63371 | eff(%): 3.049 | loglstar: -inf < -18.478 < inf | logz: -38.741 +/- 0.437 | dlogz: 9.280 > 0.109
iter: 1933 | bound: 18 | nc: 39 | ncall: 63410 | eff(%): 3.048 | loglstar: -inf < -18.472 < inf | logz: -38.713 +/- 0.437 | dlogz: 9.242 > 0.109
iter: 1934 | bound: 18 | nc: 39 | ncall: 63449 | eff(%): 3.048 | loglstar: -inf < -18.434 < inf | logz: -38.686 +/- 0.437 | dlogz: 9.205 > 0.109
iter: 1935 | bound: 18 | nc: 39 | ncall: 63488 | eff(%): 3.048 | loglstar: -inf < -18.414 < inf | logz: -38.659 +/- 0.437 | dlogz: 9.168 > 0.109
iter: 1936 | bound: 18 | nc: 39 | ncall: 63527 | eff(%): 3.048 | loglstar: -inf < -18.375 < inf | logz: -38.632 +/- 0.437 | dlogz: 9.131 > 0.109
iter: 1937 | bound: 18 | nc: 39 | ncall: 63566 | eff(%): 3.047 | loglstar: -inf < -18.353 < inf | logz: -38.606 +/- 0.437 | dlogz: 9.094 > 0.109
iter: 1938 | bound: 18 | nc: 39 | ncall: 63605 | eff(%): 3.047 | loglstar: -inf < -18.335 < inf | logz: -38.579 +/- 0.437 | dlogz: 9.057 > 0.109
iter: 1939 | bound: 18 | nc: 39 | ncall: 63644 | eff(%): 3.047 | loglstar: -inf < -18.314 < inf | logz: -38.554 +/- 0.437 | dlogz: 9.021 > 0.109
iter: 1940 | bound: 18 | nc: 39 | ncall: 63683 | eff(%): 3.046 | loglstar: -inf < -18.286 < inf | logz: -38.528 +/- 0.437 | dlogz: 8.986 > 0.109
iter: 1941 | bound: 18 | nc: 39 | ncall: 63722 | eff(%): 3.046 | loglstar: -inf < -18.280 < inf | logz: -38.503 +/- 0.437 | dlogz: 8.950 > 0.109
iter: 1942 | bound: 18 | nc: 39 | ncall: 63761 | eff(%): 3.046 | loglstar: -inf < -18.280 < inf | logz: -38.479 +/- 0.437 | dlogz: 8.915 > 0.109
iter: 1943 | bound: 18 | nc: 39 | ncall: 63800 | eff(%): 3.045 | loglstar: -inf < -18.255 < inf | logz: -38.455 +/- 0.437 | dlogz: 8.881 > 0.109
iter: 1944 | bound: 18 | nc: 39 | ncall: 63839 | eff(%): 3.045 | loglstar: -inf < -18.246 < inf | logz: -38.432 +/- 0.437 | dlogz: 8.847 > 0.109
iter: 1945 | bound: 18 | nc: 39 | ncall: 63878 | eff(%): 3.045 | loglstar: -inf < -18.190 < inf | logz: -38.409 +/- 0.437 | dlogz: 8.814 > 0.109
iter: 1946 | bound: 18 | nc: 39 | ncall: 63917 | eff(%): 3.045 | loglstar: -inf < -18.189 < inf | logz: -38.385 +/- 0.437 | dlogz: 8.781 > 0.109
iter: 1947 | bound: 18 | nc: 39 | ncall: 63956 | eff(%): 3.044 | loglstar: -inf < -18.113 < inf | logz: -38.362 +/- 0.437 | dlogz: 8.748 > 0.109
iter: 1948 | bound: 18 | nc: 39 | ncall: 63995 | eff(%): 3.044 | loglstar: -inf < -17.956 < inf | logz: -38.337 +/- 0.437 | dlogz: 8.715 > 0.109
iter: 1949 | bound: 18 | nc: 39 | ncall: 64034 | eff(%): 3.044 | loglstar: -inf < -17.952 < inf | logz: -38.310 +/- 0.437 | dlogz: 8.679 > 0.109
iter: 1950 | bound: 18 | nc: 39 | ncall: 64073 | eff(%): 3.043 | loglstar: -inf < -17.927 < inf | logz: -38.284 +/- 0.437 | dlogz: 8.643 > 0.109
iter: 1951 | bound: 18 | nc: 39 | ncall: 64112 | eff(%): 3.043 | loglstar: -inf < -17.912 < inf | logz: -38.259 +/- 0.437 | dlogz: 8.607 > 0.109
iter: 1952 | bound: 18 | nc: 39 | ncall: 64151 | eff(%): 3.043 | loglstar: -inf < -17.895 < inf | logz: -38.234 +/- 0.437 | dlogz: 8.571 > 0.109
iter: 1953 | bound: 19 | nc: 39 | ncall: 64190 | eff(%): 3.043 | loglstar: -inf < -17.867 < inf | logz: -38.209 +/- 0.437 | dlogz: 8.537 > 0.109
iter: 1954 | bound: 19 | nc: 39 | ncall: 64229 | eff(%): 3.042 | loglstar: -inf < -17.813 < inf | logz: -38.184 +/- 0.437 | dlogz: 8.502 > 0.109
iter: 1955 | bound: 19 | nc: 39 | ncall: 64268 | eff(%): 3.042 | loglstar: -inf < -17.712 < inf | logz: -38.158 +/- 0.437 | dlogz: 8.467 > 0.109
iter: 1956 | bound: 19 | nc: 39 | ncall: 64307 | eff(%): 3.042 | loglstar: -inf < -17.594 < inf | logz: -38.130 +/- 0.437 | dlogz: 8.431 > 0.109
iter: 1957 | bound: 19 | nc: 39 | ncall: 64346 | eff(%): 3.041 | loglstar: -inf < -17.592 < inf | logz: -38.102 +/- 0.438 | dlogz: 8.393 > 0.109
iter: 1958 | bound: 19 | nc: 39 | ncall: 64385 | eff(%): 3.041 | loglstar: -inf < -17.552 < inf | logz: -38.074 +/- 0.438 | dlogz: 8.355 > 0.109
iter: 1959 | bound: 19 | nc: 39 | ncall: 64424 | eff(%): 3.041 | loglstar: -inf < -17.503 < inf | logz: -38.046 +/- 0.438 | dlogz: 8.317 > 0.109
iter: 1960 | bound: 19 | nc: 39 | ncall: 64463 | eff(%): 3.041 | loglstar: -inf < -17.450 < inf | logz: -38.017 +/- 0.438 | dlogz: 8.279 > 0.109
iter: 1961 | bound: 19 | nc: 39 | ncall: 64502 | eff(%): 3.040 | loglstar: -inf < -17.392 < inf | logz: -37.988 +/- 0.438 | dlogz: 8.240 > 0.109
iter: 1962 | bound: 19 | nc: 39 | ncall: 64541 | eff(%): 3.040 | loglstar: -inf < -17.369 < inf | logz: -37.959 +/- 0.438 | dlogz: 8.201 > 0.109
iter: 1963 | bound: 19 | nc: 39 | ncall: 64580 | eff(%): 3.040 | loglstar: -inf < -17.324 < inf | logz: -37.930 +/- 0.438 | dlogz: 8.162 > 0.109
iter: 1964 | bound: 19 | nc: 39 | ncall: 64619 | eff(%): 3.039 | loglstar: -inf < -17.321 < inf | logz: -37.901 +/- 0.438 | dlogz: 8.123 > 0.109
iter: 1965 | bound: 19 | nc: 39 | ncall: 64658 | eff(%): 3.039 | loglstar: -inf < -17.306 < inf | logz: -37.874 +/- 0.438 | dlogz: 8.085 > 0.109
iter: 1966 | bound: 19 | nc: 39 | ncall: 64697 | eff(%): 3.039 | loglstar: -inf < -17.284 < inf | logz: -37.847 +/- 0.438 | dlogz: 8.047 > 0.109
iter: 1967 | bound: 19 | nc: 39 | ncall: 64736 | eff(%): 3.038 | loglstar: -inf < -17.258 < inf | logz: -37.820 +/- 0.438 | dlogz: 8.010 > 0.109
iter: 1968 | bound: 19 | nc: 39 | ncall: 64775 | eff(%): 3.038 | loglstar: -inf < -17.253 < inf | logz: -37.794 +/- 0.438 | dlogz: 7.973 > 0.109
iter: 1969 | bound: 19 | nc: 39 | ncall: 64814 | eff(%): 3.038 | loglstar: -inf < -17.244 < inf | logz: -37.768 +/- 0.438 | dlogz: 7.937 > 0.109
iter: 1970 | bound: 19 | nc: 39 | ncall: 64853 | eff(%): 3.038 | loglstar: -inf < -17.236 < inf | logz: -37.743 +/- 0.439 | dlogz: 7.902 > 0.109
iter: 1971 | bound: 19 | nc: 39 | ncall: 64892 | eff(%): 3.037 | loglstar: -inf < -17.198 < inf | logz: -37.719 +/- 0.439 | dlogz: 7.867 > 0.109
iter: 1972 | bound: 19 | nc: 39 | ncall: 64931 | eff(%): 3.037 | loglstar: -inf < -17.197 < inf | logz: -37.694 +/- 0.439 | dlogz: 7.832 > 0.109
iter: 1973 | bound: 19 | nc: 39 | ncall: 64970 | eff(%): 3.037 | loglstar: -inf < -17.156 < inf | logz: -37.670 +/- 0.439 | dlogz: 7.798 > 0.109
iter: 1974 | bound: 19 | nc: 39 | ncall: 65009 | eff(%): 3.037 | loglstar: -inf < -17.093 < inf | logz: -37.646 +/- 0.439 | dlogz: 7.764 > 0.109
iter: 1975 | bound: 19 | nc: 39 | ncall: 65048 | eff(%): 3.036 | loglstar: -inf < -17.061 < inf | logz: -37.621 +/- 0.439 | dlogz: 7.730 > 0.109
iter: 1976 | bound: 19 | nc: 39 | ncall: 65087 | eff(%): 3.036 | loglstar: -inf < -17.022 < inf | logz: -37.597 +/- 0.439 | dlogz: 7.696 > 0.109
iter: 1977 | bound: 19 | nc: 39 | ncall: 65126 | eff(%): 3.036 | loglstar: -inf < -17.020 < inf | logz: -37.572 +/- 0.439 | dlogz: 7.661 > 0.109
iter: 1978 | bound: 19 | nc: 39 | ncall: 65165 | eff(%): 3.035 | loglstar: -inf < -17.017 < inf | logz: -37.549 +/- 0.439 | dlogz: 7.627 > 0.109
iter: 1979 | bound: 19 | nc: 39 | ncall: 65204 | eff(%): 3.035 | loglstar: -inf < -17.002 < inf | logz: -37.526 +/- 0.439 | dlogz: 7.593 > 0.109
iter: 1980 | bound: 19 | nc: 39 | ncall: 65243 | eff(%): 3.035 | loglstar: -inf < -17.001 < inf | logz: -37.503 +/- 0.439 | dlogz: 7.560 > 0.109
iter: 1981 | bound: 19 | nc: 39 | ncall: 65282 | eff(%): 3.035 | loglstar: -inf < -16.949 < inf | logz: -37.481 +/- 0.439 | dlogz: 9.124 > 0.109
iter: 1982 | bound: 19 | nc: 39 | ncall: 65321 | eff(%): 3.034 | loglstar: -inf < -16.843 < inf | logz: -37.458 +/- 0.439 | dlogz: 9.091 > 0.109
iter: 1983 | bound: 19 | nc: 39 | ncall: 65360 | eff(%): 3.034 | loglstar: -inf < -16.818 < inf | logz: -37.434 +/- 0.439 | dlogz: 9.058 > 0.109
iter: 1984 | bound: 19 | nc: 39 | ncall: 65399 | eff(%): 3.034 | loglstar: -inf < -16.809 < inf | logz: -37.410 +/- 0.439 | dlogz: 9.024 > 0.109
iter: 1985 | bound: 19 | nc: 39 | ncall: 65438 | eff(%): 3.033 | loglstar: -inf < -16.766 < inf | logz: -37.386 +/- 0.439 | dlogz: 8.990 > 0.109
iter: 1986 | bound: 19 | nc: 39 | ncall: 65477 | eff(%): 3.033 | loglstar: -inf < -16.613 < inf | logz: -37.361 +/- 0.439 | dlogz: 8.957 > 0.109
iter: 1987 | bound: 19 | nc: 39 | ncall: 65516 | eff(%): 3.033 | loglstar: -inf < -16.596 < inf | logz: -37.335 +/- 0.439 | dlogz: 8.922 > 0.109
iter: 1988 | bound: 19 | nc: 39 | ncall: 65555 | eff(%): 3.033 | loglstar: -inf < -16.593 < inf | logz: -37.309 +/- 0.439 | dlogz: 8.885 > 0.109
iter: 1989 | bound: 19 | nc: 39 | ncall: 65594 | eff(%): 3.032 | loglstar: -inf < -16.586 < inf | logz: -37.284 +/- 0.440 | dlogz: 8.850 > 0.109
iter: 1990 | bound: 19 | nc: 39 | ncall: 65633 | eff(%): 3.032 | loglstar: -inf < -16.580 < inf | logz: -37.260 +/- 0.440 | dlogz: 8.815 > 0.109
iter: 1991 | bound: 19 | nc: 39 | ncall: 65672 | eff(%): 3.032 | loglstar: -inf < -16.529 < inf | logz: -37.236 +/- 0.440 | dlogz: 8.781 > 0.109
iter: 1992 | bound: 19 | nc: 39 | ncall: 65711 | eff(%): 3.031 | loglstar: -inf < -16.379 < inf | logz: -37.210 +/- 0.440 | dlogz: 8.747 > 0.109
iter: 1993 | bound: 19 | nc: 39 | ncall: 65750 | eff(%): 3.031 | loglstar: -inf < -16.378 < inf | logz: -37.183 +/- 0.440 | dlogz: 8.711 > 0.109
iter: 1994 | bound: 19 | nc: 39 | ncall: 65789 | eff(%): 3.031 | loglstar: -inf < -16.360 < inf | logz: -37.157 +/- 0.440 | dlogz: 8.674 > 0.109
iter: 1995 | bound: 19 | nc: 39 | ncall: 65828 | eff(%): 3.031 | loglstar: -inf < -16.353 < inf | logz: -37.132 +/- 0.440 | dlogz: 8.638 > 0.109
iter: 1996 | bound: 19 | nc: 39 | ncall: 65867 | eff(%): 3.030 | loglstar: -inf < -16.336 < inf | logz: -37.107 +/- 0.440 | dlogz: 8.603 > 0.109
iter: 1997 | bound: 19 | nc: 39 | ncall: 65906 | eff(%): 3.030 | loglstar: -inf < -16.329 < inf | logz: -37.083 +/- 0.440 | dlogz: 8.568 > 0.109
iter: 1998 | bound: 19 | nc: 39 | ncall: 65945 | eff(%): 3.030 | loglstar: -inf < -16.298 < inf | logz: -37.059 +/- 0.440 | dlogz: 8.534 > 0.109
iter: 1999 | bound: 19 | nc: 39 | ncall: 65984 | eff(%): 3.030 | loglstar: -inf < -16.260 < inf | logz: -37.035 +/- 0.440 | dlogz: 8.500 > 0.109
iter: 2000 | bound: 19 | nc: 39 | ncall: 66023 | eff(%): 3.029 | loglstar: -inf < -16.243 < inf | logz: -37.011 +/- 0.440 | dlogz: 8.466 > 0.109
iter: 2001 | bound: 20 | nc: 39 | ncall: 66062 | eff(%): 3.029 | loglstar: -inf < -16.242 < inf | logz: -36.988 +/- 0.440 | dlogz: 8.432 > 0.109
iter: 2002 | bound: 20 | nc: 39 | ncall: 66101 | eff(%): 3.029 | loglstar: -inf < -16.238 < inf | logz: -36.965 +/- 0.441 | dlogz: 8.399 > 0.109
iter: 2003 | bound: 20 | nc: 39 | ncall: 66140 | eff(%): 3.028 | loglstar: -inf < -16.185 < inf | logz: -36.943 +/- 0.441 | dlogz: 9.192 > 0.109
iter: 2004 | bound: 20 | nc: 39 | ncall: 66179 | eff(%): 3.028 | loglstar: -inf < -16.111 < inf | logz: -36.919 +/- 0.441 | dlogz: 9.159 > 0.109
iter: 2005 | bound: 20 | nc: 39 | ncall: 66218 | eff(%): 3.028 | loglstar: -inf < -16.109 < inf | logz: -36.896 +/- 0.441 | dlogz: 9.126 > 0.109
iter: 2006 | bound: 20 | nc: 39 | ncall: 66257 | eff(%): 3.028 | loglstar: -inf < -16.090 < inf | logz: -36.873 +/- 0.441 | dlogz: 9.093 > 0.109
iter: 2007 | bound: 20 | nc: 39 | ncall: 66296 | eff(%): 3.027 | loglstar: -inf < -16.077 < inf | logz: -36.851 +/- 0.441 | dlogz: 9.060 > 0.109
iter: 2008 | bound: 20 | nc: 39 | ncall: 66335 | eff(%): 3.027 | loglstar: -inf < -15.900 < inf | logz: -36.827 +/- 0.441 | dlogz: 9.028 > 0.109
iter: 2009 | bound: 20 | nc: 39 | ncall: 66374 | eff(%): 3.027 | loglstar: -inf < -15.876 < inf | logz: -36.802 +/- 0.441 | dlogz: 8.994 > 0.109
iter: 2010 | bound: 20 | nc: 39 | ncall: 66413 | eff(%): 3.027 | loglstar: -inf < -15.816 < inf | logz: -36.776 +/- 0.441 | dlogz: 8.959 > 0.109
iter: 2011 | bound: 20 | nc: 39 | ncall: 66452 | eff(%): 3.026 | loglstar: -inf < -15.799 < inf | logz: -36.750 +/- 0.441 | dlogz: 8.923 > 0.109
iter: 2012 | bound: 20 | nc: 39 | ncall: 66491 | eff(%): 3.026 | loglstar: -inf < -15.790 < inf | logz: -36.725 +/- 0.441 | dlogz: 8.887 > 0.109
iter: 2013 | bound: 20 | nc: 39 | ncall: 66530 | eff(%): 3.026 | loglstar: -inf < -15.780 < inf | logz: -36.701 +/- 0.441 | dlogz: 8.852 > 0.109
iter: 2014 | bound: 20 | nc: 39 | ncall: 66569 | eff(%): 3.025 | loglstar: -inf < -15.718 < inf | logz: -36.676 +/- 0.442 | dlogz: 8.818 > 0.109
iter: 2015 | bound: 20 | nc: 39 | ncall: 66608 | eff(%): 3.025 | loglstar: -inf < -15.684 < inf | logz: -36.651 +/- 0.442 | dlogz: 10.081 > 0.109
iter: 2016 | bound: 20 | nc: 39 | ncall: 66647 | eff(%): 3.025 | loglstar: -inf < -15.655 < inf | logz: -36.627 +/- 0.442 | dlogz: 10.046 > 0.109
iter: 2017 | bound: 20 | nc: 39 | ncall: 66686 | eff(%): 3.025 | loglstar: -inf < -15.587 < inf | logz: -36.602 +/- 0.442 | dlogz: 10.011 > 0.109
iter: 2018 | bound: 20 | nc: 39 | ncall: 66725 | eff(%): 3.024 | loglstar: -inf < -15.555 < inf | logz: -36.576 +/- 0.442 | dlogz: 9.976 > 0.109
iter: 2019 | bound: 20 | nc: 39 | ncall: 66764 | eff(%): 3.024 | loglstar: -inf < -15.549 < inf | logz: -36.551 +/- 0.442 | dlogz: 9.941 > 0.109
iter: 2020 | bound: 20 | nc: 39 | ncall: 66803 | eff(%): 3.024 | loglstar: -inf < -15.515 < inf | logz: -36.526 +/- 0.442 | dlogz: 9.906 > 0.109
iter: 2021 | bound: 20 | nc: 39 | ncall: 66842 | eff(%): 3.024 | loglstar: -inf < -15.513 < inf | logz: -36.502 +/- 0.442 | dlogz: 9.871 > 0.109
iter: 2022 | bound: 20 | nc: 39 | ncall: 66881 | eff(%): 3.023 | loglstar: -inf < -15.485 < inf | logz: -36.478 +/- 0.442 | dlogz: 9.837 > 0.109
iter: 2023 | bound: 20 | nc: 39 | ncall: 66920 | eff(%): 3.023 | loglstar: -inf < -15.443 < inf | logz: -36.454 +/- 0.442 | dlogz: 9.803 > 0.109
iter: 2024 | bound: 20 | nc: 39 | ncall: 66959 | eff(%): 3.023 | loglstar: -inf < -15.431 < inf | logz: -36.431 +/- 0.442 | dlogz: 9.769 > 0.109
iter: 2025 | bound: 20 | nc: 39 | ncall: 66998 | eff(%): 3.022 | loglstar: -inf < -15.429 < inf | logz: -36.408 +/- 0.443 | dlogz: 9.736 > 0.109
iter: 2026 | bound: 20 | nc: 39 | ncall: 67037 | eff(%): 3.022 | loglstar: -inf < -15.420 < inf | logz: -36.385 +/- 0.443 | dlogz: 9.703 > 0.109
iter: 2027 | bound: 20 | nc: 39 | ncall: 67076 | eff(%): 3.022 | loglstar: -inf < -15.327 < inf | logz: -36.362 +/- 0.443 | dlogz: 9.670 > 0.109
iter: 2028 | bound: 20 | nc: 39 | ncall: 67115 | eff(%): 3.022 | loglstar: -inf < -15.324 < inf | logz: -36.339 +/- 0.443 | dlogz: 9.638 > 0.109
iter: 2029 | bound: 20 | nc: 39 | ncall: 67154 | eff(%): 3.021 | loglstar: -inf < -15.283 < inf | logz: -36.316 +/- 0.443 | dlogz: 9.604 > 0.109
iter: 2030 | bound: 20 | nc: 39 | ncall: 67193 | eff(%): 3.021 | loglstar: -inf < -15.267 < inf | logz: -36.293 +/- 0.443 | dlogz: 9.571 > 0.109
iter: 2031 | bound: 20 | nc: 39 | ncall: 67232 | eff(%): 3.021 | loglstar: -inf < -15.256 < inf | logz: -36.271 +/- 0.443 | dlogz: 9.539 > 0.109
iter: 2032 | bound: 20 | nc: 39 | ncall: 67271 | eff(%): 3.021 | loglstar: -inf < -15.250 < inf | logz: -36.249 +/- 0.443 | dlogz: 9.506 > 0.109
iter: 2033 | bound: 20 | nc: 39 | ncall: 67310 | eff(%): 3.020 | loglstar: -inf < -15.247 < inf | logz: -36.227 +/- 0.443 | dlogz: 9.474 > 0.109
iter: 2034 | bound: 20 | nc: 39 | ncall: 67349 | eff(%): 3.020 | loglstar: -inf < -15.229 < inf | logz: -36.207 +/- 0.443 | dlogz: 9.443 > 0.109
iter: 2035 | bound: 21 | nc: 39 | ncall: 67388 | eff(%): 3.020 | loglstar: -inf < -15.158 < inf | logz: -36.185 +/- 0.443 | dlogz: 9.412 > 0.109
iter: 2036 | bound: 21 | nc: 39 | ncall: 67427 | eff(%): 3.020 | loglstar: -inf < -15.135 < inf | logz: -36.164 +/- 0.443 | dlogz: 9.381 > 0.109
iter: 2037 | bound: 21 | nc: 39 | ncall: 67466 | eff(%): 3.019 | loglstar: -inf < -15.124 < inf | logz: -36.143 +/- 0.443 | dlogz: 9.350 > 0.109
iter: 2038 | bound: 21 | nc: 39 | ncall: 67505 | eff(%): 3.019 | loglstar: -inf < -15.079 < inf | logz: -36.121 +/- 0.443 | dlogz: 9.318 > 0.109
iter: 2039 | bound: 21 | nc: 39 | ncall: 67544 | eff(%): 3.019 | loglstar: -inf < -15.067 < inf | logz: -36.100 +/- 0.443 | dlogz: 9.287 > 0.109
iter: 2040 | bound: 21 | nc: 39 | ncall: 67583 | eff(%): 3.019 | loglstar: -inf < -15.065 < inf | logz: -36.080 +/- 0.443 | dlogz: 9.256 > 0.109
iter: 2041 | bound: 21 | nc: 39 | ncall: 67622 | eff(%): 3.018 | loglstar: -inf < -15.001 < inf | logz: -36.059 +/- 0.444 | dlogz: 9.226 > 0.109
iter: 2042 | bound: 21 | nc: 39 | ncall: 67661 | eff(%): 3.018 | loglstar: -inf < -15.000 < inf | logz: -36.038 +/- 0.444 | dlogz: 9.195 > 0.109
iter: 2043 | bound: 21 | nc: 39 | ncall: 67700 | eff(%): 3.018 | loglstar: -inf < -14.998 < inf | logz: -36.018 +/- 0.444 | dlogz: 9.165 > 0.109
iter: 2044 | bound: 21 | nc: 39 | ncall: 67739 | eff(%): 3.017 | loglstar: -inf < -14.967 < inf | logz: -35.998 +/- 0.444 | dlogz: 9.134 > 0.109
iter: 2045 | bound: 21 | nc: 39 | ncall: 67778 | eff(%): 3.017 | loglstar: -inf < -14.936 < inf | logz: -35.979 +/- 0.444 | dlogz: 9.105 > 0.109
iter: 2046 | bound: 21 | nc: 39 | ncall: 67817 | eff(%): 3.017 | loglstar: -inf < -14.918 < inf | logz: -35.959 +/- 0.444 | dlogz: 9.075 > 0.109
iter: 2047 | bound: 21 | nc: 39 | ncall: 67856 | eff(%): 3.017 | loglstar: -inf < -14.912 < inf | logz: -35.939 +/- 0.444 | dlogz: 9.045 > 0.109
iter: 2048 | bound: 21 | nc: 39 | ncall: 67895 | eff(%): 3.016 | loglstar: -inf < -14.901 < inf | logz: -35.920 +/- 0.444 | dlogz: 9.016 > 0.109
iter: 2049 | bound: 21 | nc: 39 | ncall: 67934 | eff(%): 3.016 | loglstar: -inf < -14.856 < inf | logz: -35.901 +/- 0.444 | dlogz: 8.987 > 0.109
iter: 2050 | bound: 21 | nc: 39 | ncall: 67973 | eff(%): 3.016 | loglstar: -inf < -14.782 < inf | logz: -35.882 +/- 0.444 | dlogz: 9.674 > 0.109
iter: 2051 | bound: 21 | nc: 39 | ncall: 68012 | eff(%): 3.016 | loglstar: -inf < -14.708 < inf | logz: -35.861 +/- 0.444 | dlogz: 9.645 > 0.109
iter: 2052 | bound: 21 | nc: 39 | ncall: 68051 | eff(%): 3.015 | loglstar: -inf < -14.670 < inf | logz: -35.840 +/- 0.444 | dlogz: 9.615 > 0.109
iter: 2053 | bound: 21 | nc: 39 | ncall: 68090 | eff(%): 3.015 | loglstar: -inf < -14.656 < inf | logz: -35.820 +/- 0.444 | dlogz: 9.584 > 0.109
iter: 2054 | bound: 21 | nc: 39 | ncall: 68129 | eff(%): 3.015 | loglstar: -inf < -14.655 < inf | logz: -35.799 +/- 0.444 | dlogz: 9.553 > 0.109
iter: 2055 | bound: 21 | nc: 39 | ncall: 68168 | eff(%): 3.015 | loglstar: -inf < -14.644 < inf | logz: -35.779 +/- 0.444 | dlogz: 9.522 > 0.109
iter: 2056 | bound: 21 | nc: 39 | ncall: 68207 | eff(%): 3.014 | loglstar: -inf < -14.599 < inf | logz: -35.759 +/- 0.444 | dlogz: 9.493 > 0.109
iter: 2057 | bound: 21 | nc: 39 | ncall: 68246 | eff(%): 3.014 | loglstar: -inf < -14.547 < inf | logz: -35.739 +/- 0.444 | dlogz: 9.463 > 0.109
iter: 2058 | bound: 21 | nc: 39 | ncall: 68285 | eff(%): 3.014 | loglstar: -inf < -14.538 < inf | logz: -35.719 +/- 0.445 | dlogz: 9.433 > 0.109
iter: 2059 | bound: 21 | nc: 39 | ncall: 68324 | eff(%): 3.014 | loglstar: -inf < -14.514 < inf | logz: -35.699 +/- 0.445 | dlogz: 9.402 > 0.109
iter: 2060 | bound: 21 | nc: 39 | ncall: 68363 | eff(%): 3.013 | loglstar: -inf < -14.494 < inf | logz: -35.679 +/- 0.445 | dlogz: 9.372 > 0.109
iter: 2061 | bound: 21 | nc: 39 | ncall: 68402 | eff(%): 3.013 | loglstar: -inf < -14.482 < inf | logz: -35.660 +/- 0.445 | dlogz: 9.343 > 0.109
iter: 2062 | bound: 21 | nc: 39 | ncall: 68441 | eff(%): 3.013 | loglstar: -inf < -14.479 < inf | logz: -35.640 +/- 0.445 | dlogz: 9.313 > 0.109
iter: 2063 | bound: 21 | nc: 39 | ncall: 68480 | eff(%): 3.013 | loglstar: -inf < -14.475 < inf | logz: -35.622 +/- 0.445 | dlogz: 9.284 > 0.109
iter: 2064 | bound: 21 | nc: 39 | ncall: 68519 | eff(%): 3.012 | loglstar: -inf < -14.415 < inf | logz: -35.603 +/- 0.445 | dlogz: 9.255 > 0.109
iter: 2065 | bound: 22 | nc: 39 | ncall: 68558 | eff(%): 3.012 | loglstar: -inf < -14.356 < inf | logz: -35.584 +/- 0.445 | dlogz: 9.227 > 0.109
iter: 2066 | bound: 22 | nc: 39 | ncall: 68597 | eff(%): 3.012 | loglstar: -inf < -14.354 < inf | logz: -35.564 +/- 0.445 | dlogz: 9.198 > 0.109
iter: 2067 | bound: 22 | nc: 39 | ncall: 68636 | eff(%): 3.012 | loglstar: -inf < -14.348 < inf | logz: -35.546 +/- 0.445 | dlogz: 9.168 > 0.109
iter: 2068 | bound: 22 | nc: 39 | ncall: 68675 | eff(%): 3.011 | loglstar: -inf < -14.341 < inf | logz: -35.527 +/- 0.445 | dlogz: 9.139 > 0.109
iter: 2069 | bound: 22 | nc: 39 | ncall: 68714 | eff(%): 3.011 | loglstar: -inf < -14.299 < inf | logz: -35.509 +/- 0.445 | dlogz: 9.111 > 0.109
iter: 2070 | bound: 22 | nc: 39 | ncall: 68753 | eff(%): 3.011 | loglstar: -inf < -14.265 < inf | logz: -35.490 +/- 0.445 | dlogz: 9.083 > 0.109
iter: 2071 | bound: 22 | nc: 39 | ncall: 68792 | eff(%): 3.011 | loglstar: -inf < -14.263 < inf | logz: -35.472 +/- 0.445 | dlogz: 9.054 > 0.109
iter: 2072 | bound: 22 | nc: 39 | ncall: 68831 | eff(%): 3.010 | loglstar: -inf < -14.254 < inf | logz: -35.454 +/- 0.445 | dlogz: 9.026 > 0.109
iter: 2073 | bound: 22 | nc: 39 | ncall: 68870 | eff(%): 3.010 | loglstar: -inf < -14.253 < inf | logz: -35.436 +/- 0.445 | dlogz: 8.998 > 0.109
iter: 2074 | bound: 22 | nc: 39 | ncall: 68909 | eff(%): 3.010 | loglstar: -inf < -14.200 < inf | logz: -35.419 +/- 0.445 | dlogz: 8.971 > 0.109
iter: 2075 | bound: 22 | nc: 39 | ncall: 68948 | eff(%): 3.010 | loglstar: -inf < -14.192 < inf | logz: -35.401 +/- 0.445 | dlogz: 8.943 > 0.109
iter: 2076 | bound: 22 | nc: 39 | ncall: 68987 | eff(%): 3.009 | loglstar: -inf < -14.164 < inf | logz: -35.384 +/- 0.446 | dlogz: 8.916 > 0.109
iter: 2077 | bound: 22 | nc: 39 | ncall: 69026 | eff(%): 3.009 | loglstar: -inf < -14.100 < inf | logz: -35.366 +/- 0.446 | dlogz: 8.888 > 0.109
iter: 2078 | bound: 22 | nc: 39 | ncall: 69065 | eff(%): 3.009 | loglstar: -inf < -14.086 < inf | logz: -35.348 +/- 0.446 | dlogz: 8.861 > 0.109
iter: 2079 | bound: 22 | nc: 39 | ncall: 69104 | eff(%): 3.009 | loglstar: -inf < -14.061 < inf | logz: -35.330 +/- 0.446 | dlogz: 8.833 > 0.109
iter: 2080 | bound: 22 | nc: 39 | ncall: 69143 | eff(%): 3.008 | loglstar: -inf < -14.042 < inf | logz: -35.313 +/- 0.446 | dlogz: 8.805 > 0.109
iter: 2081 | bound: 22 | nc: 39 | ncall: 69182 | eff(%): 3.008 | loglstar: -inf < -14.041 < inf | logz: -35.295 +/- 0.446 | dlogz: 8.777 > 0.109
iter: 2082 | bound: 22 | nc: 39 | ncall: 69221 | eff(%): 3.008 | loglstar: -inf < -14.034 < inf | logz: -35.278 +/- 0.446 | dlogz: 8.750 > 0.109
iter: 2083 | bound: 22 | nc: 39 | ncall: 69260 | eff(%): 3.008 | loglstar: -inf < -14.008 < inf | logz: -35.262 +/- 0.446 | dlogz: 8.723 > 0.109
iter: 2084 | bound: 22 | nc: 39 | ncall: 69299 | eff(%): 3.007 | loglstar: -inf < -14.001 < inf | logz: -35.245 +/- 0.446 | dlogz: 8.696 > 0.109
iter: 2085 | bound: 22 | nc: 39 | ncall: 69338 | eff(%): 3.007 | loglstar: -inf < -13.997 < inf | logz: -35.229 +/- 0.446 | dlogz: 8.670 > 0.109
iter: 2086 | bound: 22 | nc: 39 | ncall: 69377 | eff(%): 3.007 | loglstar: -inf < -13.987 < inf | logz: -35.213 +/- 0.446 | dlogz: 8.643 > 0.109
iter: 2087 | bound: 22 | nc: 39 | ncall: 69416 | eff(%): 3.007 | loglstar: -inf < -13.957 < inf | logz: -35.197 +/- 0.446 | dlogz: 8.618 > 0.109
iter: 2088 | bound: 22 | nc: 39 | ncall: 69455 | eff(%): 3.006 | loglstar: -inf < -13.917 < inf | logz: -35.181 +/- 0.446 | dlogz: 8.592 > 0.109
iter: 2089 | bound: 22 | nc: 39 | ncall: 69494 | eff(%): 3.006 | loglstar: -inf < -13.910 < inf | logz: -35.165 +/- 0.446 | dlogz: 8.566 > 0.109
iter: 2090 | bound: 22 | nc: 39 | ncall: 69533 | eff(%): 3.006 | loglstar: -inf < -13.907 < inf | logz: -35.149 +/- 0.446 | dlogz: 8.540 > 0.109
iter: 2091 | bound: 22 | nc: 39 | ncall: 69572 | eff(%): 3.006 | loglstar: -inf < -13.896 < inf | logz: -35.134 +/- 0.446 | dlogz: 8.514 > 0.109
iter: 2092 | bound: 22 | nc: 39 | ncall: 69611 | eff(%): 3.005 | loglstar: -inf < -13.894 < inf | logz: -35.119 +/- 0.446 | dlogz: 8.489 > 0.109
iter: 2093 | bound: 22 | nc: 39 | ncall: 69650 | eff(%): 3.005 | loglstar: -inf < -13.870 < inf | logz: -35.104 +/- 0.446 | dlogz: 8.464 > 0.109
iter: 2094 | bound: 22 | nc: 39 | ncall: 69689 | eff(%): 3.005 | loglstar: -inf < -13.839 < inf | logz: -35.089 +/- 0.446 | dlogz: 8.439 > 0.109
iter: 2095 | bound: 22 | nc: 39 | ncall: 69728 | eff(%): 3.005 | loglstar: -inf < -13.779 < inf | logz: -35.073 +/- 0.446 | dlogz: 8.414 > 0.109
iter: 2096 | bound: 22 | nc: 39 | ncall: 69767 | eff(%): 3.004 | loglstar: -inf < -13.775 < inf | logz: -35.058 +/- 0.446 | dlogz: 8.389 > 0.109
iter: 2097 | bound: 22 | nc: 39 | ncall: 69806 | eff(%): 3.004 | loglstar: -inf < -13.772 < inf | logz: -35.043 +/- 0.446 | dlogz: 8.363 > 0.109
iter: 2098 | bound: 22 | nc: 39 | ncall: 69845 | eff(%): 3.004 | loglstar: -inf < -13.730 < inf | logz: -35.028 +/- 0.446 | dlogz: 8.339 > 0.109
iter: 2099 | bound: 22 | nc: 39 | ncall: 69884 | eff(%): 3.004 | loglstar: -inf < -13.699 < inf | logz: -35.013 +/- 0.447 | dlogz: 8.314 > 0.109
iter: 2100 | bound: 22 | nc: 39 | ncall: 69923 | eff(%): 3.003 | loglstar: -inf < -13.695 < inf | logz: -34.998 +/- 0.447 | dlogz: 8.288 > 0.109
iter: 2101 | bound: 22 | nc: 39 | ncall: 69962 | eff(%): 3.003 | loglstar: -inf < -13.683 < inf | logz: -34.983 +/- 0.447 | dlogz: 8.263 > 0.109
iter: 2102 | bound: 22 | nc: 39 | ncall: 70001 | eff(%): 3.003 | loglstar: -inf < -13.650 < inf | logz: -34.968 +/- 0.447 | dlogz: 8.239 > 0.109
iter: 2103 | bound: 22 | nc: 39 | ncall: 70040 | eff(%): 3.003 | loglstar: -inf < -13.560 < inf | logz: -34.953 +/- 0.447 | dlogz: 8.214 > 0.109
iter: 2104 | bound: 22 | nc: 39 | ncall: 70079 | eff(%): 3.002 | loglstar: -inf < -13.556 < inf | logz: -34.937 +/- 0.447 | dlogz: 8.189 > 0.109
iter: 2105 | bound: 22 | nc: 39 | ncall: 70118 | eff(%): 3.002 | loglstar: -inf < -13.541 < inf | logz: -34.922 +/- 0.447 | dlogz: 8.163 > 0.109
iter: 2106 | bound: 22 | nc: 39 | ncall: 70157 | eff(%): 3.002 | loglstar: -inf < -13.504 < inf | logz: -34.906 +/- 0.447 | dlogz: 8.138 > 0.109
iter: 2107 | bound: 22 | nc: 39 | ncall: 70196 | eff(%): 3.002 | loglstar: -inf < -13.495 < inf | logz: -34.891 +/- 0.447 | dlogz: 8.112 > 0.109
iter: 2108 | bound: 22 | nc: 39 | ncall: 70235 | eff(%): 3.001 | loglstar: -inf < -13.448 < inf | logz: -34.875 +/- 0.447 | dlogz: 8.087 > 0.109
iter: 2109 | bound: 22 | nc: 39 | ncall: 70274 | eff(%): 3.001 | loglstar: -inf < -13.447 < inf | logz: -34.860 +/- 0.447 | dlogz: 8.062 > 0.109
iter: 2110 | bound: 22 | nc: 39 | ncall: 70313 | eff(%): 3.001 | loglstar: -inf < -13.435 < inf | logz: -34.845 +/- 0.447 | dlogz: 8.036 > 0.109
iter: 2111 | bound: 22 | nc: 39 | ncall: 70352 | eff(%): 3.001 | loglstar: -inf < -13.400 < inf | logz: -34.830 +/- 0.447 | dlogz: 8.011 > 0.109
iter: 2112 | bound: 22 | nc: 39 | ncall: 70391 | eff(%): 3.000 | loglstar: -inf < -13.398 < inf | logz: -34.815 +/- 0.447 | dlogz: 7.986 > 0.109
iter: 2113 | bound: 22 | nc: 39 | ncall: 70430 | eff(%): 3.000 | loglstar: -inf < -13.382 < inf | logz: -34.800 +/- 0.447 | dlogz: 7.961 > 0.109
iter: 2114 | bound: 22 | nc: 39 | ncall: 70469 | eff(%): 3.000 | loglstar: -inf < -13.348 < inf | logz: -34.785 +/- 0.447 | dlogz: 7.937 > 0.109
iter: 2115 | bound: 22 | nc: 39 | ncall: 70508 | eff(%): 3.000 | loglstar: -inf < -13.332 < inf | logz: -34.771 +/- 0.447 | dlogz: 7.912 > 0.109
iter: 2116 | bound: 22 | nc: 39 | ncall: 70547 | eff(%): 2.999 | loglstar: -inf < -13.262 < inf | logz: -34.755 +/- 0.447 | dlogz: 7.887 > 0.109
iter: 2117 | bound: 22 | nc: 39 | ncall: 70586 | eff(%): 2.999 | loglstar: -inf < -13.140 < inf | logz: -34.739 +/- 0.447 | dlogz: 7.862 > 0.109
iter: 2118 | bound: 22 | nc: 39 | ncall: 70625 | eff(%): 2.999 | loglstar: -inf < -13.136 < inf | logz: -34.723 +/- 0.448 | dlogz: 7.836 > 0.109
iter: 2119 | bound: 22 | nc: 39 | ncall: 70664 | eff(%): 2.999 | loglstar: -inf < -13.126 < inf | logz: -34.706 +/- 0.448 | dlogz: 7.809 > 0.109
iter: 2120 | bound: 22 | nc: 39 | ncall: 70703 | eff(%): 2.998 | loglstar: -inf < -13.099 < inf | logz: -34.690 +/- 0.448 | dlogz: 7.783 > 0.109
iter: 2121 | bound: 22 | nc: 39 | ncall: 70742 | eff(%): 2.998 | loglstar: -inf < -13.072 < inf | logz: -34.674 +/- 0.448 | dlogz: 7.757 > 0.109
iter: 2122 | bound: 22 | nc: 39 | ncall: 70781 | eff(%): 2.998 | loglstar: -inf < -13.054 < inf | logz: -34.657 +/- 0.448 | dlogz: 7.731 > 0.109
iter: 2123 | bound: 23 | nc: 39 | ncall: 70820 | eff(%): 2.998 | loglstar: -inf < -13.040 < inf | logz: -34.641 +/- 0.448 | dlogz: 7.704 > 0.109
iter: 2124 | bound: 23 | nc: 39 | ncall: 70859 | eff(%): 2.998 | loglstar: -inf < -13.012 < inf | logz: -34.625 +/- 0.448 | dlogz: 7.678 > 0.109
iter: 2125 | bound: 23 | nc: 39 | ncall: 70898 | eff(%): 2.997 | loglstar: -inf < -13.002 < inf | logz: -34.609 +/- 0.448 | dlogz: 7.652 > 0.109
iter: 2126 | bound: 23 | nc: 39 | ncall: 70937 | eff(%): 2.997 | loglstar: -inf < -12.877 < inf | logz: -34.593 +/- 0.448 | dlogz: 7.627 > 0.109
iter: 2127 | bound: 23 | nc: 39 | ncall: 70976 | eff(%): 2.997 | loglstar: -inf < -12.874 < inf | logz: -34.576 +/- 0.448 | dlogz: 7.600 > 0.109
iter: 2128 | bound: 23 | nc: 39 | ncall: 71015 | eff(%): 2.997 | loglstar: -inf < -12.865 < inf | logz: -34.559 +/- 0.448 | dlogz: 7.573 > 0.109
iter: 2129 | bound: 23 | nc: 39 | ncall: 71054 | eff(%): 2.996 | loglstar: -inf < -12.856 < inf | logz: -34.542 +/- 0.448 | dlogz: 7.546 > 0.109
iter: 2130 | bound: 23 | nc: 39 | ncall: 71093 | eff(%): 2.996 | loglstar: -inf < -12.848 < inf | logz: -34.526 +/- 0.448 | dlogz: 7.520 > 0.109
iter: 2131 | bound: 23 | nc: 39 | ncall: 71132 | eff(%): 2.996 | loglstar: -inf < -12.814 < inf | logz: -34.510 +/- 0.449 | dlogz: 7.493 > 0.109
iter: 2132 | bound: 23 | nc: 39 | ncall: 71171 | eff(%): 2.996 | loglstar: -inf < -12.807 < inf | logz: -34.494 +/- 0.449 | dlogz: 7.467 > 0.109
iter: 2133 | bound: 23 | nc: 39 | ncall: 71210 | eff(%): 2.995 | loglstar: -inf < -12.785 < inf | logz: -34.478 +/- 0.449 | dlogz: 7.441 > 0.109
iter: 2134 | bound: 23 | nc: 39 | ncall: 71249 | eff(%): 2.995 | loglstar: -inf < -12.761 < inf | logz: -34.462 +/- 0.449 | dlogz: 7.416 > 0.109
iter: 2135 | bound: 23 | nc: 39 | ncall: 71288 | eff(%): 2.995 | loglstar: -inf < -12.759 < inf | logz: -34.446 +/- 0.449 | dlogz: 7.390 > 0.109
iter: 2136 | bound: 23 | nc: 39 | ncall: 71327 | eff(%): 2.995 | loglstar: -inf < -12.742 < inf | logz: -34.431 +/- 0.449 | dlogz: 7.364 > 0.109
iter: 2137 | bound: 23 | nc: 39 | ncall: 71366 | eff(%): 2.994 | loglstar: -inf < -12.683 < inf | logz: -34.415 +/- 0.449 | dlogz: 7.339 > 0.109
iter: 2138 | bound: 23 | nc: 39 | ncall: 71405 | eff(%): 2.994 | loglstar: -inf < -12.681 < inf | logz: -34.400 +/- 0.449 | dlogz: 7.313 > 0.109
iter: 2139 | bound: 23 | nc: 39 | ncall: 71444 | eff(%): 2.994 | loglstar: -inf < -12.674 < inf | logz: -34.384 +/- 0.449 | dlogz: 8.186 > 0.109
iter: 2140 | bound: 23 | nc: 39 | ncall: 71483 | eff(%): 2.994 | loglstar: -inf < -12.667 < inf | logz: -34.369 +/- 0.449 | dlogz: 8.161 > 0.109
iter: 2141 | bound: 23 | nc: 39 | ncall: 71522 | eff(%): 2.993 | loglstar: -inf < -12.633 < inf | logz: -34.354 +/- 0.449 | dlogz: 8.136 > 0.109
iter: 2142 | bound: 23 | nc: 39 | ncall: 71561 | eff(%): 2.993 | loglstar: -inf < -12.630 < inf | logz: -34.339 +/- 0.449 | dlogz: 8.111 > 0.109
iter: 2143 | bound: 23 | nc: 39 | ncall: 71600 | eff(%): 2.993 | loglstar: -inf < -12.605 < inf | logz: -34.325 +/- 0.449 | dlogz: 8.086 > 0.109
iter: 2144 | bound: 23 | nc: 39 | ncall: 71639 | eff(%): 2.993 | loglstar: -inf < -12.572 < inf | logz: -34.310 +/- 0.449 | dlogz: 8.061 > 0.109
iter: 2145 | bound: 23 | nc: 39 | ncall: 71678 | eff(%): 2.993 | loglstar: -inf < -12.500 < inf | logz: -34.295 +/- 0.450 | dlogz: 8.036 > 0.109
iter: 2146 | bound: 23 | nc: 39 | ncall: 71717 | eff(%): 2.992 | loglstar: -inf < -12.482 < inf | logz: -34.279 +/- 0.450 | dlogz: 8.011 > 0.109
iter: 2147 | bound: 23 | nc: 39 | ncall: 71756 | eff(%): 2.992 | loglstar: -inf < -12.453 < inf | logz: -34.264 +/- 0.450 | dlogz: 7.986 > 0.109
iter: 2148 | bound: 23 | nc: 39 | ncall: 71795 | eff(%): 2.992 | loglstar: -inf < -12.448 < inf | logz: -34.248 +/- 0.450 | dlogz: 7.960 > 0.109
iter: 2149 | bound: 23 | nc: 39 | ncall: 71834 | eff(%): 2.992 | loglstar: -inf < -12.414 < inf | logz: -34.233 +/- 0.450 | dlogz: 7.935 > 0.109
iter: 2150 | bound: 23 | nc: 39 | ncall: 71873 | eff(%): 2.991 | loglstar: -inf < -12.353 < inf | logz: -34.217 +/- 0.450 | dlogz: 7.910 > 0.109
iter: 2151 | bound: 23 | nc: 39 | ncall: 71912 | eff(%): 2.991 | loglstar: -inf < -12.343 < inf | logz: -34.202 +/- 0.450 | dlogz: 7.884 > 0.109
iter: 2152 | bound: 23 | nc: 39 | ncall: 71951 | eff(%): 2.991 | loglstar: -inf < -12.304 < inf | logz: -34.186 +/- 0.450 | dlogz: 7.859 > 0.109
iter: 2153 | bound: 23 | nc: 39 | ncall: 71990 | eff(%): 2.991 | loglstar: -inf < -12.295 < inf | logz: -34.170 +/- 0.450 | dlogz: 7.833 > 0.109
iter: 2154 | bound: 23 | nc: 39 | ncall: 72029 | eff(%): 2.990 | loglstar: -inf < -12.255 < inf | logz: -34.154 +/- 0.450 | dlogz: 7.807 > 0.109
iter: 2155 | bound: 23 | nc: 39 | ncall: 72068 | eff(%): 2.990 | loglstar: -inf < -12.246 < inf | logz: -34.139 +/- 0.450 | dlogz: 7.782 > 0.109
iter: 2156 | bound: 23 | nc: 39 | ncall: 72107 | eff(%): 2.990 | loglstar: -inf < -12.233 < inf | logz: -34.123 +/- 0.450 | dlogz: 7.756 > 0.109
iter: 2157 | bound: 23 | nc: 39 | ncall: 72146 | eff(%): 2.990 | loglstar: -inf < -12.218 < inf | logz: -34.108 +/- 0.451 | dlogz: 7.731 > 0.109
iter: 2158 | bound: 23 | nc: 39 | ncall: 72185 | eff(%): 2.990 | loglstar: -inf < -12.198 < inf | logz: -34.093 +/- 0.451 | dlogz: 7.705 > 0.109
iter: 2159 | bound: 23 | nc: 39 | ncall: 72224 | eff(%): 2.989 | loglstar: -inf < -12.129 < inf | logz: -34.077 +/- 0.451 | dlogz: 7.680 > 0.109
iter: 2160 | bound: 23 | nc: 39 | ncall: 72263 | eff(%): 2.989 | loglstar: -inf < -12.111 < inf | logz: -34.062 +/- 0.451 | dlogz: 7.655 > 0.109
iter: 2161 | bound: 23 | nc: 39 | ncall: 72302 | eff(%): 2.989 | loglstar: -inf < -12.099 < inf | logz: -34.046 +/- 0.451 | dlogz: 7.629 > 0.109
iter: 2162 | bound: 23 | nc: 39 | ncall: 72341 | eff(%): 2.989 | loglstar: -inf < -12.071 < inf | logz: -34.031 +/- 0.451 | dlogz: 7.604 > 0.109
iter: 2163 | bound: 23 | nc: 39 | ncall: 72380 | eff(%): 2.988 | loglstar: -inf < -12.068 < inf | logz: -34.015 +/- 0.451 | dlogz: 7.578 > 0.109
iter: 2164 | bound: 23 | nc: 39 | ncall: 72419 | eff(%): 2.988 | loglstar: -inf < -12.042 < inf | logz: -34.000 +/- 0.451 | dlogz: 7.553 > 0.109
iter: 2165 | bound: 23 | nc: 39 | ncall: 72458 | eff(%): 2.988 | loglstar: -inf < -12.005 < inf | logz: -33.985 +/- 0.451 | dlogz: 7.528 > 0.109
iter: 2166 | bound: 23 | nc: 39 | ncall: 72497 | eff(%): 2.988 | loglstar: -inf < -11.978 < inf | logz: -33.969 +/- 0.451 | dlogz: 7.503 > 0.109
iter: 2167 | bound: 23 | nc: 39 | ncall: 72536 | eff(%): 2.987 | loglstar: -inf < -11.935 < inf | logz: -33.954 +/- 0.451 | dlogz: 7.477 > 0.109
iter: 2168 | bound: 23 | nc: 39 | ncall: 72575 | eff(%): 2.987 | loglstar: -inf < -11.920 < inf | logz: -33.938 +/- 0.451 | dlogz: 7.452 > 0.109
iter: 2169 | bound: 23 | nc: 39 | ncall: 72614 | eff(%): 2.987 | loglstar: -inf < -11.913 < inf | logz: -33.923 +/- 0.452 | dlogz: 7.426 > 0.109
iter: 2170 | bound: 23 | nc: 39 | ncall: 72653 | eff(%): 2.987 | loglstar: -inf < -11.840 < inf | logz: -33.907 +/- 0.452 | dlogz: 7.401 > 0.109
iter: 2171 | bound: 23 | nc: 39 | ncall: 72692 | eff(%): 2.987 | loglstar: -inf < -11.828 < inf | logz: -33.891 +/- 0.452 | dlogz: 7.376 > 0.109
iter: 2172 | bound: 23 | nc: 39 | ncall: 72731 | eff(%): 2.986 | loglstar: -inf < -11.825 < inf | logz: -33.876 +/- 0.452 | dlogz: 7.350 > 0.109
iter: 2173 | bound: 23 | nc: 39 | ncall: 72770 | eff(%): 2.986 | loglstar: -inf < -11.824 < inf | logz: -33.861 +/- 0.452 | dlogz: 7.324 > 0.109
iter: 2174 | bound: 23 | nc: 39 | ncall: 72809 | eff(%): 2.986 | loglstar: -inf < -11.772 < inf | logz: -33.845 +/- 0.452 | dlogz: 7.299 > 0.109
iter: 2175 | bound: 23 | nc: 39 | ncall: 72848 | eff(%): 2.986 | loglstar: -inf < -11.770 < inf | logz: -33.830 +/- 0.452 | dlogz: 7.274 > 0.109
iter: 2176 | bound: 23 | nc: 39 | ncall: 72887 | eff(%): 2.985 | loglstar: -inf < -11.766 < inf | logz: -33.815 +/- 0.452 | dlogz: 7.249 > 0.109
iter: 2177 | bound: 23 | nc: 39 | ncall: 72926 | eff(%): 2.985 | loglstar: -inf < -11.756 < inf | logz: -33.801 +/- 0.452 | dlogz: 7.224 > 0.109
iter: 2178 | bound: 23 | nc: 39 | ncall: 72965 | eff(%): 2.985 | loglstar: -inf < -11.747 < inf | logz: -33.786 +/- 0.452 | dlogz: 7.199 > 0.109
iter: 2179 | bound: 23 | nc: 39 | ncall: 73004 | eff(%): 2.985 | loglstar: -inf < -11.743 < inf | logz: -33.772 +/- 0.452 | dlogz: 7.175 > 0.109
iter: 2180 | bound: 23 | nc: 39 | ncall: 73043 | eff(%): 2.985 | loglstar: -inf < -11.739 < inf | logz: -33.758 +/- 0.452 | dlogz: 7.151 > 0.109
iter: 2181 | bound: 23 | nc: 39 | ncall: 73082 | eff(%): 2.984 | loglstar: -inf < -11.715 < inf | logz: -33.744 +/- 0.452 | dlogz: 7.230 > 0.109
iter: 2182 | bound: 23 | nc: 39 | ncall: 73121 | eff(%): 2.984 | loglstar: -inf < -11.701 < inf | logz: -33.731 +/- 0.453 | dlogz: 7.206 > 0.109
iter: 2183 | bound: 23 | nc: 39 | ncall: 73160 | eff(%): 2.984 | loglstar: -inf < -11.693 < inf | logz: -33.717 +/- 0.453 | dlogz: 7.183 > 0.109
iter: 2184 | bound: 23 | nc: 39 | ncall: 73199 | eff(%): 2.984 | loglstar: -inf < -11.692 < inf | logz: -33.704 +/- 0.453 | dlogz: 7.159 > 0.109
iter: 2185 | bound: 23 | nc: 39 | ncall: 73238 | eff(%): 2.983 | loglstar: -inf < -11.684 < inf | logz: -33.691 +/- 0.453 | dlogz: 7.136 > 0.109
iter: 2186 | bound: 23 | nc: 39 | ncall: 73277 | eff(%): 2.983 | loglstar: -inf < -11.659 < inf | logz: -33.678 +/- 0.453 | dlogz: 7.113 > 0.109
iter: 2187 | bound: 23 | nc: 39 | ncall: 73316 | eff(%): 2.983 | loglstar: -inf < -11.655 < inf | logz: -33.665 +/- 0.453 | dlogz: 7.090 > 0.109
iter: 2188 | bound: 23 | nc: 39 | ncall: 73355 | eff(%): 2.983 | loglstar: -inf < -11.654 < inf | logz: -33.652 +/- 0.453 | dlogz: 7.068 > 0.109
iter: 2189 | bound: 23 | nc: 39 | ncall: 73394 | eff(%): 2.983 | loglstar: -inf < -11.634 < inf | logz: -33.640 +/- 0.453 | dlogz: 7.045 > 0.109
iter: 2190 | bound: 23 | nc: 39 | ncall: 73433 | eff(%): 2.982 | loglstar: -inf < -11.610 < inf | logz: -33.628 +/- 0.453 | dlogz: 7.023 > 0.109
iter: 2191 | bound: 23 | nc: 39 | ncall: 73472 | eff(%): 2.982 | loglstar: -inf < -11.582 < inf | logz: -33.615 +/- 0.453 | dlogz: 7.000 > 0.109
iter: 2192 | bound: 23 | nc: 39 | ncall: 73511 | eff(%): 2.982 | loglstar: -inf < -11.532 < inf | logz: -33.602 +/- 0.453 | dlogz: 6.978 > 0.109
iter: 2193 | bound: 23 | nc: 39 | ncall: 73550 | eff(%): 2.982 | loglstar: -inf < -11.508 < inf | logz: -33.590 +/- 0.453 | dlogz: 6.955 > 0.109
iter: 2194 | bound: 23 | nc: 39 | ncall: 73589 | eff(%): 2.981 | loglstar: -inf < -11.485 < inf | logz: -33.577 +/- 0.453 | dlogz: 6.933 > 0.109
iter: 2195 | bound: 23 | nc: 39 | ncall: 73628 | eff(%): 2.981 | loglstar: -inf < -11.470 < inf | logz: -33.564 +/- 0.453 | dlogz: 6.910 > 0.109
iter: 2196 | bound: 23 | nc: 39 | ncall: 73667 | eff(%): 2.981 | loglstar: -inf < -11.454 < inf | logz: -33.551 +/- 0.453 | dlogz: 6.887 > 0.109
iter: 2197 | bound: 23 | nc: 39 | ncall: 73706 | eff(%): 2.981 | loglstar: -inf < -11.397 < inf | logz: -33.538 +/- 0.453 | dlogz: 6.864 > 0.109
iter: 2198 | bound: 23 | nc: 39 | ncall: 73745 | eff(%): 2.981 | loglstar: -inf < -11.367 < inf | logz: -33.525 +/- 0.453 | dlogz: 6.841 > 0.109
iter: 2199 | bound: 23 | nc: 39 | ncall: 73784 | eff(%): 2.980 | loglstar: -inf < -11.362 < inf | logz: -33.512 +/- 0.454 | dlogz: 6.818 > 0.109
iter: 2200 | bound: 23 | nc: 39 | ncall: 73823 | eff(%): 2.980 | loglstar: -inf < -11.361 < inf | logz: -33.499 +/- 0.454 | dlogz: 6.795 > 0.109
iter: 2201 | bound: 23 | nc: 39 | ncall: 73862 | eff(%): 2.980 | loglstar: -inf < -11.332 < inf | logz: -33.486 +/- 0.454 | dlogz: 6.773 > 0.109
iter: 2202 | bound: 23 | nc: 39 | ncall: 73901 | eff(%): 2.980 | loglstar: -inf < -11.299 < inf | logz: -33.473 +/- 0.454 | dlogz: 6.750 > 0.109
iter: 2203 | bound: 23 | nc: 39 | ncall: 73940 | eff(%): 2.979 | loglstar: -inf < -11.292 < inf | logz: -33.461 +/- 0.454 | dlogz: 6.727 > 0.109
iter: 2204 | bound: 23 | nc: 39 | ncall: 73979 | eff(%): 2.979 | loglstar: -inf < -11.283 < inf | logz: -33.448 +/- 0.454 | dlogz: 6.704 > 0.109
iter: 2205 | bound: 23 | nc: 39 | ncall: 74018 | eff(%): 2.979 | loglstar: -inf < -11.273 < inf | logz: -33.436 +/- 0.454 | dlogz: 6.682 > 0.109
iter: 2206 | bound: 23 | nc: 39 | ncall: 74057 | eff(%): 2.979 | loglstar: -inf < -11.258 < inf | logz: -33.423 +/- 0.454 | dlogz: 6.659 > 0.109
iter: 2207 | bound: 23 | nc: 39 | ncall: 74096 | eff(%): 2.979 | loglstar: -inf < -11.213 < inf | logz: -33.411 +/- 0.454 | dlogz: 6.637 > 0.109
iter: 2208 | bound: 23 | nc: 39 | ncall: 74135 | eff(%): 2.978 | loglstar: -inf < -11.189 < inf | logz: -33.398 +/- 0.454 | dlogz: 6.615 > 0.109
iter: 2209 | bound: 23 | nc: 39 | ncall: 74174 | eff(%): 2.978 | loglstar: -inf < -11.159 < inf | logz: -33.386 +/- 0.454 | dlogz: 6.592 > 0.109
iter: 2210 | bound: 23 | nc: 39 | ncall: 74213 | eff(%): 2.978 | loglstar: -inf < -11.107 < inf | logz: -33.373 +/- 0.454 | dlogz: 6.570 > 0.109
iter: 2211 | bound: 23 | nc: 39 | ncall: 74252 | eff(%): 2.978 | loglstar: -inf < -11.059 < inf | logz: -33.359 +/- 0.454 | dlogz: 6.547 > 0.109
iter: 2212 | bound: 23 | nc: 39 | ncall: 74291 | eff(%): 2.977 | loglstar: -inf < -11.034 < inf | logz: -33.346 +/- 0.454 | dlogz: 6.776 > 0.109
iter: 2213 | bound: 23 | nc: 39 | ncall: 74330 | eff(%): 2.977 | loglstar: -inf < -11.014 < inf | logz: -33.333 +/- 0.454 | dlogz: 6.753 > 0.109
iter: 2214 | bound: 23 | nc: 39 | ncall: 74369 | eff(%): 2.977 | loglstar: -inf < -10.992 < inf | logz: -33.319 +/- 0.455 | dlogz: 6.730 > 0.109
iter: 2215 | bound: 23 | nc: 39 | ncall: 74408 | eff(%): 2.977 | loglstar: -inf < -10.982 < inf | logz: -33.306 +/- 0.455 | dlogz: 6.706 > 0.109
iter: 2216 | bound: 23 | nc: 39 | ncall: 74447 | eff(%): 2.977 | loglstar: -inf < -10.950 < inf | logz: -33.293 +/- 0.455 | dlogz: 6.683 > 0.109
iter: 2217 | bound: 23 | nc: 39 | ncall: 74486 | eff(%): 2.976 | loglstar: -inf < -10.943 < inf | logz: -33.280 +/- 0.455 | dlogz: 6.660 > 0.109
iter: 2218 | bound: 23 | nc: 39 | ncall: 74525 | eff(%): 2.976 | loglstar: -inf < -10.805 < inf | logz: -33.266 +/- 0.455 | dlogz: 9.082 > 0.109
iter: 2219 | bound: 23 | nc: 39 | ncall: 74564 | eff(%): 2.976 | loglstar: -inf < -10.803 < inf | logz: -33.251 +/- 0.455 | dlogz: 9.058 > 0.109
iter: 2220 | bound: 23 | nc: 39 | ncall: 74603 | eff(%): 2.976 | loglstar: -inf < -10.801 < inf | logz: -33.237 +/- 0.455 | dlogz: 9.034 > 0.109
iter: 2221 | bound: 23 | nc: 39 | ncall: 74642 | eff(%): 2.976 | loglstar: -inf < -10.795 < inf | logz: -33.223 +/- 0.455 | dlogz: 9.010 > 0.109
iter: 2222 | bound: 24 | nc: 39 | ncall: 74681 | eff(%): 2.975 | loglstar: -inf < -10.788 < inf | logz: -33.209 +/- 0.455 | dlogz: 8.986 > 0.109
iter: 2223 | bound: 24 | nc: 39 | ncall: 74720 | eff(%): 2.975 | loglstar: -inf < -10.774 < inf | logz: -33.196 +/- 0.455 | dlogz: 8.962 > 0.109
iter: 2224 | bound: 24 | nc: 39 | ncall: 74759 | eff(%): 2.975 | loglstar: -inf < -10.762 < inf | logz: -33.183 +/- 0.455 | dlogz: 8.939 > 0.109
iter: 2225 | bound: 24 | nc: 39 | ncall: 74798 | eff(%): 2.975 | loglstar: -inf < -10.743 < inf | logz: -33.169 +/- 0.455 | dlogz: 8.916 > 0.109
iter: 2226 | bound: 24 | nc: 39 | ncall: 74837 | eff(%): 2.974 | loglstar: -inf < -10.731 < inf | logz: -33.156 +/- 0.456 | dlogz: 8.892 > 0.109
iter: 2227 | bound: 24 | nc: 39 | ncall: 74876 | eff(%): 2.974 | loglstar: -inf < -10.683 < inf | logz: -33.143 +/- 0.456 | dlogz: 8.869 > 0.109
iter: 2228 | bound: 24 | nc: 39 | ncall: 74915 | eff(%): 2.974 | loglstar: -inf < -10.650 < inf | logz: -33.129 +/- 0.456 | dlogz: 8.846 > 0.109
iter: 2229 | bound: 24 | nc: 39 | ncall: 74954 | eff(%): 2.974 | loglstar: -inf < -10.623 < inf | logz: -33.116 +/- 0.456 | dlogz: 8.823 > 0.109
iter: 2230 | bound: 24 | nc: 39 | ncall: 74993 | eff(%): 2.974 | loglstar: -inf < -10.622 < inf | logz: -33.103 +/- 0.456 | dlogz: 8.799 > 0.109
iter: 2231 | bound: 24 | nc: 39 | ncall: 75032 | eff(%): 2.973 | loglstar: -inf < -10.619 < inf | logz: -33.089 +/- 0.456 | dlogz: 8.776 > 0.109
iter: 2232 | bound: 24 | nc: 39 | ncall: 75071 | eff(%): 2.973 | loglstar: -inf < -10.577 < inf | logz: -33.076 +/- 0.456 | dlogz: 8.753 > 0.109
iter: 2233 | bound: 24 | nc: 39 | ncall: 75110 | eff(%): 2.973 | loglstar: -inf < -10.552 < inf | logz: -33.063 +/- 0.456 | dlogz: 8.730 > 0.109
iter: 2234 | bound: 24 | nc: 39 | ncall: 75149 | eff(%): 2.973 | loglstar: -inf < -10.511 < inf | logz: -33.050 +/- 0.456 | dlogz: 8.706 > 0.109
iter: 2235 | bound: 24 | nc: 39 | ncall: 75188 | eff(%): 2.973 | loglstar: -inf < -10.487 < inf | logz: -33.036 +/- 0.456 | dlogz: 8.683 > 0.109
iter: 2236 | bound: 24 | nc: 39 | ncall: 75227 | eff(%): 2.972 | loglstar: -inf < -10.466 < inf | logz: -33.023 +/- 0.456 | dlogz: 8.660 > 0.109
iter: 2237 | bound: 24 | nc: 39 | ncall: 75266 | eff(%): 2.972 | loglstar: -inf < -10.402 < inf | logz: -33.009 +/- 0.456 | dlogz: 8.636 > 0.109
iter: 2238 | bound: 24 | nc: 39 | ncall: 75305 | eff(%): 2.972 | loglstar: -inf < -10.392 < inf | logz: -32.995 +/- 0.457 | dlogz: 8.612 > 0.109
iter: 2239 | bound: 24 | nc: 39 | ncall: 75344 | eff(%): 2.972 | loglstar: -inf < -10.363 < inf | logz: -32.981 +/- 0.457 | dlogz: 8.588 > 0.109
iter: 2240 | bound: 24 | nc: 39 | ncall: 75383 | eff(%): 2.971 | loglstar: -inf < -10.326 < inf | logz: -32.967 +/- 0.457 | dlogz: 8.565 > 0.109
iter: 2241 | bound: 24 | nc: 39 | ncall: 75422 | eff(%): 2.971 | loglstar: -inf < -10.316 < inf | logz: -32.953 +/- 0.457 | dlogz: 8.541 > 0.109
iter: 2242 | bound: 24 | nc: 39 | ncall: 75461 | eff(%): 2.971 | loglstar: -inf < -10.304 < inf | logz: -32.939 +/- 0.457 | dlogz: 8.517 > 0.109
iter: 2243 | bound: 24 | nc: 39 | ncall: 75500 | eff(%): 2.971 | loglstar: -inf < -10.301 < inf | logz: -32.925 +/- 0.457 | dlogz: 8.493 > 0.109
iter: 2244 | bound: 24 | nc: 39 | ncall: 75539 | eff(%): 2.971 | loglstar: -inf < -10.272 < inf | logz: -32.912 +/- 0.457 | dlogz: 8.469 > 0.109
iter: 2245 | bound: 24 | nc: 39 | ncall: 75578 | eff(%): 2.970 | loglstar: -inf < -10.198 < inf | logz: -32.898 +/- 0.457 | dlogz: 8.446 > 0.109
iter: 2246 | bound: 24 | nc: 39 | ncall: 75617 | eff(%): 2.970 | loglstar: -inf < -10.194 < inf | logz: -32.884 +/- 0.457 | dlogz: 8.422 > 0.109
iter: 2247 | bound: 24 | nc: 39 | ncall: 75656 | eff(%): 2.970 | loglstar: -inf < -10.182 < inf | logz: -32.870 +/- 0.457 | dlogz: 8.398 > 0.109
iter: 2248 | bound: 24 | nc: 39 | ncall: 75695 | eff(%): 2.970 | loglstar: -inf < -10.179 < inf | logz: -32.856 +/- 0.458 | dlogz: 8.374 > 0.109
iter: 2249 | bound: 24 | nc: 39 | ncall: 75734 | eff(%): 2.970 | loglstar: -inf < -10.169 < inf | logz: -32.843 +/- 0.458 | dlogz: 8.351 > 0.109
iter: 2250 | bound: 24 | nc: 39 | ncall: 75773 | eff(%): 2.969 | loglstar: -inf < -10.113 < inf | logz: -32.829 +/- 0.458 | dlogz: 8.327 > 0.109
iter: 2251 | bound: 24 | nc: 39 | ncall: 75812 | eff(%): 2.969 | loglstar: -inf < -10.110 < inf | logz: -32.816 +/- 0.458 | dlogz: 8.304 > 0.109
iter: 2252 | bound: 24 | nc: 39 | ncall: 75851 | eff(%): 2.969 | loglstar: -inf < -10.092 < inf | logz: -32.802 +/- 0.458 | dlogz: 8.280 > 0.109
iter: 2253 | bound: 24 | nc: 39 | ncall: 75890 | eff(%): 2.969 | loglstar: -inf < -10.090 < inf | logz: -32.789 +/- 0.458 | dlogz: 8.257 > 0.109
iter: 2254 | bound: 24 | nc: 39 | ncall: 75929 | eff(%): 2.969 | loglstar: -inf < -10.083 < inf | logz: -32.776 +/- 0.458 | dlogz: 8.234 > 0.109
iter: 2255 | bound: 24 | nc: 39 | ncall: 75968 | eff(%): 2.968 | loglstar: -inf < -10.069 < inf | logz: -32.763 +/- 0.458 | dlogz: 8.211 > 0.109
iter: 2256 | bound: 24 | nc: 39 | ncall: 76007 | eff(%): 2.968 | loglstar: -inf < -10.066 < inf | logz: -32.750 +/- 0.458 | dlogz: 8.188 > 0.109
iter: 2257 | bound: 24 | nc: 39 | ncall: 76046 | eff(%): 2.968 | loglstar: -inf < -9.950 < inf | logz: -32.737 +/- 0.458 | dlogz: 8.165 > 0.109
iter: 2258 | bound: 24 | nc: 39 | ncall: 76085 | eff(%): 2.968 | loglstar: -inf < -9.946 < inf | logz: -32.724 +/- 0.458 | dlogz: 8.142 > 0.109
iter: 2259 | bound: 24 | nc: 39 | ncall: 76124 | eff(%): 2.968 | loglstar: -inf < -9.944 < inf | logz: -32.710 +/- 0.459 | dlogz: 8.118 > 0.109
iter: 2260 | bound: 24 | nc: 39 | ncall: 76163 | eff(%): 2.967 | loglstar: -inf < -9.928 < inf | logz: -32.697 +/- 0.459 | dlogz: 8.095 > 0.109
iter: 2261 | bound: 24 | nc: 39 | ncall: 76202 | eff(%): 2.967 | loglstar: -inf < -9.892 < inf | logz: -32.684 +/- 0.459 | dlogz: 8.072 > 0.109
iter: 2262 | bound: 24 | nc: 39 | ncall: 76241 | eff(%): 2.967 | loglstar: -inf < -9.891 < inf | logz: -32.671 +/- 0.459 | dlogz: 8.049 > 0.109
iter: 2263 | bound: 24 | nc: 39 | ncall: 76280 | eff(%): 2.967 | loglstar: -inf < -9.882 < inf | logz: -32.658 +/- 0.459 | dlogz: 8.026 > 0.109
iter: 2264 | bound: 24 | nc: 39 | ncall: 76319 | eff(%): 2.966 | loglstar: -inf < -9.862 < inf | logz: -32.645 +/- 0.459 | dlogz: 8.003 > 0.109
iter: 2265 | bound: 24 | nc: 39 | ncall: 76358 | eff(%): 2.966 | loglstar: -inf < -9.797 < inf | logz: -32.632 +/- 0.459 | dlogz: 7.980 > 0.109
iter: 2266 | bound: 24 | nc: 39 | ncall: 76397 | eff(%): 2.966 | loglstar: -inf < -9.786 < inf | logz: -32.618 +/- 0.459 | dlogz: 7.957 > 0.109
iter: 2267 | bound: 24 | nc: 39 | ncall: 76436 | eff(%): 2.966 | loglstar: -inf < -9.764 < inf | logz: -32.605 +/- 0.459 | dlogz: 7.934 > 0.109
iter: 2268 | bound: 24 | nc: 39 | ncall: 76475 | eff(%): 2.966 | loglstar: -inf < -9.753 < inf | logz: -32.592 +/- 0.459 | dlogz: 7.911 > 0.109
iter: 2269 | bound: 24 | nc: 39 | ncall: 76514 | eff(%): 2.965 | loglstar: -inf < -9.738 < inf | logz: -32.579 +/- 0.459 | dlogz: 7.888 > 0.109
iter: 2270 | bound: 24 | nc: 39 | ncall: 76553 | eff(%): 2.965 | loglstar: -inf < -9.702 < inf | logz: -32.566 +/- 0.459 | dlogz: 7.865 > 0.109
iter: 2271 | bound: 24 | nc: 39 | ncall: 76592 | eff(%): 2.965 | loglstar: -inf < -9.694 < inf | logz: -32.553 +/- 0.460 | dlogz: 7.842 > 0.109
iter: 2272 | bound: 24 | nc: 39 | ncall: 76631 | eff(%): 2.965 | loglstar: -inf < -9.674 < inf | logz: -32.540 +/- 0.460 | dlogz: 7.819 > 0.109
iter: 2273 | bound: 24 | nc: 39 | ncall: 76670 | eff(%): 2.965 | loglstar: -inf < -9.651 < inf | logz: -32.527 +/- 0.460 | dlogz: 7.796 > 0.109
iter: 2274 | bound: 24 | nc: 39 | ncall: 76709 | eff(%): 2.964 | loglstar: -inf < -9.623 < inf | logz: -32.515 +/- 0.460 | dlogz: 7.773 > 0.109
iter: 2275 | bound: 24 | nc: 39 | ncall: 76748 | eff(%): 2.964 | loglstar: -inf < -9.613 < inf | logz: -32.502 +/- 0.460 | dlogz: 7.750 > 0.109
iter: 2276 | bound: 24 | nc: 39 | ncall: 76787 | eff(%): 2.964 | loglstar: -inf < -9.589 < inf | logz: -32.489 +/- 0.460 | dlogz: 7.728 > 0.109
iter: 2277 | bound: 24 | nc: 39 | ncall: 76826 | eff(%): 2.964 | loglstar: -inf < -9.588 < inf | logz: -32.476 +/- 0.460 | dlogz: 7.705 > 0.109
iter: 2278 | bound: 24 | nc: 39 | ncall: 76865 | eff(%): 2.964 | loglstar: -inf < -9.537 < inf | logz: -32.464 +/- 0.460 | dlogz: 7.682 > 0.109
iter: 2279 | bound: 24 | nc: 39 | ncall: 76904 | eff(%): 2.963 | loglstar: -inf < -9.486 < inf | logz: -32.451 +/- 0.460 | dlogz: 7.660 > 0.109
iter: 2280 | bound: 24 | nc: 39 | ncall: 76943 | eff(%): 2.963 | loglstar: -inf < -9.461 < inf | logz: -32.437 +/- 0.460 | dlogz: 7.637 > 0.109
iter: 2281 | bound: 24 | nc: 39 | ncall: 76982 | eff(%): 2.963 | loglstar: -inf < -9.446 < inf | logz: -32.424 +/- 0.460 | dlogz: 7.613 > 0.109
iter: 2282 | bound: 24 | nc: 39 | ncall: 77021 | eff(%): 2.963 | loglstar: -inf < -9.435 < inf | logz: -32.411 +/- 0.461 | dlogz: 7.590 > 0.109
iter: 2283 | bound: 24 | nc: 39 | ncall: 77060 | eff(%): 2.963 | loglstar: -inf < -9.412 < inf | logz: -32.398 +/- 0.461 | dlogz: 7.567 > 0.109
iter: 2284 | bound: 24 | nc: 39 | ncall: 77099 | eff(%): 2.962 | loglstar: -inf < -9.371 < inf | logz: -32.385 +/- 0.461 | dlogz: 7.544 > 0.109
iter: 2285 | bound: 24 | nc: 39 | ncall: 77138 | eff(%): 2.962 | loglstar: -inf < -9.335 < inf | logz: -32.372 +/- 0.461 | dlogz: 7.521 > 0.109
iter: 2286 | bound: 24 | nc: 39 | ncall: 77177 | eff(%): 2.962 | loglstar: -inf < -9.313 < inf | logz: -32.358 +/- 0.461 | dlogz: 7.498 > 0.109
iter: 2287 | bound: 24 | nc: 39 | ncall: 77216 | eff(%): 2.962 | loglstar: -inf < -9.307 < inf | logz: -32.345 +/- 0.461 | dlogz: 7.475 > 0.109
iter: 2288 | bound: 24 | nc: 39 | ncall: 77255 | eff(%): 2.962 | loglstar: -inf < -9.297 < inf | logz: -32.332 +/- 0.461 | dlogz: 7.452 > 0.109
iter: 2289 | bound: 24 | nc: 39 | ncall: 77294 | eff(%): 2.961 | loglstar: -inf < -9.291 < inf | logz: -32.319 +/- 0.461 | dlogz: 7.429 > 0.109
iter: 2290 | bound: 24 | nc: 39 | ncall: 77333 | eff(%): 2.961 | loglstar: -inf < -9.289 < inf | logz: -32.306 +/- 0.461 | dlogz: 7.406 > 0.109
iter: 2291 | bound: 24 | nc: 39 | ncall: 77372 | eff(%): 2.961 | loglstar: -inf < -9.258 < inf | logz: -32.294 +/- 0.461 | dlogz: 7.383 > 0.109
iter: 2292 | bound: 24 | nc: 39 | ncall: 77411 | eff(%): 2.961 | loglstar: -inf < -9.244 < inf | logz: -32.281 +/- 0.461 | dlogz: 7.361 > 0.109
iter: 2293 | bound: 24 | nc: 39 | ncall: 77450 | eff(%): 2.961 | loglstar: -inf < -9.216 < inf | logz: -32.269 +/- 0.461 | dlogz: 7.338 > 0.109
iter: 2294 | bound: 24 | nc: 39 | ncall: 77489 | eff(%): 2.960 | loglstar: -inf < -9.206 < inf | logz: -32.256 +/- 0.462 | dlogz: 7.316 > 0.109
iter: 2295 | bound: 24 | nc: 39 | ncall: 77528 | eff(%): 2.960 | loglstar: -inf < -9.190 < inf | logz: -32.244 +/- 0.462 | dlogz: 7.293 > 0.109
iter: 2296 | bound: 24 | nc: 39 | ncall: 77567 | eff(%): 2.960 | loglstar: -inf < -9.178 < inf | logz: -32.232 +/- 0.462 | dlogz: 7.271 > 0.109
iter: 2297 | bound: 24 | nc: 39 | ncall: 77606 | eff(%): 2.960 | loglstar: -inf < -9.178 < inf | logz: -32.220 +/- 0.462 | dlogz: 7.249 > 0.109
iter: 2298 | bound: 24 | nc: 39 | ncall: 77645 | eff(%): 2.960 | loglstar: -inf < -9.174 < inf | logz: -32.208 +/- 0.462 | dlogz: 7.227 > 0.109
iter: 2299 | bound: 24 | nc: 39 | ncall: 77684 | eff(%): 2.959 | loglstar: -inf < -9.159 < inf | logz: -32.196 +/- 0.462 | dlogz: 7.205 > 0.109
iter: 2300 | bound: 24 | nc: 39 | ncall: 77723 | eff(%): 2.959 | loglstar: -inf < -9.159 < inf | logz: -32.185 +/- 0.462 | dlogz: 7.183 > 0.109
iter: 2301 | bound: 24 | nc: 39 | ncall: 77762 | eff(%): 2.959 | loglstar: -inf < -9.150 < inf | logz: -32.173 +/- 0.462 | dlogz: 7.162 > 0.109
iter: 2302 | bound: 24 | nc: 39 | ncall: 77801 | eff(%): 2.959 | loglstar: -inf < -9.116 < inf | logz: -32.162 +/- 0.462 | dlogz: 7.141 > 0.109
iter: 2303 | bound: 24 | nc: 39 | ncall: 77840 | eff(%): 2.959 | loglstar: -inf < -9.105 < inf | logz: -32.150 +/- 0.462 | dlogz: 7.119 > 0.109
iter: 2304 | bound: 24 | nc: 39 | ncall: 77879 | eff(%): 2.958 | loglstar: -inf < -9.092 < inf | logz: -32.139 +/- 0.462 | dlogz: 7.098 > 0.109
iter: 2305 | bound: 24 | nc: 39 | ncall: 77918 | eff(%): 2.958 | loglstar: -inf < -9.079 < inf | logz: -32.128 +/- 0.462 | dlogz: 7.077 > 0.109
iter: 2306 | bound: 24 | nc: 39 | ncall: 77957 | eff(%): 2.958 | loglstar: -inf < -9.008 < inf | logz: -32.117 +/- 0.462 | dlogz: 7.056 > 0.109
iter: 2307 | bound: 24 | nc: 39 | ncall: 77996 | eff(%): 2.958 | loglstar: -inf < -8.973 < inf | logz: -32.105 +/- 0.463 | dlogz: 7.034 > 0.109
iter: 2308 | bound: 24 | nc: 39 | ncall: 78035 | eff(%): 2.958 | loglstar: -inf < -8.957 < inf | logz: -32.093 +/- 0.463 | dlogz: 7.013 > 0.109
iter: 2309 | bound: 24 | nc: 39 | ncall: 78074 | eff(%): 2.957 | loglstar: -inf < -8.932 < inf | logz: -32.081 +/- 0.463 | dlogz: 6.991 > 0.109
iter: 2310 | bound: 24 | nc: 39 | ncall: 78113 | eff(%): 2.957 | loglstar: -inf < -8.927 < inf | logz: -32.070 +/- 0.463 | dlogz: 6.969 > 0.109
iter: 2311 | bound: 24 | nc: 39 | ncall: 78152 | eff(%): 2.957 | loglstar: -inf < -8.902 < inf | logz: -32.058 +/- 0.463 | dlogz: 6.948 > 0.109
iter: 2312 | bound: 24 | nc: 39 | ncall: 78191 | eff(%): 2.957 | loglstar: -inf < -8.889 < inf | logz: -32.046 +/- 0.463 | dlogz: 6.926 > 0.109
iter: 2313 | bound: 24 | nc: 39 | ncall: 78230 | eff(%): 2.957 | loglstar: -inf < -8.885 < inf | logz: -32.035 +/- 0.463 | dlogz: 6.905 > 0.109
iter: 2314 | bound: 24 | nc: 39 | ncall: 78269 | eff(%): 2.956 | loglstar: -inf < -8.879 < inf | logz: -32.024 +/- 0.463 | dlogz: 6.883 > 0.109
iter: 2315 | bound: 24 | nc: 39 | ncall: 78308 | eff(%): 2.956 | loglstar: -inf < -8.873 < inf | logz: -32.013 +/- 0.463 | dlogz: 6.862 > 0.109
iter: 2316 | bound: 24 | nc: 39 | ncall: 78347 | eff(%): 2.956 | loglstar: -inf < -8.868 < inf | logz: -32.002 +/- 0.463 | dlogz: 6.841 > 0.109
iter: 2317 | bound: 24 | nc: 39 | ncall: 78386 | eff(%): 2.956 | loglstar: -inf < -8.821 < inf | logz: -31.991 +/- 0.463 | dlogz: 6.820 > 0.109
iter: 2318 | bound: 24 | nc: 39 | ncall: 78425 | eff(%): 2.956 | loglstar: -inf < -8.753 < inf | logz: -31.979 +/- 0.463 | dlogz: 6.799 > 0.109
iter: 2319 | bound: 24 | nc: 39 | ncall: 78464 | eff(%): 2.955 | loglstar: -inf < -8.744 < inf | logz: -31.968 +/- 0.463 | dlogz: 6.778 > 0.109
iter: 2320 | bound: 24 | nc: 39 | ncall: 78503 | eff(%): 2.955 | loglstar: -inf < -8.740 < inf | logz: -31.956 +/- 0.463 | dlogz: 6.756 > 0.109
iter: 2321 | bound: 24 | nc: 39 | ncall: 78542 | eff(%): 2.955 | loglstar: -inf < -8.738 < inf | logz: -31.945 +/- 0.464 | dlogz: 6.735 > 0.109
iter: 2322 | bound: 25 | nc: 39 | ncall: 78581 | eff(%): 2.955 | loglstar: -inf < -8.710 < inf | logz: -31.934 +/- 0.464 | dlogz: 6.714 > 0.109
iter: 2323 | bound: 25 | nc: 39 | ncall: 78620 | eff(%): 2.955 | loglstar: -inf < -8.684 < inf | logz: -31.923 +/- 0.464 | dlogz: 6.693 > 0.109
iter: 2324 | bound: 25 | nc: 39 | ncall: 78659 | eff(%): 2.955 | loglstar: -inf < -8.675 < inf | logz: -31.912 +/- 0.464 | dlogz: 6.672 > 0.109
iter: 2325 | bound: 25 | nc: 39 | ncall: 78698 | eff(%): 2.954 | loglstar: -inf < -8.673 < inf | logz: -31.901 +/- 0.464 | dlogz: 6.651 > 0.109
iter: 2326 | bound: 25 | nc: 39 | ncall: 78737 | eff(%): 2.954 | loglstar: -inf < -8.594 < inf | logz: -31.889 +/- 0.464 | dlogz: 6.630 > 0.109
iter: 2327 | bound: 25 | nc: 39 | ncall: 78776 | eff(%): 2.954 | loglstar: -inf < -8.593 < inf | logz: -31.878 +/- 0.464 | dlogz: 6.609 > 0.109
iter: 2328 | bound: 25 | nc: 39 | ncall: 78815 | eff(%): 2.954 | loglstar: -inf < -8.588 < inf | logz: -31.867 +/- 0.464 | dlogz: 6.587 > 0.109
iter: 2329 | bound: 25 | nc: 39 | ncall: 78854 | eff(%): 2.954 | loglstar: -inf < -8.584 < inf | logz: -31.856 +/- 0.464 | dlogz: 6.566 > 0.109
iter: 2330 | bound: 25 | nc: 39 | ncall: 78893 | eff(%): 2.953 | loglstar: -inf < -8.551 < inf | logz: -31.845 +/- 0.464 | dlogz: 6.545 > 0.109
iter: 2331 | bound: 25 | nc: 39 | ncall: 78932 | eff(%): 2.953 | loglstar: -inf < -8.515 < inf | logz: -31.833 +/- 0.464 | dlogz: 6.524 > 0.109
iter: 2332 | bound: 25 | nc: 39 | ncall: 78971 | eff(%): 2.953 | loglstar: -inf < -8.477 < inf | logz: -31.822 +/- 0.464 | dlogz: 6.503 > 0.109
iter: 2333 | bound: 25 | nc: 39 | ncall: 79010 | eff(%): 2.953 | loglstar: -inf < -8.477 < inf | logz: -31.811 +/- 0.464 | dlogz: 6.482 > 0.109
iter: 2334 | bound: 25 | nc: 39 | ncall: 79049 | eff(%): 2.953 | loglstar: -inf < -8.467 < inf | logz: -31.800 +/- 0.464 | dlogz: 6.461 > 0.109
iter: 2335 | bound: 25 | nc: 39 | ncall: 79088 | eff(%): 2.952 | loglstar: -inf < -8.454 < inf | logz: -31.789 +/- 0.465 | dlogz: 6.440 > 0.109
iter: 2336 | bound: 25 | nc: 39 | ncall: 79127 | eff(%): 2.952 | loglstar: -inf < -8.344 < inf | logz: -31.777 +/- 0.465 | dlogz: 6.419 > 0.109
iter: 2337 | bound: 25 | nc: 39 | ncall: 79166 | eff(%): 2.952 | loglstar: -inf < -8.277 < inf | logz: -31.765 +/- 0.465 | dlogz: 6.397 > 0.109
iter: 2338 | bound: 25 | nc: 39 | ncall: 79205 | eff(%): 2.952 | loglstar: -inf < -8.267 < inf | logz: -31.753 +/- 0.465 | dlogz: 6.375 > 0.109
iter: 2339 | bound: 25 | nc: 39 | ncall: 79244 | eff(%): 2.952 | loglstar: -inf < -8.253 < inf | logz: -31.740 +/- 0.465 | dlogz: 6.353 > 0.109
iter: 2340 | bound: 25 | nc: 39 | ncall: 79283 | eff(%): 2.951 | loglstar: -inf < -8.226 < inf | logz: -31.728 +/- 0.465 | dlogz: 6.330 > 0.109
iter: 2341 | bound: 25 | nc: 39 | ncall: 79322 | eff(%): 2.951 | loglstar: -inf < -8.224 < inf | logz: -31.716 +/- 0.465 | dlogz: 6.308 > 0.109
iter: 2342 | bound: 25 | nc: 39 | ncall: 79361 | eff(%): 2.951 | loglstar: -inf < -8.204 < inf | logz: -31.704 +/- 0.465 | dlogz: 6.286 > 0.109
iter: 2343 | bound: 25 | nc: 39 | ncall: 79400 | eff(%): 2.951 | loglstar: -inf < -8.156 < inf | logz: -31.691 +/- 0.465 | dlogz: 6.264 > 0.109
iter: 2344 | bound: 25 | nc: 39 | ncall: 79439 | eff(%): 2.951 | loglstar: -inf < -8.071 < inf | logz: -31.679 +/- 0.465 | dlogz: 6.242 > 0.109
iter: 2345 | bound: 25 | nc: 39 | ncall: 79478 | eff(%): 2.951 | loglstar: -inf < -8.035 < inf | logz: -31.665 +/- 0.466 | dlogz: 6.219 > 0.109
iter: 2346 | bound: 25 | nc: 39 | ncall: 79517 | eff(%): 2.950 | loglstar: -inf < -7.993 < inf | logz: -31.652 +/- 0.466 | dlogz: 6.196 > 0.109
iter: 2347 | bound: 25 | nc: 39 | ncall: 79556 | eff(%): 2.950 | loglstar: -inf < -7.962 < inf | logz: -31.638 +/- 0.466 | dlogz: 6.173 > 0.109
iter: 2348 | bound: 25 | nc: 39 | ncall: 79595 | eff(%): 2.950 | loglstar: -inf < -7.950 < inf | logz: -31.625 +/- 0.466 | dlogz: 6.149 > 0.109
iter: 2349 | bound: 25 | nc: 39 | ncall: 79634 | eff(%): 2.950 | loglstar: -inf < -7.947 < inf | logz: -31.611 +/- 0.466 | dlogz: 6.126 > 0.109
iter: 2350 | bound: 25 | nc: 39 | ncall: 79673 | eff(%): 2.950 | loglstar: -inf < -7.926 < inf | logz: -31.598 +/- 0.466 | dlogz: 6.102 > 0.109
iter: 2351 | bound: 25 | nc: 39 | ncall: 79712 | eff(%): 2.949 | loglstar: -inf < -7.900 < inf | logz: -31.585 +/- 0.466 | dlogz: 6.079 > 0.109
iter: 2352 | bound: 25 | nc: 39 | ncall: 79751 | eff(%): 2.949 | loglstar: -inf < -7.888 < inf | logz: -31.571 +/- 0.466 | dlogz: 6.056 > 0.109
iter: 2353 | bound: 25 | nc: 39 | ncall: 79790 | eff(%): 2.949 | loglstar: -inf < -7.882 < inf | logz: -31.558 +/- 0.466 | dlogz: 6.033 > 0.109
iter: 2354 | bound: 25 | nc: 39 | ncall: 79829 | eff(%): 2.949 | loglstar: -inf < -7.878 < inf | logz: -31.546 +/- 0.467 | dlogz: 6.010 > 0.109
iter: 2355 | bound: 25 | nc: 39 | ncall: 79868 | eff(%): 2.949 | loglstar: -inf < -7.875 < inf | logz: -31.533 +/- 0.467 | dlogz: 5.987 > 0.109
iter: 2356 | bound: 25 | nc: 39 | ncall: 79907 | eff(%): 2.948 | loglstar: -inf < -7.858 < inf | logz: -31.521 +/- 0.467 | dlogz: 5.965 > 0.109
iter: 2357 | bound: 25 | nc: 39 | ncall: 79946 | eff(%): 2.948 | loglstar: -inf < -7.850 < inf | logz: -31.508 +/- 0.467 | dlogz: 5.943 > 0.109
iter: 2358 | bound: 25 | nc: 39 | ncall: 79985 | eff(%): 2.948 | loglstar: -inf < -7.825 < inf | logz: -31.496 +/- 0.467 | dlogz: 5.920 > 0.109
iter: 2359 | bound: 25 | nc: 39 | ncall: 80024 | eff(%): 2.948 | loglstar: -inf < -7.819 < inf | logz: -31.484 +/- 0.467 | dlogz: 5.898 > 0.109
iter: 2360 | bound: 25 | nc: 39 | ncall: 80063 | eff(%): 2.948 | loglstar: -inf < -7.813 < inf | logz: -31.472 +/- 0.467 | dlogz: 5.876 > 0.109
iter: 2361 | bound: 25 | nc: 39 | ncall: 80102 | eff(%): 2.947 | loglstar: -inf < -7.812 < inf | logz: -31.460 +/- 0.467 | dlogz: 5.855 > 0.109
iter: 2362 | bound: 25 | nc: 39 | ncall: 80141 | eff(%): 2.947 | loglstar: -inf < -7.795 < inf | logz: -31.449 +/- 0.467 | dlogz: 5.833 > 0.109
iter: 2363 | bound: 25 | nc: 39 | ncall: 80180 | eff(%): 2.947 | loglstar: -inf < -7.773 < inf | logz: -31.437 +/- 0.467 | dlogz: 5.811 > 0.109
iter: 2364 | bound: 25 | nc: 39 | ncall: 80219 | eff(%): 2.947 | loglstar: -inf < -7.765 < inf | logz: -31.426 +/- 0.467 | dlogz: 5.790 > 0.109
iter: 2365 | bound: 25 | nc: 39 | ncall: 80258 | eff(%): 2.947 | loglstar: -inf < -7.710 < inf | logz: -31.414 +/- 0.468 | dlogz: 5.769 > 0.109
iter: 2366 | bound: 25 | nc: 39 | ncall: 80297 | eff(%): 2.947 | loglstar: -inf < -7.677 < inf | logz: -31.402 +/- 0.468 | dlogz: 5.747 > 0.109
iter: 2367 | bound: 25 | nc: 39 | ncall: 80336 | eff(%): 2.946 | loglstar: -inf < -7.624 < inf | logz: -31.390 +/- 0.468 | dlogz: 5.726 > 0.109
iter: 2368 | bound: 25 | nc: 39 | ncall: 80375 | eff(%): 2.946 | loglstar: -inf < -7.617 < inf | logz: -31.378 +/- 0.468 | dlogz: 5.704 > 0.109
iter: 2369 | bound: 25 | nc: 39 | ncall: 80414 | eff(%): 2.946 | loglstar: -inf < -7.609 < inf | logz: -31.366 +/- 0.468 | dlogz: 5.681 > 0.109
iter: 2370 | bound: 25 | nc: 39 | ncall: 80453 | eff(%): 2.946 | loglstar: -inf < -7.574 < inf | logz: -31.354 +/- 0.468 | dlogz: 5.660 > 0.109
iter: 2371 | bound: 25 | nc: 39 | ncall: 80492 | eff(%): 2.946 | loglstar: -inf < -7.561 < inf | logz: -31.342 +/- 0.468 | dlogz: 5.638 > 0.109
iter: 2372 | bound: 25 | nc: 39 | ncall: 80531 | eff(%): 2.945 | loglstar: -inf < -7.554 < inf | logz: -31.330 +/- 0.468 | dlogz: 5.616 > 0.109
iter: 2373 | bound: 25 | nc: 39 | ncall: 80570 | eff(%): 2.945 | loglstar: -inf < -7.542 < inf | logz: -31.318 +/- 0.468 | dlogz: 5.594 > 0.109
iter: 2374 | bound: 25 | nc: 39 | ncall: 80609 | eff(%): 2.945 | loglstar: -inf < -7.530 < inf | logz: -31.307 +/- 0.468 | dlogz: 5.572 > 0.109
iter: 2375 | bound: 25 | nc: 39 | ncall: 80648 | eff(%): 2.945 | loglstar: -inf < -7.525 < inf | logz: -31.295 +/- 0.468 | dlogz: 5.551 > 0.109
iter: 2376 | bound: 25 | nc: 39 | ncall: 80687 | eff(%): 2.945 | loglstar: -inf < -7.517 < inf | logz: -31.284 +/- 0.469 | dlogz: 5.530 > 0.109
iter: 2377 | bound: 25 | nc: 39 | ncall: 80726 | eff(%): 2.945 | loglstar: -inf < -7.516 < inf | logz: -31.273 +/- 0.469 | dlogz: 5.508 > 0.109
iter: 2378 | bound: 25 | nc: 39 | ncall: 80765 | eff(%): 2.944 | loglstar: -inf < -7.515 < inf | logz: -31.262 +/- 0.469 | dlogz: 5.487 > 0.109
iter: 2379 | bound: 25 | nc: 39 | ncall: 80804 | eff(%): 2.944 | loglstar: -inf < -7.494 < inf | logz: -31.251 +/- 0.469 | dlogz: 5.467 > 0.109
iter: 2380 | bound: 25 | nc: 39 | ncall: 80843 | eff(%): 2.944 | loglstar: -inf < -7.494 < inf | logz: -31.240 +/- 0.469 | dlogz: 5.446 > 0.109
iter: 2381 | bound: 25 | nc: 39 | ncall: 80882 | eff(%): 2.944 | loglstar: -inf < -7.492 < inf | logz: -31.230 +/- 0.469 | dlogz: 5.425 > 0.109
iter: 2382 | bound: 25 | nc: 39 | ncall: 80921 | eff(%): 2.944 | loglstar: -inf < -7.436 < inf | logz: -31.219 +/- 0.469 | dlogz: 5.405 > 0.109
iter: 2383 | bound: 25 | nc: 39 | ncall: 80960 | eff(%): 2.943 | loglstar: -inf < -7.430 < inf | logz: -31.209 +/- 0.469 | dlogz: 5.385 > 0.109
iter: 2384 | bound: 25 | nc: 39 | ncall: 80999 | eff(%): 2.943 | loglstar: -inf < -7.424 < inf | logz: -31.198 +/- 0.469 | dlogz: 5.364 > 0.109
iter: 2385 | bound: 25 | nc: 39 | ncall: 81038 | eff(%): 2.943 | loglstar: -inf < -7.416 < inf | logz: -31.188 +/- 0.469 | dlogz: 5.344 > 0.109
iter: 2386 | bound: 25 | nc: 39 | ncall: 81077 | eff(%): 2.943 | loglstar: -inf < -7.401 < inf | logz: -31.177 +/- 0.469 | dlogz: 5.323 > 0.109
iter: 2387 | bound: 25 | nc: 39 | ncall: 81116 | eff(%): 2.943 | loglstar: -inf < -7.389 < inf | logz: -31.167 +/- 0.469 | dlogz: 5.303 > 0.109
iter: 2388 | bound: 25 | nc: 39 | ncall: 81155 | eff(%): 2.943 | loglstar: -inf < -7.388 < inf | logz: -31.157 +/- 0.469 | dlogz: 5.283 > 0.109
iter: 2389 | bound: 25 | nc: 39 | ncall: 81194 | eff(%): 2.942 | loglstar: -inf < -7.387 < inf | logz: -31.147 +/- 0.469 | dlogz: 5.263 > 0.109
iter: 2390 | bound: 25 | nc: 39 | ncall: 81233 | eff(%): 2.942 | loglstar: -inf < -7.342 < inf | logz: -31.137 +/- 0.470 | dlogz: 5.244 > 0.109
iter: 2391 | bound: 25 | nc: 39 | ncall: 81272 | eff(%): 2.942 | loglstar: -inf < -7.303 < inf | logz: -31.127 +/- 0.470 | dlogz: 5.224 > 0.109
iter: 2392 | bound: 25 | nc: 39 | ncall: 81311 | eff(%): 2.942 | loglstar: -inf < -7.291 < inf | logz: -31.117 +/- 0.470 | dlogz: 5.204 > 0.109
iter: 2393 | bound: 25 | nc: 39 | ncall: 81350 | eff(%): 2.942 | loglstar: -inf < -7.261 < inf | logz: -31.107 +/- 0.470 | dlogz: 5.184 > 0.109
iter: 2394 | bound: 25 | nc: 39 | ncall: 81389 | eff(%): 2.941 | loglstar: -inf < -7.260 < inf | logz: -31.097 +/- 0.470 | dlogz: 5.164 > 0.109
iter: 2395 | bound: 25 | nc: 39 | ncall: 81428 | eff(%): 2.941 | loglstar: -inf < -7.249 < inf | logz: -31.086 +/- 0.470 | dlogz: 5.144 > 0.109
iter: 2396 | bound: 25 | nc: 39 | ncall: 81467 | eff(%): 2.941 | loglstar: -inf < -7.246 < inf | logz: -31.077 +/- 0.470 | dlogz: 5.124 > 0.109
iter: 2397 | bound: 25 | nc: 39 | ncall: 81506 | eff(%): 2.941 | loglstar: -inf < -7.219 < inf | logz: -31.067 +/- 0.470 | dlogz: 5.104 > 0.109
iter: 2398 | bound: 25 | nc: 39 | ncall: 81545 | eff(%): 2.941 | loglstar: -inf < -7.217 < inf | logz: -31.057 +/- 0.470 | dlogz: 5.084 > 0.109
iter: 2399 | bound: 25 | nc: 39 | ncall: 81584 | eff(%): 2.941 | loglstar: -inf < -7.213 < inf | logz: -31.047 +/- 0.470 | dlogz: 5.065 > 0.109
iter: 2400 | bound: 25 | nc: 39 | ncall: 81623 | eff(%): 2.940 | loglstar: -inf < -7.204 < inf | logz: -31.038 +/- 0.470 | dlogz: 5.045 > 0.109
iter: 2401 | bound: 25 | nc: 39 | ncall: 81662 | eff(%): 2.940 | loglstar: -inf < -7.197 < inf | logz: -31.028 +/- 0.470 | dlogz: 5.026 > 0.109
iter: 2402 | bound: 25 | nc: 39 | ncall: 81701 | eff(%): 2.940 | loglstar: -inf < -7.169 < inf | logz: -31.019 +/- 0.470 | dlogz: 5.007 > 0.109
iter: 2403 | bound: 25 | nc: 39 | ncall: 81740 | eff(%): 2.940 | loglstar: -inf < -7.158 < inf | logz: -31.010 +/- 0.470 | dlogz: 4.987 > 0.109
iter: 2404 | bound: 25 | nc: 39 | ncall: 81779 | eff(%): 2.940 | loglstar: -inf < -7.148 < inf | logz: -31.000 +/- 0.470 | dlogz: 4.968 > 0.109
iter: 2405 | bound: 25 | nc: 39 | ncall: 81818 | eff(%): 2.939 | loglstar: -inf < -7.119 < inf | logz: -30.991 +/- 0.470 | dlogz: 4.949 > 0.109
iter: 2406 | bound: 25 | nc: 39 | ncall: 81857 | eff(%): 2.939 | loglstar: -inf < -7.110 < inf | logz: -30.982 +/- 0.471 | dlogz: 4.930 > 0.109
iter: 2407 | bound: 25 | nc: 39 | ncall: 81896 | eff(%): 2.939 | loglstar: -inf < -7.109 < inf | logz: -30.972 +/- 0.471 | dlogz: 4.911 > 0.109
iter: 2408 | bound: 25 | nc: 39 | ncall: 81935 | eff(%): 2.939 | loglstar: -inf < -7.085 < inf | logz: -30.963 +/- 0.471 | dlogz: 4.892 > 0.109
iter: 2409 | bound: 25 | nc: 39 | ncall: 81974 | eff(%): 2.939 | loglstar: -inf < -7.078 < inf | logz: -30.954 +/- 0.471 | dlogz: 4.873 > 0.109
iter: 2410 | bound: 25 | nc: 39 | ncall: 82013 | eff(%): 2.939 | loglstar: -inf < -7.076 < inf | logz: -30.945 +/- 0.471 | dlogz: 4.854 > 0.109
iter: 2411 | bound: 25 | nc: 39 | ncall: 82052 | eff(%): 2.938 | loglstar: -inf < -7.030 < inf | logz: -30.936 +/- 0.471 | dlogz: 4.835 > 0.109
iter: 2412 | bound: 25 | nc: 39 | ncall: 82091 | eff(%): 2.938 | loglstar: -inf < -6.998 < inf | logz: -30.927 +/- 0.471 | dlogz: 4.817 > 0.109
iter: 2413 | bound: 25 | nc: 39 | ncall: 82130 | eff(%): 2.938 | loglstar: -inf < -6.939 < inf | logz: -30.918 +/- 0.471 | dlogz: 4.798 > 0.109
iter: 2414 | bound: 25 | nc: 39 | ncall: 82169 | eff(%): 2.938 | loglstar: -inf < -6.909 < inf | logz: -30.908 +/- 0.471 | dlogz: 4.778 > 0.109
iter: 2415 | bound: 25 | nc: 39 | ncall: 82208 | eff(%): 2.938 | loglstar: -inf < -6.906 < inf | logz: -30.898 +/- 0.471 | dlogz: 4.759 > 0.109
iter: 2416 | bound: 25 | nc: 39 | ncall: 82247 | eff(%): 2.937 | loglstar: -inf < -6.878 < inf | logz: -30.889 +/- 0.471 | dlogz: 4.740 > 0.109
iter: 2417 | bound: 25 | nc: 39 | ncall: 82286 | eff(%): 2.937 | loglstar: -inf < -6.862 < inf | logz: -30.879 +/- 0.471 | dlogz: 4.720 > 0.109
iter: 2418 | bound: 25 | nc: 39 | ncall: 82325 | eff(%): 2.937 | loglstar: -inf < -6.826 < inf | logz: -30.870 +/- 0.471 | dlogz: 4.701 > 0.109
iter: 2419 | bound: 25 | nc: 39 | ncall: 82364 | eff(%): 2.937 | loglstar: -inf < -6.776 < inf | logz: -30.860 +/- 0.471 | dlogz: 4.681 > 0.109
iter: 2420 | bound: 25 | nc: 39 | ncall: 82403 | eff(%): 2.937 | loglstar: -inf < -6.765 < inf | logz: -30.850 +/- 0.471 | dlogz: 4.662 > 0.109
iter: 2421 | bound: 25 | nc: 39 | ncall: 82442 | eff(%): 2.937 | loglstar: -inf < -6.741 < inf | logz: -30.840 +/- 0.472 | dlogz: 4.642 > 0.109
iter: 2422 | bound: 26 | nc: 39 | ncall: 82481 | eff(%): 2.936 | loglstar: -inf < -6.735 < inf | logz: -30.830 +/- 0.472 | dlogz: 4.622 > 0.109
iter: 2423 | bound: 26 | nc: 39 | ncall: 82520 | eff(%): 2.936 | loglstar: -inf < -6.717 < inf | logz: -30.820 +/- 0.472 | dlogz: 4.602 > 0.109
iter: 2424 | bound: 26 | nc: 39 | ncall: 82559 | eff(%): 2.936 | loglstar: -inf < -6.695 < inf | logz: -30.810 +/- 0.472 | dlogz: 4.583 > 0.109
iter: 2425 | bound: 26 | nc: 39 | ncall: 82598 | eff(%): 2.936 | loglstar: -inf < -6.692 < inf | logz: -30.800 +/- 0.472 | dlogz: 4.563 > 0.109
iter: 2426 | bound: 26 | nc: 39 | ncall: 82637 | eff(%): 2.936 | loglstar: -inf < -6.686 < inf | logz: -30.790 +/- 0.472 | dlogz: 4.544 > 0.109
iter: 2427 | bound: 26 | nc: 39 | ncall: 82676 | eff(%): 2.936 | loglstar: -inf < -6.661 < inf | logz: -30.781 +/- 0.472 | dlogz: 4.524 > 0.109
iter: 2428 | bound: 26 | nc: 39 | ncall: 82715 | eff(%): 2.935 | loglstar: -inf < -6.647 < inf | logz: -30.771 +/- 0.472 | dlogz: 4.505 > 0.109
iter: 2429 | bound: 26 | nc: 39 | ncall: 82754 | eff(%): 2.935 | loglstar: -inf < -6.576 < inf | logz: -30.761 +/- 0.472 | dlogz: 4.486 > 0.109
iter: 2430 | bound: 26 | nc: 39 | ncall: 82793 | eff(%): 2.935 | loglstar: -inf < -6.552 < inf | logz: -30.751 +/- 0.472 | dlogz: 4.466 > 0.109
iter: 2431 | bound: 26 | nc: 39 | ncall: 82832 | eff(%): 2.935 | loglstar: -inf < -6.536 < inf | logz: -30.741 +/- 0.472 | dlogz: 4.446 > 0.109
iter: 2432 | bound: 26 | nc: 39 | ncall: 82871 | eff(%): 2.935 | loglstar: -inf < -6.512 < inf | logz: -30.731 +/- 0.472 | dlogz: 4.426 > 0.109
iter: 2433 | bound: 26 | nc: 39 | ncall: 82910 | eff(%): 2.935 | loglstar: -inf < -6.508 < inf | logz: -30.721 +/- 0.472 | dlogz: 4.407 > 0.109
iter: 2434 | bound: 26 | nc: 39 | ncall: 82949 | eff(%): 2.934 | loglstar: -inf < -6.486 < inf | logz: -30.711 +/- 0.473 | dlogz: 4.387 > 0.109
iter: 2435 | bound: 26 | nc: 39 | ncall: 82988 | eff(%): 2.934 | loglstar: -inf < -6.468 < inf | logz: -30.701 +/- 0.473 | dlogz: 4.367 > 0.109
iter: 2436 | bound: 26 | nc: 39 | ncall: 83027 | eff(%): 2.934 | loglstar: -inf < -6.434 < inf | logz: -30.691 +/- 0.473 | dlogz: 4.347 > 0.109
iter: 2437 | bound: 26 | nc: 39 | ncall: 83066 | eff(%): 2.934 | loglstar: -inf < -6.410 < inf | logz: -30.681 +/- 0.473 | dlogz: 4.328 > 0.109
iter: 2438 | bound: 26 | nc: 39 | ncall: 83105 | eff(%): 2.934 | loglstar: -inf < -6.400 < inf | logz: -30.671 +/- 0.473 | dlogz: 4.308 > 0.109
iter: 2439 | bound: 26 | nc: 39 | ncall: 83144 | eff(%): 2.933 | loglstar: -inf < -6.398 < inf | logz: -30.661 +/- 0.473 | dlogz: 4.288 > 0.109
iter: 2440 | bound: 26 | nc: 39 | ncall: 83183 | eff(%): 2.933 | loglstar: -inf < -6.383 < inf | logz: -30.651 +/- 0.473 | dlogz: 4.269 > 0.109
iter: 2441 | bound: 26 | nc: 39 | ncall: 83222 | eff(%): 2.933 | loglstar: -inf < -6.383 < inf | logz: -30.641 +/- 0.473 | dlogz: 4.249 > 0.109
iter: 2442 | bound: 26 | nc: 39 | ncall: 83261 | eff(%): 2.933 | loglstar: -inf < -6.363 < inf | logz: -30.632 +/- 0.473 | dlogz: 4.230 > 0.109
iter: 2443 | bound: 26 | nc: 39 | ncall: 83300 | eff(%): 2.933 | loglstar: -inf < -6.309 < inf | logz: -30.622 +/- 0.473 | dlogz: 4.210 > 0.109
iter: 2444 | bound: 26 | nc: 39 | ncall: 83339 | eff(%): 2.933 | loglstar: -inf < -6.296 < inf | logz: -30.612 +/- 0.473 | dlogz: 4.191 > 0.109
iter: 2445 | bound: 26 | nc: 39 | ncall: 83378 | eff(%): 2.932 | loglstar: -inf < -6.283 < inf | logz: -30.602 +/- 0.473 | dlogz: 4.171 > 0.109
iter: 2446 | bound: 26 | nc: 39 | ncall: 83417 | eff(%): 2.932 | loglstar: -inf < -6.277 < inf | logz: -30.592 +/- 0.473 | dlogz: 4.152 > 0.109
iter: 2447 | bound: 26 | nc: 39 | ncall: 83456 | eff(%): 2.932 | loglstar: -inf < -6.266 < inf | logz: -30.583 +/- 0.474 | dlogz: 4.132 > 0.109
iter: 2448 | bound: 26 | nc: 39 | ncall: 83495 | eff(%): 2.932 | loglstar: -inf < -6.219 < inf | logz: -30.573 +/- 0.474 | dlogz: 4.113 > 0.109
iter: 2449 | bound: 26 | nc: 39 | ncall: 83534 | eff(%): 2.932 | loglstar: -inf < -6.211 < inf | logz: -30.563 +/- 0.474 | dlogz: 4.094 > 0.109
iter: 2450 | bound: 26 | nc: 39 | ncall: 83573 | eff(%): 2.932 | loglstar: -inf < -6.208 < inf | logz: -30.554 +/- 0.474 | dlogz: 4.074 > 0.109
iter: 2451 | bound: 26 | nc: 39 | ncall: 83612 | eff(%): 2.931 | loglstar: -inf < -6.192 < inf | logz: -30.544 +/- 0.474 | dlogz: 4.055 > 0.109
iter: 2452 | bound: 26 | nc: 39 | ncall: 83651 | eff(%): 2.931 | loglstar: -inf < -6.185 < inf | logz: -30.534 +/- 0.474 | dlogz: 4.036 > 0.109
iter: 2453 | bound: 26 | nc: 39 | ncall: 83690 | eff(%): 2.931 | loglstar: -inf < -6.171 < inf | logz: -30.525 +/- 0.474 | dlogz: 4.017 > 0.109
iter: 2454 | bound: 26 | nc: 39 | ncall: 83729 | eff(%): 2.931 | loglstar: -inf < -6.170 < inf | logz: -30.516 +/- 0.474 | dlogz: 3.998 > 0.109
iter: 2455 | bound: 26 | nc: 39 | ncall: 83768 | eff(%): 2.931 | loglstar: -inf < -6.162 < inf | logz: -30.506 +/- 0.474 | dlogz: 3.979 > 0.109
iter: 2456 | bound: 26 | nc: 39 | ncall: 83807 | eff(%): 2.931 | loglstar: -inf < -6.155 < inf | logz: -30.497 +/- 0.474 | dlogz: 3.960 > 0.109
iter: 2457 | bound: 26 | nc: 39 | ncall: 83846 | eff(%): 2.930 | loglstar: -inf < -6.133 < inf | logz: -30.488 +/- 0.474 | dlogz: 3.941 > 0.109
iter: 2458 | bound: 26 | nc: 39 | ncall: 83885 | eff(%): 2.930 | loglstar: -inf < -6.127 < inf | logz: -30.479 +/- 0.474 | dlogz: 3.923 > 0.109
iter: 2459 | bound: 26 | nc: 39 | ncall: 83924 | eff(%): 2.930 | loglstar: -inf < -6.126 < inf | logz: -30.471 +/- 0.474 | dlogz: 3.904 > 0.109
iter: 2460 | bound: 26 | nc: 39 | ncall: 83963 | eff(%): 2.930 | loglstar: -inf < -6.112 < inf | logz: -30.462 +/- 0.474 | dlogz: 3.886 > 0.109
iter: 2461 | bound: 26 | nc: 39 | ncall: 84002 | eff(%): 2.930 | loglstar: -inf < -6.104 < inf | logz: -30.453 +/- 0.475 | dlogz: 3.867 > 0.109
iter: 2462 | bound: 26 | nc: 39 | ncall: 84041 | eff(%): 2.930 | loglstar: -inf < -6.100 < inf | logz: -30.445 +/- 0.475 | dlogz: 3.849 > 0.109
iter: 2463 | bound: 26 | nc: 39 | ncall: 84080 | eff(%): 2.929 | loglstar: -inf < -6.055 < inf | logz: -30.436 +/- 0.475 | dlogz: 3.831 > 0.109
iter: 2464 | bound: 26 | nc: 39 | ncall: 84119 | eff(%): 2.929 | loglstar: -inf < -6.053 < inf | logz: -30.427 +/- 0.475 | dlogz: 3.813 > 0.109
iter: 2465 | bound: 26 | nc: 39 | ncall: 84158 | eff(%): 2.929 | loglstar: -inf < -6.046 < inf | logz: -30.419 +/- 0.475 | dlogz: 3.795 > 0.109
iter: 2466 | bound: 26 | nc: 39 | ncall: 84197 | eff(%): 2.929 | loglstar: -inf < -6.035 < inf | logz: -30.410 +/- 0.475 | dlogz: 3.777 > 0.109
iter: 2467 | bound: 26 | nc: 39 | ncall: 84236 | eff(%): 2.929 | loglstar: -inf < -6.028 < inf | logz: -30.402 +/- 0.475 | dlogz: 3.759 > 0.109
iter: 2468 | bound: 26 | nc: 39 | ncall: 84275 | eff(%): 2.929 | loglstar: -inf < -6.018 < inf | logz: -30.394 +/- 0.475 | dlogz: 3.741 > 0.109
iter: 2469 | bound: 26 | nc: 39 | ncall: 84314 | eff(%): 2.928 | loglstar: -inf < -5.993 < inf | logz: -30.385 +/- 0.475 | dlogz: 3.723 > 0.109
iter: 2470 | bound: 26 | nc: 39 | ncall: 84353 | eff(%): 2.928 | loglstar: -inf < -5.987 < inf | logz: -30.377 +/- 0.475 | dlogz: 3.705 > 0.109
iter: 2471 | bound: 26 | nc: 39 | ncall: 84392 | eff(%): 2.928 | loglstar: -inf < -5.967 < inf | logz: -30.369 +/- 0.475 | dlogz: 3.687 > 0.109
iter: 2472 | bound: 26 | nc: 39 | ncall: 84431 | eff(%): 2.928 | loglstar: -inf < -5.966 < inf | logz: -30.361 +/- 0.475 | dlogz: 3.670 > 0.109
iter: 2473 | bound: 26 | nc: 39 | ncall: 84470 | eff(%): 2.928 | loglstar: -inf < -5.957 < inf | logz: -30.353 +/- 0.475 | dlogz: 3.652 > 0.109
iter: 2474 | bound: 26 | nc: 39 | ncall: 84509 | eff(%): 2.927 | loglstar: -inf < -5.912 < inf | logz: -30.344 +/- 0.475 | dlogz: 3.634 > 0.109
iter: 2475 | bound: 26 | nc: 39 | ncall: 84548 | eff(%): 2.927 | loglstar: -inf < -5.892 < inf | logz: -30.336 +/- 0.475 | dlogz: 3.617 > 0.109
iter: 2476 | bound: 26 | nc: 39 | ncall: 84587 | eff(%): 2.927 | loglstar: -inf < -5.887 < inf | logz: -30.328 +/- 0.475 | dlogz: 3.599 > 0.109
iter: 2477 | bound: 26 | nc: 39 | ncall: 84626 | eff(%): 2.927 | loglstar: -inf < -5.886 < inf | logz: -30.320 +/- 0.476 | dlogz: 3.581 > 0.109
iter: 2478 | bound: 26 | nc: 39 | ncall: 84665 | eff(%): 2.927 | loglstar: -inf < -5.884 < inf | logz: -30.312 +/- 0.476 | dlogz: 3.564 > 0.109
iter: 2479 | bound: 26 | nc: 39 | ncall: 84704 | eff(%): 2.927 | loglstar: -inf < -5.859 < inf | logz: -30.304 +/- 0.476 | dlogz: 3.547 > 0.109
iter: 2480 | bound: 26 | nc: 39 | ncall: 84743 | eff(%): 2.926 | loglstar: -inf < -5.845 < inf | logz: -30.296 +/- 0.476 | dlogz: 3.529 > 0.109
iter: 2481 | bound: 26 | nc: 39 | ncall: 84782 | eff(%): 2.926 | loglstar: -inf < -5.836 < inf | logz: -30.288 +/- 0.476 | dlogz: 3.512 > 0.109
iter: 2482 | bound: 26 | nc: 39 | ncall: 84821 | eff(%): 2.926 | loglstar: -inf < -5.827 < inf | logz: -30.280 +/- 0.476 | dlogz: 3.495 > 0.109
iter: 2483 | bound: 26 | nc: 39 | ncall: 84860 | eff(%): 2.926 | loglstar: -inf < -5.825 < inf | logz: -30.273 +/- 0.476 | dlogz: 3.477 > 0.109
iter: 2484 | bound: 26 | nc: 39 | ncall: 84899 | eff(%): 2.926 | loglstar: -inf < -5.824 < inf | logz: -30.265 +/- 0.476 | dlogz: 3.460 > 0.109
iter: 2485 | bound: 26 | nc: 39 | ncall: 84938 | eff(%): 2.926 | loglstar: -inf < -5.817 < inf | logz: -30.258 +/- 0.476 | dlogz: 3.443 > 0.109
iter: 2486 | bound: 26 | nc: 39 | ncall: 84977 | eff(%): 2.925 | loglstar: -inf < -5.806 < inf | logz: -30.250 +/- 0.476 | dlogz: 3.426 > 0.109
iter: 2487 | bound: 26 | nc: 39 | ncall: 85016 | eff(%): 2.925 | loglstar: -inf < -5.803 < inf | logz: -30.243 +/- 0.476 | dlogz: 3.410 > 0.109
iter: 2488 | bound: 26 | nc: 39 | ncall: 85055 | eff(%): 2.925 | loglstar: -inf < -5.790 < inf | logz: -30.235 +/- 0.476 | dlogz: 3.393 > 0.109
iter: 2489 | bound: 26 | nc: 39 | ncall: 85094 | eff(%): 2.925 | loglstar: -inf < -5.774 < inf | logz: -30.228 +/- 0.476 | dlogz: 3.376 > 0.109
iter: 2490 | bound: 26 | nc: 39 | ncall: 85133 | eff(%): 2.925 | loglstar: -inf < -5.767 < inf | logz: -30.221 +/- 0.476 | dlogz: 3.360 > 0.109
iter: 2491 | bound: 26 | nc: 39 | ncall: 85172 | eff(%): 2.925 | loglstar: -inf < -5.741 < inf | logz: -30.214 +/- 0.476 | dlogz: 3.343 > 0.109
iter: 2492 | bound: 26 | nc: 39 | ncall: 85211 | eff(%): 2.925 | loglstar: -inf < -5.735 < inf | logz: -30.207 +/- 0.476 | dlogz: 3.326 > 0.109
iter: 2493 | bound: 26 | nc: 39 | ncall: 85250 | eff(%): 2.924 | loglstar: -inf < -5.714 < inf | logz: -30.199 +/- 0.476 | dlogz: 3.310 > 0.109
iter: 2494 | bound: 26 | nc: 39 | ncall: 85289 | eff(%): 2.924 | loglstar: -inf < -5.703 < inf | logz: -30.192 +/- 0.476 | dlogz: 3.293 > 0.109
iter: 2495 | bound: 26 | nc: 39 | ncall: 85328 | eff(%): 2.924 | loglstar: -inf < -5.691 < inf | logz: -30.185 +/- 0.476 | dlogz: 4.206 > 0.109
iter: 2496 | bound: 26 | nc: 39 | ncall: 85367 | eff(%): 2.924 | loglstar: -inf < -5.687 < inf | logz: -30.178 +/- 0.476 | dlogz: 4.189 > 0.109
iter: 2497 | bound: 26 | nc: 39 | ncall: 85406 | eff(%): 2.924 | loglstar: -inf < -5.681 < inf | logz: -30.171 +/- 0.477 | dlogz: 4.173 > 0.109
iter: 2498 | bound: 26 | nc: 39 | ncall: 85445 | eff(%): 2.924 | loglstar: -inf < -5.626 < inf | logz: -30.164 +/- 0.477 | dlogz: 4.156 > 0.109
iter: 2499 | bound: 26 | nc: 39 | ncall: 85484 | eff(%): 2.923 | loglstar: -inf < -5.621 < inf | logz: -30.157 +/- 0.477 | dlogz: 4.139 > 0.109
iter: 2500 | bound: 26 | nc: 39 | ncall: 85523 | eff(%): 2.923 | loglstar: -inf < -5.618 < inf | logz: -30.150 +/- 0.477 | dlogz: 4.122 > 0.109
iter: 2501 | bound: 26 | nc: 39 | ncall: 85562 | eff(%): 2.923 | loglstar: -inf < -5.597 < inf | logz: -30.143 +/- 0.477 | dlogz: 4.106 > 0.109
iter: 2502 | bound: 26 | nc: 39 | ncall: 85601 | eff(%): 2.923 | loglstar: -inf < -5.592 < inf | logz: -30.136 +/- 0.477 | dlogz: 4.089 > 0.109
iter: 2503 | bound: 26 | nc: 39 | ncall: 85640 | eff(%): 2.923 | loglstar: -inf < -5.586 < inf | logz: -30.129 +/- 0.477 | dlogz: 4.072 > 0.109
iter: 2504 | bound: 26 | nc: 39 | ncall: 85679 | eff(%): 2.923 | loglstar: -inf < -5.579 < inf | logz: -30.122 +/- 0.477 | dlogz: 4.056 > 0.109
iter: 2505 | bound: 26 | nc: 39 | ncall: 85718 | eff(%): 2.922 | loglstar: -inf < -5.577 < inf | logz: -30.115 +/- 0.477 | dlogz: 4.039 > 0.109
iter: 2506 | bound: 26 | nc: 39 | ncall: 85757 | eff(%): 2.922 | loglstar: -inf < -5.545 < inf | logz: -30.108 +/- 0.477 | dlogz: 4.023 > 0.109
iter: 2507 | bound: 26 | nc: 39 | ncall: 85796 | eff(%): 2.922 | loglstar: -inf < -5.538 < inf | logz: -30.101 +/- 0.477 | dlogz: 4.006 > 0.109
iter: 2508 | bound: 26 | nc: 39 | ncall: 85835 | eff(%): 2.922 | loglstar: -inf < -5.536 < inf | logz: -30.095 +/- 0.477 | dlogz: 3.990 > 0.109
iter: 2509 | bound: 26 | nc: 39 | ncall: 85874 | eff(%): 2.922 | loglstar: -inf < -5.511 < inf | logz: -30.088 +/- 0.477 | dlogz: 3.973 > 0.109
iter: 2510 | bound: 26 | nc: 39 | ncall: 85913 | eff(%): 2.922 | loglstar: -inf < -5.502 < inf | logz: -30.081 +/- 0.477 | dlogz: 3.957 > 0.109
iter: 2511 | bound: 26 | nc: 39 | ncall: 85952 | eff(%): 2.921 | loglstar: -inf < -5.492 < inf | logz: -30.075 +/- 0.477 | dlogz: 3.941 > 0.109
iter: 2512 | bound: 26 | nc: 39 | ncall: 85991 | eff(%): 2.921 | loglstar: -inf < -5.482 < inf | logz: -30.068 +/- 0.477 | dlogz: 3.924 > 0.109
iter: 2513 | bound: 26 | nc: 39 | ncall: 86030 | eff(%): 2.921 | loglstar: -inf < -5.478 < inf | logz: -30.061 +/- 0.477 | dlogz: 3.908 > 0.109
iter: 2514 | bound: 26 | nc: 39 | ncall: 86069 | eff(%): 2.921 | loglstar: -inf < -5.475 < inf | logz: -30.055 +/- 0.477 | dlogz: 3.892 > 0.109
iter: 2515 | bound: 26 | nc: 39 | ncall: 86108 | eff(%): 2.921 | loglstar: -inf < -5.472 < inf | logz: -30.049 +/- 0.477 | dlogz: 3.876 > 0.109
iter: 2516 | bound: 26 | nc: 39 | ncall: 86147 | eff(%): 2.921 | loglstar: -inf < -5.465 < inf | logz: -30.042 +/- 0.477 | dlogz: 3.860 > 0.109
iter: 2517 | bound: 26 | nc: 39 | ncall: 86186 | eff(%): 2.920 | loglstar: -inf < -5.465 < inf | logz: -30.036 +/- 0.477 | dlogz: 3.844 > 0.109
iter: 2518 | bound: 26 | nc: 39 | ncall: 86225 | eff(%): 2.920 | loglstar: -inf < -5.461 < inf | logz: -30.030 +/- 0.478 | dlogz: 3.828 > 0.109
iter: 2519 | bound: 26 | nc: 39 | ncall: 86264 | eff(%): 2.920 | loglstar: -inf < -5.455 < inf | logz: -30.024 +/- 0.478 | dlogz: 3.812 > 0.109
iter: 2520 | bound: 26 | nc: 39 | ncall: 86303 | eff(%): 2.920 | loglstar: -inf < -5.437 < inf | logz: -30.018 +/- 0.478 | dlogz: 3.797 > 0.109
iter: 2521 | bound: 26 | nc: 39 | ncall: 86342 | eff(%): 2.920 | loglstar: -inf < -5.435 < inf | logz: -30.012 +/- 0.478 | dlogz: 3.781 > 0.109
iter: 2522 | bound: 27 | nc: 39 | ncall: 86381 | eff(%): 2.920 | loglstar: -inf < -5.408 < inf | logz: -30.006 +/- 0.478 | dlogz: 3.766 > 0.109
iter: 2523 | bound: 27 | nc: 39 | ncall: 86420 | eff(%): 2.919 | loglstar: -inf < -5.394 < inf | logz: -30.000 +/- 0.478 | dlogz: 3.750 > 0.109
iter: 2524 | bound: 27 | nc: 39 | ncall: 86459 | eff(%): 2.919 | loglstar: -inf < -5.385 < inf | logz: -29.994 +/- 0.478 | dlogz: 3.734 > 0.109
iter: 2525 | bound: 27 | nc: 39 | ncall: 86498 | eff(%): 2.919 | loglstar: -inf < -5.382 < inf | logz: -29.988 +/- 0.478 | dlogz: 3.719 > 0.109
iter: 2526 | bound: 27 | nc: 39 | ncall: 86537 | eff(%): 2.919 | loglstar: -inf < -5.375 < inf | logz: -29.982 +/- 0.478 | dlogz: 3.703 > 0.109
iter: 2527 | bound: 27 | nc: 39 | ncall: 86576 | eff(%): 2.919 | loglstar: -inf < -5.374 < inf | logz: -29.976 +/- 0.478 | dlogz: 3.688 > 0.109
iter: 2528 | bound: 27 | nc: 39 | ncall: 86615 | eff(%): 2.919 | loglstar: -inf < -5.364 < inf | logz: -29.970 +/- 0.478 | dlogz: 3.673 > 0.109
iter: 2529 | bound: 27 | nc: 39 | ncall: 86654 | eff(%): 2.919 | loglstar: -inf < -5.357 < inf | logz: -29.965 +/- 0.478 | dlogz: 3.657 > 0.109
iter: 2530 | bound: 27 | nc: 39 | ncall: 86693 | eff(%): 2.918 | loglstar: -inf < -5.352 < inf | logz: -29.959 +/- 0.478 | dlogz: 3.642 > 0.109
iter: 2531 | bound: 27 | nc: 39 | ncall: 86732 | eff(%): 2.918 | loglstar: -inf < -5.351 < inf | logz: -29.953 +/- 0.478 | dlogz: 3.627 > 0.109
iter: 2532 | bound: 27 | nc: 39 | ncall: 86771 | eff(%): 2.918 | loglstar: -inf < -5.350 < inf | logz: -29.948 +/- 0.478 | dlogz: 3.612 > 0.109
iter: 2533 | bound: 27 | nc: 39 | ncall: 86810 | eff(%): 2.918 | loglstar: -inf < -5.347 < inf | logz: -29.942 +/- 0.478 | dlogz: 3.597 > 0.109
iter: 2534 | bound: 27 | nc: 39 | ncall: 86849 | eff(%): 2.918 | loglstar: -inf < -5.337 < inf | logz: -29.937 +/- 0.478 | dlogz: 3.582 > 0.109
iter: 2535 | bound: 27 | nc: 39 | ncall: 86888 | eff(%): 2.918 | loglstar: -inf < -5.333 < inf | logz: -29.932 +/- 0.478 | dlogz: 3.567 > 0.109
iter: 2536 | bound: 27 | nc: 39 | ncall: 86927 | eff(%): 2.917 | loglstar: -inf < -5.333 < inf | logz: -29.927 +/- 0.478 | dlogz: 3.552 > 0.109
iter: 2537 | bound: 27 | nc: 39 | ncall: 86966 | eff(%): 2.917 | loglstar: -inf < -5.325 < inf | logz: -29.921 +/- 0.478 | dlogz: 3.537 > 0.109
iter: 2538 | bound: 27 | nc: 39 | ncall: 87005 | eff(%): 2.917 | loglstar: -inf < -5.322 < inf | logz: -29.916 +/- 0.478 | dlogz: 3.522 > 0.109
iter: 2539 | bound: 27 | nc: 39 | ncall: 87044 | eff(%): 2.917 | loglstar: -inf < -5.309 < inf | logz: -29.911 +/- 0.478 | dlogz: 3.508 > 0.109
iter: 2540 | bound: 27 | nc: 39 | ncall: 87083 | eff(%): 2.917 | loglstar: -inf < -5.305 < inf | logz: -29.906 +/- 0.478 | dlogz: 3.493 > 0.109
iter: 2541 | bound: 27 | nc: 39 | ncall: 87122 | eff(%): 2.917 | loglstar: -inf < -5.303 < inf | logz: -29.901 +/- 0.478 | dlogz: 3.479 > 0.109
iter: 2542 | bound: 27 | nc: 39 | ncall: 87161 | eff(%): 2.916 | loglstar: -inf < -5.270 < inf | logz: -29.896 +/- 0.478 | dlogz: 3.464 > 0.109
iter: 2543 | bound: 27 | nc: 39 | ncall: 87200 | eff(%): 2.916 | loglstar: -inf < -5.242 < inf | logz: -29.891 +/- 0.478 | dlogz: 3.450 > 0.109
iter: 2544 | bound: 27 | nc: 39 | ncall: 87239 | eff(%): 2.916 | loglstar: -inf < -5.231 < inf | logz: -29.886 +/- 0.478 | dlogz: 3.435 > 0.109
iter: 2545 | bound: 27 | nc: 39 | ncall: 87278 | eff(%): 2.916 | loglstar: -inf < -5.214 < inf | logz: -29.880 +/- 0.478 | dlogz: 3.420 > 0.109
iter: 2546 | bound: 27 | nc: 39 | ncall: 87317 | eff(%): 2.916 | loglstar: -inf < -5.212 < inf | logz: -29.875 +/- 0.479 | dlogz: 3.406 > 0.109
iter: 2547 | bound: 27 | nc: 39 | ncall: 87356 | eff(%): 2.916 | loglstar: -inf < -5.206 < inf | logz: -29.870 +/- 0.479 | dlogz: 3.391 > 0.109
iter: 2548 | bound: 28 | nc: 39 | ncall: 87395 | eff(%): 2.915 | loglstar: -inf < -5.156 < inf | logz: -29.865 +/- 0.479 | dlogz: 3.377 > 0.109
iter: 2549 | bound: 28 | nc: 39 | ncall: 87434 | eff(%): 2.915 | loglstar: -inf < -5.143 < inf | logz: -29.860 +/- 0.479 | dlogz: 3.362 > 0.109
iter: 2550 | bound: 28 | nc: 39 | ncall: 87473 | eff(%): 2.915 | loglstar: -inf < -5.121 < inf | logz: -29.855 +/- 0.479 | dlogz: 3.348 > 0.109
iter: 2551 | bound: 28 | nc: 39 | ncall: 87512 | eff(%): 2.915 | loglstar: -inf < -5.107 < inf | logz: -29.850 +/- 0.479 | dlogz: 3.333 > 0.109
iter: 2552 | bound: 28 | nc: 39 | ncall: 87551 | eff(%): 2.915 | loglstar: -inf < -5.106 < inf | logz: -29.844 +/- 0.479 | dlogz: 3.318 > 0.109
iter: 2553 | bound: 28 | nc: 39 | ncall: 87590 | eff(%): 2.915 | loglstar: -inf < -5.074 < inf | logz: -29.839 +/- 0.479 | dlogz: 3.304 > 0.109
iter: 2554 | bound: 28 | nc: 39 | ncall: 87629 | eff(%): 2.915 | loglstar: -inf < -5.050 < inf | logz: -29.834 +/- 0.479 | dlogz: 3.289 > 0.109
iter: 2555 | bound: 28 | nc: 39 | ncall: 87668 | eff(%): 2.914 | loglstar: -inf < -4.975 < inf | logz: -29.828 +/- 0.479 | dlogz: 3.274 > 0.109
iter: 2556 | bound: 28 | nc: 39 | ncall: 87707 | eff(%): 2.914 | loglstar: -inf < -4.973 < inf | logz: -29.823 +/- 0.479 | dlogz: 3.260 > 0.109
iter: 2557 | bound: 28 | nc: 39 | ncall: 87746 | eff(%): 2.914 | loglstar: -inf < -4.968 < inf | logz: -29.817 +/- 0.479 | dlogz: 3.245 > 0.109
iter: 2558 | bound: 28 | nc: 39 | ncall: 87785 | eff(%): 2.914 | loglstar: -inf < -4.961 < inf | logz: -29.812 +/- 0.479 | dlogz: 3.230 > 0.109
iter: 2559 | bound: 28 | nc: 39 | ncall: 87824 | eff(%): 2.914 | loglstar: -inf < -4.952 < inf | logz: -29.806 +/- 0.479 | dlogz: 3.215 > 0.109
iter: 2560 | bound: 28 | nc: 39 | ncall: 87863 | eff(%): 2.914 | loglstar: -inf < -4.937 < inf | logz: -29.801 +/- 0.479 | dlogz: 3.200 > 0.109
iter: 2561 | bound: 28 | nc: 39 | ncall: 87902 | eff(%): 2.913 | loglstar: -inf < -4.920 < inf | logz: -29.796 +/- 0.479 | dlogz: 3.186 > 0.109
iter: 2562 | bound: 28 | nc: 39 | ncall: 87941 | eff(%): 2.913 | loglstar: -inf < -4.919 < inf | logz: -29.790 +/- 0.479 | dlogz: 3.171 > 0.109
iter: 2563 | bound: 28 | nc: 39 | ncall: 87980 | eff(%): 2.913 | loglstar: -inf < -4.914 < inf | logz: -29.785 +/- 0.479 | dlogz: 3.156 > 0.109
iter: 2564 | bound: 28 | nc: 39 | ncall: 88019 | eff(%): 2.913 | loglstar: -inf < -4.913 < inf | logz: -29.780 +/- 0.479 | dlogz: 3.142 > 0.109
iter: 2565 | bound: 28 | nc: 39 | ncall: 88058 | eff(%): 2.913 | loglstar: -inf < -4.908 < inf | logz: -29.775 +/- 0.479 | dlogz: 3.127 > 0.109
iter: 2566 | bound: 28 | nc: 39 | ncall: 88097 | eff(%): 2.913 | loglstar: -inf < -4.906 < inf | logz: -29.769 +/- 0.479 | dlogz: 3.113 > 0.109
iter: 2567 | bound: 28 | nc: 39 | ncall: 88136 | eff(%): 2.913 | loglstar: -inf < -4.880 < inf | logz: -29.764 +/- 0.479 | dlogz: 3.098 > 0.109
iter: 2568 | bound: 28 | nc: 39 | ncall: 88175 | eff(%): 2.912 | loglstar: -inf < -4.877 < inf | logz: -29.759 +/- 0.479 | dlogz: 3.084 > 0.109
iter: 2569 | bound: 28 | nc: 39 | ncall: 88214 | eff(%): 2.912 | loglstar: -inf < -4.869 < inf | logz: -29.754 +/- 0.479 | dlogz: 3.069 > 0.109
iter: 2570 | bound: 28 | nc: 39 | ncall: 88253 | eff(%): 2.912 | loglstar: -inf < -4.862 < inf | logz: -29.749 +/- 0.479 | dlogz: 3.055 > 0.109
iter: 2571 | bound: 28 | nc: 39 | ncall: 88292 | eff(%): 2.912 | loglstar: -inf < -4.850 < inf | logz: -29.744 +/- 0.480 | dlogz: 3.041 > 0.109
iter: 2572 | bound: 28 | nc: 39 | ncall: 88331 | eff(%): 2.912 | loglstar: -inf < -4.842 < inf | logz: -29.739 +/- 0.480 | dlogz: 3.027 > 0.109
iter: 2573 | bound: 28 | nc: 39 | ncall: 88370 | eff(%): 2.912 | loglstar: -inf < -4.842 < inf | logz: -29.734 +/- 0.480 | dlogz: 3.013 > 0.109
iter: 2574 | bound: 28 | nc: 39 | ncall: 88409 | eff(%): 2.911 | loglstar: -inf < -4.834 < inf | logz: -29.729 +/- 0.480 | dlogz: 2.998 > 0.109
iter: 2575 | bound: 28 | nc: 39 | ncall: 88448 | eff(%): 2.911 | loglstar: -inf < -4.808 < inf | logz: -29.725 +/- 0.480 | dlogz: 2.984 > 0.109
iter: 2576 | bound: 28 | nc: 39 | ncall: 88487 | eff(%): 2.911 | loglstar: -inf < -4.803 < inf | logz: -29.720 +/- 0.480 | dlogz: 2.970 > 0.109
iter: 2577 | bound: 28 | nc: 39 | ncall: 88526 | eff(%): 2.911 | loglstar: -inf < -4.768 < inf | logz: -29.715 +/- 0.480 | dlogz: 2.956 > 0.109
iter: 2578 | bound: 28 | nc: 39 | ncall: 88565 | eff(%): 2.911 | loglstar: -inf < -4.764 < inf | logz: -29.710 +/- 0.480 | dlogz: 2.942 > 0.109
iter: 2579 | bound: 28 | nc: 39 | ncall: 88604 | eff(%): 2.911 | loglstar: -inf < -4.752 < inf | logz: -29.705 +/- 0.480 | dlogz: 2.928 > 0.109
iter: 2580 | bound: 28 | nc: 39 | ncall: 88643 | eff(%): 2.911 | loglstar: -inf < -4.744 < inf | logz: -29.700 +/- 0.480 | dlogz: 2.914 > 0.109
iter: 2581 | bound: 28 | nc: 39 | ncall: 88682 | eff(%): 2.910 | loglstar: -inf < -4.737 < inf | logz: -29.695 +/- 0.480 | dlogz: 2.900 > 0.109
iter: 2582 | bound: 28 | nc: 39 | ncall: 88721 | eff(%): 2.910 | loglstar: -inf < -4.731 < inf | logz: -29.690 +/- 0.480 | dlogz: 2.886 > 0.109
iter: 2583 | bound: 28 | nc: 39 | ncall: 88760 | eff(%): 2.910 | loglstar: -inf < -4.712 < inf | logz: -29.686 +/- 0.480 | dlogz: 2.872 > 0.109
iter: 2584 | bound: 28 | nc: 39 | ncall: 88799 | eff(%): 2.910 | loglstar: -inf < -4.699 < inf | logz: -29.681 +/- 0.480 | dlogz: 2.858 > 0.109
iter: 2585 | bound: 28 | nc: 39 | ncall: 88838 | eff(%): 2.910 | loglstar: -inf < -4.694 < inf | logz: -29.676 +/- 0.480 | dlogz: 2.844 > 0.109
iter: 2586 | bound: 28 | nc: 39 | ncall: 88877 | eff(%): 2.910 | loglstar: -inf < -4.680 < inf | logz: -29.671 +/- 0.480 | dlogz: 2.830 > 0.109
iter: 2587 | bound: 28 | nc: 39 | ncall: 88916 | eff(%): 2.909 | loglstar: -inf < -4.678 < inf | logz: -29.667 +/- 0.480 | dlogz: 2.817 > 0.109
iter: 2588 | bound: 28 | nc: 39 | ncall: 88955 | eff(%): 2.909 | loglstar: -inf < -4.676 < inf | logz: -29.662 +/- 0.480 | dlogz: 2.803 > 0.109
iter: 2589 | bound: 28 | nc: 39 | ncall: 88994 | eff(%): 2.909 | loglstar: -inf < -4.656 < inf | logz: -29.657 +/- 0.480 | dlogz: 2.789 > 0.109
iter: 2590 | bound: 28 | nc: 39 | ncall: 89033 | eff(%): 2.909 | loglstar: -inf < -4.644 < inf | logz: -29.653 +/- 0.480 | dlogz: 2.776 > 0.109
iter: 2591 | bound: 28 | nc: 39 | ncall: 89072 | eff(%): 2.909 | loglstar: -inf < -4.643 < inf | logz: -29.648 +/- 0.480 | dlogz: 2.762 > 0.109
iter: 2592 | bound: 28 | nc: 39 | ncall: 89111 | eff(%): 2.909 | loglstar: -inf < -4.641 < inf | logz: -29.644 +/- 0.480 | dlogz: 2.748 > 0.109
iter: 2593 | bound: 28 | nc: 39 | ncall: 89150 | eff(%): 2.909 | loglstar: -inf < -4.611 < inf | logz: -29.639 +/- 0.480 | dlogz: 2.735 > 0.109
iter: 2594 | bound: 28 | nc: 39 | ncall: 89189 | eff(%): 2.908 | loglstar: -inf < -4.589 < inf | logz: -29.635 +/- 0.480 | dlogz: 2.721 > 0.109
iter: 2595 | bound: 28 | nc: 39 | ncall: 89228 | eff(%): 2.908 | loglstar: -inf < -4.581 < inf | logz: -29.630 +/- 0.480 | dlogz: 2.708 > 0.109
iter: 2596 | bound: 28 | nc: 39 | ncall: 89267 | eff(%): 2.908 | loglstar: -inf < -4.548 < inf | logz: -29.625 +/- 0.480 | dlogz: 2.694 > 0.109
iter: 2597 | bound: 28 | nc: 39 | ncall: 89306 | eff(%): 2.908 | loglstar: -inf < -4.537 < inf | logz: -29.621 +/- 0.481 | dlogz: 2.680 > 0.109
iter: 2598 | bound: 28 | nc: 39 | ncall: 89345 | eff(%): 2.908 | loglstar: -inf < -4.512 < inf | logz: -29.616 +/- 0.481 | dlogz: 2.667 > 0.109
iter: 2599 | bound: 28 | nc: 39 | ncall: 89384 | eff(%): 2.908 | loglstar: -inf < -4.497 < inf | logz: -29.611 +/- 0.481 | dlogz: 2.653 > 0.109
iter: 2600 | bound: 28 | nc: 39 | ncall: 89423 | eff(%): 2.908 | loglstar: -inf < -4.493 < inf | logz: -29.607 +/- 0.481 | dlogz: 2.640 > 0.109
iter: 2601 | bound: 28 | nc: 39 | ncall: 89462 | eff(%): 2.907 | loglstar: -inf < -4.473 < inf | logz: -29.602 +/- 0.481 | dlogz: 2.626 > 0.109
iter: 2602 | bound: 28 | nc: 39 | ncall: 89501 | eff(%): 2.907 | loglstar: -inf < -4.467 < inf | logz: -29.597 +/- 0.481 | dlogz: 2.612 > 0.109
iter: 2603 | bound: 28 | nc: 39 | ncall: 89540 | eff(%): 2.907 | loglstar: -inf < -4.457 < inf | logz: -29.593 +/- 0.481 | dlogz: 2.599 > 0.109
iter: 2604 | bound: 28 | nc: 39 | ncall: 89579 | eff(%): 2.907 | loglstar: -inf < -4.431 < inf | logz: -29.588 +/- 0.481 | dlogz: 2.585 > 0.109
iter: 2605 | bound: 28 | nc: 39 | ncall: 89618 | eff(%): 2.907 | loglstar: -inf < -4.396 < inf | logz: -29.583 +/- 0.481 | dlogz: 2.572 > 0.109
iter: 2606 | bound: 28 | nc: 39 | ncall: 89657 | eff(%): 2.907 | loglstar: -inf < -4.366 < inf | logz: -29.578 +/- 0.481 | dlogz: 2.558 > 0.109
iter: 2607 | bound: 28 | nc: 39 | ncall: 89696 | eff(%): 2.906 | loglstar: -inf < -4.354 < inf | logz: -29.574 +/- 0.481 | dlogz: 2.545 > 0.109
iter: 2608 | bound: 28 | nc: 39 | ncall: 89735 | eff(%): 2.906 | loglstar: -inf < -4.353 < inf | logz: -29.569 +/- 0.481 | dlogz: 2.531 > 0.109
iter: 2609 | bound: 28 | nc: 39 | ncall: 89774 | eff(%): 2.906 | loglstar: -inf < -4.353 < inf | logz: -29.564 +/- 0.481 | dlogz: 2.518 > 0.109
iter: 2610 | bound: 28 | nc: 39 | ncall: 89813 | eff(%): 2.906 | loglstar: -inf < -4.345 < inf | logz: -29.559 +/- 0.481 | dlogz: 2.504 > 0.109
iter: 2611 | bound: 28 | nc: 39 | ncall: 89852 | eff(%): 2.906 | loglstar: -inf < -4.344 < inf | logz: -29.555 +/- 0.481 | dlogz: 2.491 > 0.109
iter: 2612 | bound: 28 | nc: 39 | ncall: 89891 | eff(%): 2.906 | loglstar: -inf < -4.322 < inf | logz: -29.550 +/- 0.481 | dlogz: 2.477 > 0.109
iter: 2613 | bound: 28 | nc: 39 | ncall: 89930 | eff(%): 2.906 | loglstar: -inf < -4.318 < inf | logz: -29.546 +/- 0.481 | dlogz: 2.464 > 0.109
iter: 2614 | bound: 28 | nc: 39 | ncall: 89969 | eff(%): 2.905 | loglstar: -inf < -4.317 < inf | logz: -29.541 +/- 0.481 | dlogz: 2.451 > 0.109
iter: 2615 | bound: 28 | nc: 39 | ncall: 90008 | eff(%): 2.905 | loglstar: -inf < -4.292 < inf | logz: -29.536 +/- 0.481 | dlogz: 2.437 > 0.109
iter: 2616 | bound: 28 | nc: 39 | ncall: 90047 | eff(%): 2.905 | loglstar: -inf < -4.284 < inf | logz: -29.532 +/- 0.481 | dlogz: 2.424 > 0.109
iter: 2617 | bound: 28 | nc: 39 | ncall: 90086 | eff(%): 2.905 | loglstar: -inf < -4.273 < inf | logz: -29.527 +/- 0.481 | dlogz: 2.411 > 0.109
iter: 2618 | bound: 28 | nc: 39 | ncall: 90125 | eff(%): 2.905 | loglstar: -inf < -4.270 < inf | logz: -29.523 +/- 0.481 | dlogz: 2.398 > 0.109
iter: 2619 | bound: 28 | nc: 39 | ncall: 90164 | eff(%): 2.905 | loglstar: -inf < -4.267 < inf | logz: -29.518 +/- 0.481 | dlogz: 2.385 > 0.109
iter: 2620 | bound: 28 | nc: 39 | ncall: 90203 | eff(%): 2.905 | loglstar: -inf < -4.262 < inf | logz: -29.514 +/- 0.482 | dlogz: 2.372 > 0.109
iter: 2621 | bound: 28 | nc: 39 | ncall: 90242 | eff(%): 2.904 | loglstar: -inf < -4.255 < inf | logz: -29.510 +/- 0.482 | dlogz: 2.359 > 0.109
iter: 2622 | bound: 28 | nc: 39 | ncall: 90281 | eff(%): 2.904 | loglstar: -inf < -4.241 < inf | logz: -29.505 +/- 0.482 | dlogz: 2.346 > 0.109
iter: 2623 | bound: 28 | nc: 39 | ncall: 90320 | eff(%): 2.904 | loglstar: -inf < -4.239 < inf | logz: -29.501 +/- 0.482 | dlogz: 2.333 > 0.109
iter: 2624 | bound: 28 | nc: 39 | ncall: 90359 | eff(%): 2.904 | loglstar: -inf < -4.236 < inf | logz: -29.497 +/- 0.482 | dlogz: 2.320 > 0.109
iter: 2625 | bound: 28 | nc: 39 | ncall: 90398 | eff(%): 2.904 | loglstar: -inf < -4.224 < inf | logz: -29.493 +/- 0.482 | dlogz: 2.307 > 0.109
iter: 2626 | bound: 28 | nc: 39 | ncall: 90437 | eff(%): 2.904 | loglstar: -inf < -4.219 < inf | logz: -29.488 +/- 0.482 | dlogz: 2.294 > 0.109
iter: 2627 | bound: 28 | nc: 39 | ncall: 90476 | eff(%): 2.904 | loglstar: -inf < -4.208 < inf | logz: -29.484 +/- 0.482 | dlogz: 2.282 > 0.109
iter: 2628 | bound: 28 | nc: 39 | ncall: 90515 | eff(%): 2.903 | loglstar: -inf < -4.203 < inf | logz: -29.480 +/- 0.482 | dlogz: 2.269 > 0.109
iter: 2629 | bound: 28 | nc: 39 | ncall: 90554 | eff(%): 2.903 | loglstar: -inf < -4.185 < inf | logz: -29.476 +/- 0.482 | dlogz: 2.256 > 0.109
iter: 2630 | bound: 28 | nc: 39 | ncall: 90593 | eff(%): 2.903 | loglstar: -inf < -4.182 < inf | logz: -29.472 +/- 0.482 | dlogz: 2.244 > 0.109
iter: 2631 | bound: 28 | nc: 39 | ncall: 90632 | eff(%): 2.903 | loglstar: -inf < -4.169 < inf | logz: -29.468 +/- 0.482 | dlogz: 2.231 > 0.109
iter: 2632 | bound: 28 | nc: 39 | ncall: 90671 | eff(%): 2.903 | loglstar: -inf < -4.134 < inf | logz: -29.463 +/- 0.482 | dlogz: 2.219 > 0.109
iter: 2633 | bound: 28 | nc: 39 | ncall: 90710 | eff(%): 2.903 | loglstar: -inf < -4.123 < inf | logz: -29.459 +/- 0.482 | dlogz: 2.206 > 0.109
iter: 2634 | bound: 28 | nc: 39 | ncall: 90749 | eff(%): 2.903 | loglstar: -inf < -4.118 < inf | logz: -29.455 +/- 0.482 | dlogz: 2.193 > 0.109
iter: 2635 | bound: 28 | nc: 39 | ncall: 90788 | eff(%): 2.902 | loglstar: -inf < -4.093 < inf | logz: -29.451 +/- 0.482 | dlogz: 2.181 > 0.109
iter: 2636 | bound: 28 | nc: 39 | ncall: 90827 | eff(%): 2.902 | loglstar: -inf < -4.085 < inf | logz: -29.447 +/- 0.482 | dlogz: 2.168 > 0.109
iter: 2637 | bound: 28 | nc: 39 | ncall: 90866 | eff(%): 2.902 | loglstar: -inf < -4.072 < inf | logz: -29.443 +/- 0.482 | dlogz: 2.156 > 0.109
iter: 2638 | bound: 28 | nc: 39 | ncall: 90905 | eff(%): 2.902 | loglstar: -inf < -4.060 < inf | logz: -29.438 +/- 0.482 | dlogz: 2.143 > 0.109
iter: 2639 | bound: 28 | nc: 39 | ncall: 90944 | eff(%): 2.902 | loglstar: -inf < -4.023 < inf | logz: -29.434 +/- 0.482 | dlogz: 2.131 > 0.109
iter: 2640 | bound: 28 | nc: 39 | ncall: 90983 | eff(%): 2.902 | loglstar: -inf < -4.006 < inf | logz: -29.430 +/- 0.482 | dlogz: 2.118 > 0.109
iter: 2641 | bound: 28 | nc: 39 | ncall: 91022 | eff(%): 2.901 | loglstar: -inf < -4.005 < inf | logz: -29.426 +/- 0.482 | dlogz: 2.106 > 0.109
iter: 2642 | bound: 28 | nc: 39 | ncall: 91061 | eff(%): 2.901 | loglstar: -inf < -3.997 < inf | logz: -29.421 +/- 0.482 | dlogz: 2.094 > 0.109
iter: 2643 | bound: 28 | nc: 39 | ncall: 91100 | eff(%): 2.901 | loglstar: -inf < -3.959 < inf | logz: -29.417 +/- 0.482 | dlogz: 2.081 > 0.109
iter: 2644 | bound: 28 | nc: 39 | ncall: 91139 | eff(%): 2.901 | loglstar: -inf < -3.958 < inf | logz: -29.413 +/- 0.483 | dlogz: 2.069 > 0.109
iter: 2645 | bound: 28 | nc: 39 | ncall: 91178 | eff(%): 2.901 | loglstar: -inf < -3.952 < inf | logz: -29.409 +/- 0.483 | dlogz: 2.056 > 0.109
iter: 2646 | bound: 28 | nc: 39 | ncall: 91217 | eff(%): 2.901 | loglstar: -inf < -3.948 < inf | logz: -29.405 +/- 0.483 | dlogz: 2.044 > 0.109
iter: 2647 | bound: 29 | nc: 39 | ncall: 91256 | eff(%): 2.901 | loglstar: -inf < -3.928 < inf | logz: -29.400 +/- 0.483 | dlogz: 2.032 > 0.109
iter: 2648 | bound: 29 | nc: 39 | ncall: 91295 | eff(%): 2.900 | loglstar: -inf < -3.920 < inf | logz: -29.396 +/- 0.483 | dlogz: 2.019 > 0.109
iter: 2649 | bound: 29 | nc: 39 | ncall: 91334 | eff(%): 2.900 | loglstar: -inf < -3.879 < inf | logz: -29.392 +/- 0.483 | dlogz: 2.007 > 0.109
iter: 2650 | bound: 29 | nc: 39 | ncall: 91373 | eff(%): 2.900 | loglstar: -inf < -3.866 < inf | logz: -29.388 +/- 0.483 | dlogz: 1.995 > 0.109
iter: 2651 | bound: 29 | nc: 39 | ncall: 91412 | eff(%): 2.900 | loglstar: -inf < -3.866 < inf | logz: -29.384 +/- 0.483 | dlogz: 1.983 > 0.109
iter: 2652 | bound: 29 | nc: 39 | ncall: 91451 | eff(%): 2.900 | loglstar: -inf < -3.851 < inf | logz: -29.379 +/- 0.483 | dlogz: 1.971 > 0.109
iter: 2653 | bound: 29 | nc: 39 | ncall: 91490 | eff(%): 2.900 | loglstar: -inf < -3.844 < inf | logz: -29.375 +/- 0.483 | dlogz: 1.958 > 0.109
iter: 2654 | bound: 29 | nc: 39 | ncall: 91529 | eff(%): 2.900 | loglstar: -inf < -3.842 < inf | logz: -29.371 +/- 0.483 | dlogz: 1.946 > 0.109
iter: 2655 | bound: 29 | nc: 39 | ncall: 91568 | eff(%): 2.899 | loglstar: -inf < -3.828 < inf | logz: -29.367 +/- 0.483 | dlogz: 1.934 > 0.109
iter: 2656 | bound: 29 | nc: 39 | ncall: 91607 | eff(%): 2.899 | loglstar: -inf < -3.810 < inf | logz: -29.363 +/- 0.483 | dlogz: 1.922 > 0.109
iter: 2657 | bound: 29 | nc: 39 | ncall: 91646 | eff(%): 2.899 | loglstar: -inf < -3.792 < inf | logz: -29.359 +/- 0.483 | dlogz: 1.910 > 0.109
iter: 2658 | bound: 29 | nc: 39 | ncall: 91685 | eff(%): 2.899 | loglstar: -inf < -3.780 < inf | logz: -29.355 +/- 0.483 | dlogz: 1.898 > 0.109
iter: 2659 | bound: 29 | nc: 39 | ncall: 91724 | eff(%): 2.899 | loglstar: -inf < -3.769 < inf | logz: -29.350 +/- 0.483 | dlogz: 1.886 > 0.109
iter: 2660 | bound: 29 | nc: 39 | ncall: 91763 | eff(%): 2.899 | loglstar: -inf < -3.729 < inf | logz: -29.346 +/- 0.483 | dlogz: 1.874 > 0.109
iter: 2661 | bound: 29 | nc: 39 | ncall: 91802 | eff(%): 2.899 | loglstar: -inf < -3.727 < inf | logz: -29.342 +/- 0.483 | dlogz: 1.862 > 0.109
iter: 2662 | bound: 29 | nc: 39 | ncall: 91841 | eff(%): 2.898 | loglstar: -inf < -3.724 < inf | logz: -29.338 +/- 0.483 | dlogz: 1.850 > 0.109
iter: 2663 | bound: 29 | nc: 39 | ncall: 91880 | eff(%): 2.898 | loglstar: -inf < -3.720 < inf | logz: -29.334 +/- 0.483 | dlogz: 1.838 > 0.109
iter: 2664 | bound: 29 | nc: 39 | ncall: 91919 | eff(%): 2.898 | loglstar: -inf < -3.683 < inf | logz: -29.330 +/- 0.483 | dlogz: 1.827 > 0.109
iter: 2665 | bound: 29 | nc: 39 | ncall: 91958 | eff(%): 2.898 | loglstar: -inf < -3.662 < inf | logz: -29.325 +/- 0.484 | dlogz: 1.815 > 0.109
iter: 2666 | bound: 29 | nc: 39 | ncall: 91997 | eff(%): 2.898 | loglstar: -inf < -3.661 < inf | logz: -29.321 +/- 0.484 | dlogz: 1.803 > 0.109
iter: 2667 | bound: 29 | nc: 39 | ncall: 92036 | eff(%): 2.898 | loglstar: -inf < -3.660 < inf | logz: -29.317 +/- 0.484 | dlogz: 1.791 > 0.109
iter: 2668 | bound: 29 | nc: 39 | ncall: 92075 | eff(%): 2.898 | loglstar: -inf < -3.649 < inf | logz: -29.313 +/- 0.484 | dlogz: 1.779 > 0.109
iter: 2669 | bound: 29 | nc: 39 | ncall: 92114 | eff(%): 2.897 | loglstar: -inf < -3.648 < inf | logz: -29.309 +/- 0.484 | dlogz: 1.768 > 0.109
iter: 2670 | bound: 29 | nc: 39 | ncall: 92153 | eff(%): 2.897 | loglstar: -inf < -3.645 < inf | logz: -29.305 +/- 0.484 | dlogz: 1.756 > 0.109
iter: 2671 | bound: 29 | nc: 39 | ncall: 92192 | eff(%): 2.897 | loglstar: -inf < -3.644 < inf | logz: -29.301 +/- 0.484 | dlogz: 1.745 > 0.109
iter: 2672 | bound: 29 | nc: 39 | ncall: 92231 | eff(%): 2.897 | loglstar: -inf < -3.616 < inf | logz: -29.297 +/- 0.484 | dlogz: 1.733 > 0.109
iter: 2673 | bound: 29 | nc: 39 | ncall: 92270 | eff(%): 2.897 | loglstar: -inf < -3.602 < inf | logz: -29.293 +/- 0.484 | dlogz: 1.722 > 0.109
iter: 2674 | bound: 29 | nc: 39 | ncall: 92309 | eff(%): 2.897 | loglstar: -inf < -3.600 < inf | logz: -29.289 +/- 0.484 | dlogz: 1.710 > 0.109
iter: 2675 | bound: 29 | nc: 39 | ncall: 92348 | eff(%): 2.897 | loglstar: -inf < -3.593 < inf | logz: -29.285 +/- 0.484 | dlogz: 1.699 > 0.109
iter: 2676 | bound: 29 | nc: 39 | ncall: 92387 | eff(%): 2.897 | loglstar: -inf < -3.587 < inf | logz: -29.281 +/- 0.484 | dlogz: 1.687 > 0.109
iter: 2677 | bound: 29 | nc: 39 | ncall: 92426 | eff(%): 2.896 | loglstar: -inf < -3.572 < inf | logz: -29.277 +/- 0.484 | dlogz: 1.676 > 0.109
iter: 2678 | bound: 29 | nc: 39 | ncall: 92465 | eff(%): 2.896 | loglstar: -inf < -3.551 < inf | logz: -29.273 +/- 0.484 | dlogz: 1.665 > 0.109
iter: 2679 | bound: 29 | nc: 39 | ncall: 92504 | eff(%): 2.896 | loglstar: -inf < -3.544 < inf | logz: -29.269 +/- 0.484 | dlogz: 1.654 > 0.109
iter: 2680 | bound: 29 | nc: 39 | ncall: 92543 | eff(%): 2.896 | loglstar: -inf < -3.535 < inf | logz: -29.265 +/- 0.484 | dlogz: 1.643 > 0.109
iter: 2681 | bound: 29 | nc: 39 | ncall: 92582 | eff(%): 2.896 | loglstar: -inf < -3.534 < inf | logz: -29.262 +/- 0.484 | dlogz: 1.631 > 0.109
iter: 2682 | bound: 29 | nc: 39 | ncall: 92621 | eff(%): 2.896 | loglstar: -inf < -3.534 < inf | logz: -29.258 +/- 0.484 | dlogz: 1.620 > 0.109
iter: 2683 | bound: 29 | nc: 39 | ncall: 92660 | eff(%): 2.896 | loglstar: -inf < -3.508 < inf | logz: -29.254 +/- 0.484 | dlogz: 1.609 > 0.109
iter: 2684 | bound: 29 | nc: 39 | ncall: 92699 | eff(%): 2.895 | loglstar: -inf < -3.502 < inf | logz: -29.250 +/- 0.484 | dlogz: 1.598 > 0.109
iter: 2685 | bound: 29 | nc: 39 | ncall: 92738 | eff(%): 2.895 | loglstar: -inf < -3.500 < inf | logz: -29.246 +/- 0.484 | dlogz: 1.587 > 0.109
iter: 2686 | bound: 29 | nc: 39 | ncall: 92777 | eff(%): 2.895 | loglstar: -inf < -3.492 < inf | logz: -29.243 +/- 0.484 | dlogz: 1.576 > 0.109
iter: 2687 | bound: 29 | nc: 39 | ncall: 92816 | eff(%): 2.895 | loglstar: -inf < -3.485 < inf | logz: -29.239 +/- 0.485 | dlogz: 1.566 > 0.109
iter: 2688 | bound: 29 | nc: 39 | ncall: 92855 | eff(%): 2.895 | loglstar: -inf < -3.483 < inf | logz: -29.235 +/- 0.485 | dlogz: 1.555 > 0.109
iter: 2689 | bound: 29 | nc: 39 | ncall: 92894 | eff(%): 2.895 | loglstar: -inf < -3.479 < inf | logz: -29.231 +/- 0.485 | dlogz: 1.544 > 0.109
iter: 2690 | bound: 29 | nc: 39 | ncall: 92933 | eff(%): 2.895 | loglstar: -inf < -3.472 < inf | logz: -29.228 +/- 0.485 | dlogz: 1.533 > 0.109
iter: 2691 | bound: 29 | nc: 39 | ncall: 92972 | eff(%): 2.894 | loglstar: -inf < -3.460 < inf | logz: -29.224 +/- 0.485 | dlogz: 1.523 > 0.109
iter: 2692 | bound: 29 | nc: 39 | ncall: 93011 | eff(%): 2.894 | loglstar: -inf < -3.444 < inf | logz: -29.221 +/- 0.485 | dlogz: 1.512 > 0.109
iter: 2693 | bound: 29 | nc: 39 | ncall: 93050 | eff(%): 2.894 | loglstar: -inf < -3.436 < inf | logz: -29.217 +/- 0.485 | dlogz: 1.502 > 0.109
iter: 2694 | bound: 29 | nc: 39 | ncall: 93089 | eff(%): 2.894 | loglstar: -inf < -3.431 < inf | logz: -29.213 +/- 0.485 | dlogz: 1.491 > 0.109
iter: 2695 | bound: 29 | nc: 39 | ncall: 93128 | eff(%): 2.894 | loglstar: -inf < -3.422 < inf | logz: -29.210 +/- 0.485 | dlogz: 1.481 > 0.109
iter: 2696 | bound: 29 | nc: 39 | ncall: 93167 | eff(%): 2.894 | loglstar: -inf < -3.420 < inf | logz: -29.206 +/- 0.485 | dlogz: 1.470 > 0.109
iter: 2697 | bound: 29 | nc: 39 | ncall: 93206 | eff(%): 2.894 | loglstar: -inf < -3.420 < inf | logz: -29.203 +/- 0.485 | dlogz: 1.460 > 0.109
iter: 2698 | bound: 29 | nc: 39 | ncall: 93245 | eff(%): 2.893 | loglstar: -inf < -3.414 < inf | logz: -29.199 +/- 0.485 | dlogz: 1.449 > 0.109
iter: 2699 | bound: 29 | nc: 39 | ncall: 93284 | eff(%): 2.893 | loglstar: -inf < -3.408 < inf | logz: -29.196 +/- 0.485 | dlogz: 1.439 > 0.109
iter: 2700 | bound: 29 | nc: 39 | ncall: 93323 | eff(%): 2.893 | loglstar: -inf < -3.405 < inf | logz: -29.193 +/- 0.485 | dlogz: 1.429 > 0.109
iter: 2701 | bound: 29 | nc: 39 | ncall: 93362 | eff(%): 2.893 | loglstar: -inf < -3.401 < inf | logz: -29.189 +/- 0.485 | dlogz: 1.419 > 0.109
iter: 2702 | bound: 29 | nc: 39 | ncall: 93401 | eff(%): 2.893 | loglstar: -inf < -3.401 < inf | logz: -29.186 +/- 0.485 | dlogz: 1.409 > 0.109
iter: 2703 | bound: 29 | nc: 39 | ncall: 93440 | eff(%): 2.893 | loglstar: -inf < -3.391 < inf | logz: -29.183 +/- 0.485 | dlogz: 1.399 > 0.109
iter: 2704 | bound: 29 | nc: 39 | ncall: 93479 | eff(%): 2.893 | loglstar: -inf < -3.380 < inf | logz: -29.179 +/- 0.485 | dlogz: 1.389 > 0.109
iter: 2705 | bound: 29 | nc: 39 | ncall: 93518 | eff(%): 2.892 | loglstar: -inf < -3.368 < inf | logz: -29.176 +/- 0.485 | dlogz: 1.379 > 0.109
iter: 2706 | bound: 29 | nc: 39 | ncall: 93557 | eff(%): 2.892 | loglstar: -inf < -3.336 < inf | logz: -29.173 +/- 0.485 | dlogz: 1.369 > 0.109
iter: 2707 | bound: 29 | nc: 39 | ncall: 93596 | eff(%): 2.892 | loglstar: -inf < -3.334 < inf | logz: -29.169 +/- 0.485 | dlogz: 1.359 > 0.109
iter: 2708 | bound: 29 | nc: 39 | ncall: 93635 | eff(%): 2.892 | loglstar: -inf < -3.333 < inf | logz: -29.166 +/- 0.485 | dlogz: 1.349 > 0.109
iter: 2709 | bound: 29 | nc: 39 | ncall: 93674 | eff(%): 2.892 | loglstar: -inf < -3.327 < inf | logz: -29.163 +/- 0.485 | dlogz: 1.340 > 0.109
iter: 2710 | bound: 29 | nc: 39 | ncall: 93713 | eff(%): 2.892 | loglstar: -inf < -3.325 < inf | logz: -29.160 +/- 0.485 | dlogz: 1.330 > 0.109
iter: 2711 | bound: 29 | nc: 39 | ncall: 93752 | eff(%): 2.892 | loglstar: -inf < -3.323 < inf | logz: -29.156 +/- 0.485 | dlogz: 1.320 > 0.109
iter: 2712 | bound: 29 | nc: 39 | ncall: 93791 | eff(%): 2.892 | loglstar: -inf < -3.320 < inf | logz: -29.153 +/- 0.486 | dlogz: 1.311 > 0.109
iter: 2713 | bound: 29 | nc: 39 | ncall: 93830 | eff(%): 2.891 | loglstar: -inf < -3.303 < inf | logz: -29.150 +/- 0.486 | dlogz: 1.301 > 0.109
iter: 2714 | bound: 29 | nc: 39 | ncall: 93869 | eff(%): 2.891 | loglstar: -inf < -3.300 < inf | logz: -29.147 +/- 0.486 | dlogz: 1.291 > 0.109
iter: 2715 | bound: 29 | nc: 39 | ncall: 93908 | eff(%): 2.891 | loglstar: -inf < -3.292 < inf | logz: -29.144 +/- 0.486 | dlogz: 1.282 > 0.109
iter: 2716 | bound: 29 | nc: 39 | ncall: 93947 | eff(%): 2.891 | loglstar: -inf < -3.292 < inf | logz: -29.141 +/- 0.486 | dlogz: 1.273 > 0.109
iter: 2717 | bound: 29 | nc: 39 | ncall: 93986 | eff(%): 2.891 | loglstar: -inf < -3.285 < inf | logz: -29.138 +/- 0.486 | dlogz: 1.263 > 0.109
iter: 2718 | bound: 29 | nc: 39 | ncall: 94025 | eff(%): 2.891 | loglstar: -inf < -3.279 < inf | logz: -29.135 +/- 0.486 | dlogz: 1.254 > 0.109
iter: 2719 | bound: 29 | nc: 39 | ncall: 94064 | eff(%): 2.891 | loglstar: -inf < -3.278 < inf | logz: -29.132 +/- 0.486 | dlogz: 1.245 > 0.109
iter: 2720 | bound: 29 | nc: 39 | ncall: 94103 | eff(%): 2.890 | loglstar: -inf < -3.277 < inf | logz: -29.129 +/- 0.486 | dlogz: 1.235 > 0.109
iter: 2721 | bound: 29 | nc: 39 | ncall: 94142 | eff(%): 2.890 | loglstar: -inf < -3.255 < inf | logz: -29.126 +/- 0.486 | dlogz: 1.226 > 0.109
iter: 2722 | bound: 29 | nc: 39 | ncall: 94181 | eff(%): 2.890 | loglstar: -inf < -3.255 < inf | logz: -29.123 +/- 0.486 | dlogz: 1.217 > 0.109
iter: 2723 | bound: 29 | nc: 39 | ncall: 94220 | eff(%): 2.890 | loglstar: -inf < -3.252 < inf | logz: -29.120 +/- 0.486 | dlogz: 1.208 > 0.109
iter: 2724 | bound: 29 | nc: 39 | ncall: 94259 | eff(%): 2.890 | loglstar: -inf < -3.245 < inf | logz: -29.117 +/- 0.486 | dlogz: 1.199 > 0.109
iter: 2725 | bound: 29 | nc: 39 | ncall: 94298 | eff(%): 2.890 | loglstar: -inf < -3.245 < inf | logz: -29.114 +/- 0.486 | dlogz: 1.190 > 0.109
iter: 2726 | bound: 29 | nc: 39 | ncall: 94337 | eff(%): 2.890 | loglstar: -inf < -3.244 < inf | logz: -29.111 +/- 0.486 | dlogz: 1.181 > 0.109
iter: 2727 | bound: 29 | nc: 39 | ncall: 94376 | eff(%): 2.890 | loglstar: -inf < -3.233 < inf | logz: -29.109 +/- 0.486 | dlogz: 1.172 > 0.109
iter: 2728 | bound: 29 | nc: 39 | ncall: 94415 | eff(%): 2.889 | loglstar: -inf < -3.219 < inf | logz: -29.106 +/- 0.486 | dlogz: 1.164 > 0.109
iter: 2729 | bound: 29 | nc: 39 | ncall: 94454 | eff(%): 2.889 | loglstar: -inf < -3.202 < inf | logz: -29.103 +/- 0.486 | dlogz: 1.155 > 0.109
iter: 2730 | bound: 29 | nc: 39 | ncall: 94493 | eff(%): 2.889 | loglstar: -inf < -3.195 < inf | logz: -29.100 +/- 0.486 | dlogz: 1.146 > 0.109
iter: 2731 | bound: 29 | nc: 39 | ncall: 94532 | eff(%): 2.889 | loglstar: -inf < -3.188 < inf | logz: -29.097 +/- 0.486 | dlogz: 1.137 > 0.109
iter: 2732 | bound: 29 | nc: 39 | ncall: 94571 | eff(%): 2.889 | loglstar: -inf < -3.187 < inf | logz: -29.094 +/- 0.486 | dlogz: 1.129 > 0.109
iter: 2733 | bound: 29 | nc: 39 | ncall: 94610 | eff(%): 2.889 | loglstar: -inf < -3.180 < inf | logz: -29.092 +/- 0.486 | dlogz: 1.120 > 0.109
iter: 2734 | bound: 29 | nc: 39 | ncall: 94649 | eff(%): 2.889 | loglstar: -inf < -3.176 < inf | logz: -29.089 +/- 0.486 | dlogz: 1.112 > 0.109
iter: 2735 | bound: 29 | nc: 39 | ncall: 94688 | eff(%): 2.888 | loglstar: -inf < -3.173 < inf | logz: -29.086 +/- 0.486 | dlogz: 1.103 > 0.109
iter: 2736 | bound: 29 | nc: 39 | ncall: 94727 | eff(%): 2.888 | loglstar: -inf < -3.169 < inf | logz: -29.084 +/- 0.486 | dlogz: 1.095 > 0.109
iter: 2737 | bound: 29 | nc: 39 | ncall: 94766 | eff(%): 2.888 | loglstar: -inf < -3.156 < inf | logz: -29.081 +/- 0.486 | dlogz: 1.086 > 0.109
iter: 2738 | bound: 29 | nc: 39 | ncall: 94805 | eff(%): 2.888 | loglstar: -inf < -3.148 < inf | logz: -29.078 +/- 0.486 | dlogz: 1.078 > 0.109
iter: 2739 | bound: 29 | nc: 39 | ncall: 94844 | eff(%): 2.888 | loglstar: -inf < -3.145 < inf | logz: -29.076 +/- 0.486 | dlogz: 1.070 > 0.109
iter: 2740 | bound: 29 | nc: 39 | ncall: 94883 | eff(%): 2.888 | loglstar: -inf < -3.140 < inf | logz: -29.073 +/- 0.486 | dlogz: 1.061 > 0.109
iter: 2741 | bound: 29 | nc: 39 | ncall: 94922 | eff(%): 2.888 | loglstar: -inf < -3.134 < inf | logz: -29.070 +/- 0.486 | dlogz: 1.053 > 0.109
iter: 2742 | bound: 29 | nc: 39 | ncall: 94961 | eff(%): 2.888 | loglstar: -inf < -3.131 < inf | logz: -29.068 +/- 0.486 | dlogz: 1.045 > 0.109
iter: 2743 | bound: 29 | nc: 39 | ncall: 95000 | eff(%): 2.887 | loglstar: -inf < -3.128 < inf | logz: -29.065 +/- 0.487 | dlogz: 1.037 > 0.109
iter: 2744 | bound: 29 | nc: 39 | ncall: 95039 | eff(%): 2.887 | loglstar: -inf < -3.126 < inf | logz: -29.063 +/- 0.487 | dlogz: 1.029 > 0.109
iter: 2745 | bound: 29 | nc: 39 | ncall: 95078 | eff(%): 2.887 | loglstar: -inf < -3.124 < inf | logz: -29.060 +/- 0.487 | dlogz: 1.021 > 0.109
iter: 2746 | bound: 29 | nc: 39 | ncall: 95117 | eff(%): 2.887 | loglstar: -inf < -3.119 < inf | logz: -29.058 +/- 0.487 | dlogz: 1.013 > 0.109
iter: 2747 | bound: 30 | nc: 39 | ncall: 95156 | eff(%): 2.887 | loglstar: -inf < -3.115 < inf | logz: -29.055 +/- 0.487 | dlogz: 1.005 > 0.109
iter: 2748 | bound: 30 | nc: 39 | ncall: 95195 | eff(%): 2.887 | loglstar: -inf < -3.110 < inf | logz: -29.053 +/- 0.487 | dlogz: 0.997 > 0.109
iter: 2749 | bound: 30 | nc: 39 | ncall: 95234 | eff(%): 2.887 | loglstar: -inf < -3.103 < inf | logz: -29.050 +/- 0.487 | dlogz: 0.989 > 0.109
iter: 2750 | bound: 30 | nc: 39 | ncall: 95273 | eff(%): 2.886 | loglstar: -inf < -3.102 < inf | logz: -29.048 +/- 0.487 | dlogz: 0.982 > 0.109
iter: 2751 | bound: 30 | nc: 39 | ncall: 95312 | eff(%): 2.886 | loglstar: -inf < -3.098 < inf | logz: -29.045 +/- 0.487 | dlogz: 0.974 > 0.109
iter: 2752 | bound: 30 | nc: 39 | ncall: 95351 | eff(%): 2.886 | loglstar: -inf < -3.084 < inf | logz: -29.043 +/- 0.487 | dlogz: 0.966 > 0.109
iter: 2753 | bound: 30 | nc: 39 | ncall: 95390 | eff(%): 2.886 | loglstar: -inf < -3.071 < inf | logz: -29.041 +/- 0.487 | dlogz: 0.959 > 0.109
iter: 2754 | bound: 30 | nc: 39 | ncall: 95429 | eff(%): 2.886 | loglstar: -inf < -3.068 < inf | logz: -29.038 +/- 0.487 | dlogz: 0.951 > 0.109
iter: 2755 | bound: 30 | nc: 39 | ncall: 95468 | eff(%): 2.886 | loglstar: -inf < -3.067 < inf | logz: -29.036 +/- 0.487 | dlogz: 0.943 > 0.109
iter: 2756 | bound: 30 | nc: 39 | ncall: 95507 | eff(%): 2.886 | loglstar: -inf < -3.063 < inf | logz: -29.034 +/- 0.487 | dlogz: 0.936 > 0.109
iter: 2757 | bound: 30 | nc: 39 | ncall: 95546 | eff(%): 2.886 | loglstar: -inf < -3.059 < inf | logz: -29.031 +/- 0.487 | dlogz: 0.928 > 0.109
iter: 2758 | bound: 30 | nc: 39 | ncall: 95585 | eff(%): 2.885 | loglstar: -inf < -3.057 < inf | logz: -29.029 +/- 0.487 | dlogz: 0.921 > 0.109
iter: 2759 | bound: 30 | nc: 39 | ncall: 95624 | eff(%): 2.885 | loglstar: -inf < -3.032 < inf | logz: -29.027 +/- 0.487 | dlogz: 0.914 > 0.109
iter: 2760 | bound: 30 | nc: 39 | ncall: 95663 | eff(%): 2.885 | loglstar: -inf < -3.026 < inf | logz: -29.024 +/- 0.487 | dlogz: 0.906 > 0.109
iter: 2761 | bound: 30 | nc: 39 | ncall: 95702 | eff(%): 2.885 | loglstar: -inf < -3.018 < inf | logz: -29.022 +/- 0.487 | dlogz: 0.899 > 0.109
iter: 2762 | bound: 30 | nc: 39 | ncall: 95741 | eff(%): 2.885 | loglstar: -inf < -3.012 < inf | logz: -29.020 +/- 0.487 | dlogz: 0.892 > 0.109
iter: 2763 | bound: 30 | nc: 39 | ncall: 95780 | eff(%): 2.885 | loglstar: -inf < -3.011 < inf | logz: -29.018 +/- 0.487 | dlogz: 0.885 > 0.109
iter: 2764 | bound: 30 | nc: 39 | ncall: 95819 | eff(%): 2.885 | loglstar: -inf < -3.004 < inf | logz: -29.015 +/- 0.487 | dlogz: 0.878 > 0.109
iter: 2765 | bound: 30 | nc: 39 | ncall: 95858 | eff(%): 2.884 | loglstar: -inf < -2.984 < inf | logz: -29.013 +/- 0.487 | dlogz: 0.870 > 0.109
iter: 2766 | bound: 30 | nc: 39 | ncall: 95897 | eff(%): 2.884 | loglstar: -inf < -2.970 < inf | logz: -29.011 +/- 0.487 | dlogz: 0.863 > 0.109
iter: 2767 | bound: 30 | nc: 39 | ncall: 95936 | eff(%): 2.884 | loglstar: -inf < -2.969 < inf | logz: -29.009 +/- 0.487 | dlogz: 0.856 > 0.109
iter: 2768 | bound: 30 | nc: 39 | ncall: 95975 | eff(%): 2.884 | loglstar: -inf < -2.966 < inf | logz: -29.006 +/- 0.487 | dlogz: 0.849 > 0.109
iter: 2769 | bound: 30 | nc: 39 | ncall: 96014 | eff(%): 2.884 | loglstar: -inf < -2.965 < inf | logz: -29.004 +/- 0.487 | dlogz: 0.842 > 0.109
iter: 2770 | bound: 30 | nc: 39 | ncall: 96053 | eff(%): 2.884 | loglstar: -inf < -2.965 < inf | logz: -29.002 +/- 0.487 | dlogz: 0.835 > 0.109
iter: 2771 | bound: 30 | nc: 39 | ncall: 96092 | eff(%): 2.884 | loglstar: -inf < -2.963 < inf | logz: -29.000 +/- 0.487 | dlogz: 0.829 > 0.109
iter: 2772 | bound: 30 | nc: 39 | ncall: 96131 | eff(%): 2.884 | loglstar: -inf < -2.954 < inf | logz: -28.998 +/- 0.487 | dlogz: 0.822 > 0.109
iter: 2773 | bound: 30 | nc: 39 | ncall: 96170 | eff(%): 2.883 | loglstar: -inf < -2.941 < inf | logz: -28.996 +/- 0.487 | dlogz: 0.815 > 0.109
iter: 2774 | bound: 30 | nc: 39 | ncall: 96209 | eff(%): 2.883 | loglstar: -inf < -2.930 < inf | logz: -28.993 +/- 0.487 | dlogz: 0.808 > 0.109
iter: 2775 | bound: 30 | nc: 39 | ncall: 96248 | eff(%): 2.883 | loglstar: -inf < -2.907 < inf | logz: -28.991 +/- 0.487 | dlogz: 0.802 > 0.109
iter: 2776 | bound: 30 | nc: 39 | ncall: 96287 | eff(%): 2.883 | loglstar: -inf < -2.905 < inf | logz: -28.989 +/- 0.487 | dlogz: 0.795 > 0.109
iter: 2777 | bound: 30 | nc: 39 | ncall: 96326 | eff(%): 2.883 | loglstar: -inf < -2.891 < inf | logz: -28.987 +/- 0.487 | dlogz: 0.788 > 0.109
iter: 2778 | bound: 30 | nc: 39 | ncall: 96365 | eff(%): 2.883 | loglstar: -inf < -2.890 < inf | logz: -28.985 +/- 0.487 | dlogz: 0.782 > 0.109
iter: 2779 | bound: 30 | nc: 39 | ncall: 96404 | eff(%): 2.883 | loglstar: -inf < -2.871 < inf | logz: -28.983 +/- 0.487 | dlogz: 0.775 > 0.109
iter: 2780 | bound: 30 | nc: 39 | ncall: 96443 | eff(%): 2.883 | loglstar: -inf < -2.860 < inf | logz: -28.981 +/- 0.488 | dlogz: 0.769 > 0.109
iter: 2781 | bound: 30 | nc: 39 | ncall: 96482 | eff(%): 2.882 | loglstar: -inf < -2.860 < inf | logz: -28.979 +/- 0.488 | dlogz: 0.762 > 0.109
iter: 2782 | bound: 30 | nc: 39 | ncall: 96521 | eff(%): 2.882 | loglstar: -inf < -2.856 < inf | logz: -28.977 +/- 0.488 | dlogz: 0.756 > 0.109
iter: 2783 | bound: 30 | nc: 39 | ncall: 96560 | eff(%): 2.882 | loglstar: -inf < -2.854 < inf | logz: -28.974 +/- 0.488 | dlogz: 0.750 > 0.109
iter: 2784 | bound: 30 | nc: 39 | ncall: 96599 | eff(%): 2.882 | loglstar: -inf < -2.851 < inf | logz: -28.972 +/- 0.488 | dlogz: 0.743 > 0.109
iter: 2785 | bound: 30 | nc: 39 | ncall: 96638 | eff(%): 2.882 | loglstar: -inf < -2.846 < inf | logz: -28.970 +/- 0.488 | dlogz: 0.737 > 0.109
iter: 2786 | bound: 30 | nc: 39 | ncall: 96677 | eff(%): 2.882 | loglstar: -inf < -2.841 < inf | logz: -28.968 +/- 0.488 | dlogz: 0.731 > 0.109
iter: 2787 | bound: 30 | nc: 39 | ncall: 96716 | eff(%): 2.882 | loglstar: -inf < -2.841 < inf | logz: -28.966 +/- 0.488 | dlogz: 0.725 > 0.109
iter: 2788 | bound: 30 | nc: 39 | ncall: 96755 | eff(%): 2.882 | loglstar: -inf < -2.827 < inf | logz: -28.964 +/- 0.488 | dlogz: 0.718 > 0.109
iter: 2789 | bound: 30 | nc: 39 | ncall: 96794 | eff(%): 2.881 | loglstar: -inf < -2.820 < inf | logz: -28.962 +/- 0.488 | dlogz: 0.712 > 0.109
iter: 2790 | bound: 30 | nc: 39 | ncall: 96833 | eff(%): 2.881 | loglstar: -inf < -2.815 < inf | logz: -28.960 +/- 0.488 | dlogz: 0.706 > 0.109
iter: 2791 | bound: 30 | nc: 39 | ncall: 96872 | eff(%): 2.881 | loglstar: -inf < -2.805 < inf | logz: -28.958 +/- 0.488 | dlogz: 0.700 > 0.109
iter: 2792 | bound: 30 | nc: 39 | ncall: 96911 | eff(%): 2.881 | loglstar: -inf < -2.803 < inf | logz: -28.956 +/- 0.488 | dlogz: 0.694 > 0.109
iter: 2793 | bound: 30 | nc: 39 | ncall: 96950 | eff(%): 2.881 | loglstar: -inf < -2.799 < inf | logz: -28.955 +/- 0.488 | dlogz: 0.688 > 0.109
iter: 2794 | bound: 30 | nc: 39 | ncall: 96989 | eff(%): 2.881 | loglstar: -inf < -2.796 < inf | logz: -28.953 +/- 0.488 | dlogz: 0.682 > 0.109
iter: 2795 | bound: 31 | nc: 39 | ncall: 97028 | eff(%): 2.881 | loglstar: -inf < -2.792 < inf | logz: -28.951 +/- 0.488 | dlogz: 0.677 > 0.109
iter: 2796 | bound: 31 | nc: 39 | ncall: 97067 | eff(%): 2.880 | loglstar: -inf < -2.781 < inf | logz: -28.949 +/- 0.488 | dlogz: 0.671 > 0.109
iter: 2797 | bound: 31 | nc: 39 | ncall: 97106 | eff(%): 2.880 | loglstar: -inf < -2.772 < inf | logz: -28.947 +/- 0.488 | dlogz: 0.665 > 0.109
iter: 2798 | bound: 31 | nc: 39 | ncall: 97145 | eff(%): 2.880 | loglstar: -inf < -2.770 < inf | logz: -28.945 +/- 0.488 | dlogz: 0.659 > 0.109
iter: 2799 | bound: 31 | nc: 39 | ncall: 97184 | eff(%): 2.880 | loglstar: -inf < -2.769 < inf | logz: -28.943 +/- 0.488 | dlogz: 0.654 > 0.109
iter: 2800 | bound: 31 | nc: 39 | ncall: 97223 | eff(%): 2.880 | loglstar: -inf < -2.765 < inf | logz: -28.941 +/- 0.488 | dlogz: 0.648 > 0.109
iter: 2801 | bound: 31 | nc: 39 | ncall: 97262 | eff(%): 2.880 | loglstar: -inf < -2.746 < inf | logz: -28.939 +/- 0.488 | dlogz: 0.642 > 0.109
iter: 2802 | bound: 31 | nc: 39 | ncall: 97301 | eff(%): 2.880 | loglstar: -inf < -2.742 < inf | logz: -28.938 +/- 0.488 | dlogz: 0.637 > 0.109
iter: 2803 | bound: 31 | nc: 39 | ncall: 97340 | eff(%): 2.880 | loglstar: -inf < -2.730 < inf | logz: -28.936 +/- 0.488 | dlogz: 0.631 > 0.109
iter: 2804 | bound: 31 | nc: 39 | ncall: 97379 | eff(%): 2.879 | loglstar: -inf < -2.725 < inf | logz: -28.934 +/- 0.488 | dlogz: 0.626 > 0.109
iter: 2805 | bound: 31 | nc: 39 | ncall: 97418 | eff(%): 2.879 | loglstar: -inf < -2.718 < inf | logz: -28.932 +/- 0.488 | dlogz: 0.620 > 0.109
iter: 2806 | bound: 31 | nc: 39 | ncall: 97457 | eff(%): 2.879 | loglstar: -inf < -2.711 < inf | logz: -28.930 +/- 0.488 | dlogz: 0.615 > 0.109
iter: 2807 | bound: 31 | nc: 39 | ncall: 97496 | eff(%): 2.879 | loglstar: -inf < -2.711 < inf | logz: -28.928 +/- 0.488 | dlogz: 0.609 > 0.109
iter: 2808 | bound: 31 | nc: 39 | ncall: 97535 | eff(%): 2.879 | loglstar: -inf < -2.705 < inf | logz: -28.927 +/- 0.488 | dlogz: 0.635 > 0.109
iter: 2809 | bound: 31 | nc: 39 | ncall: 97574 | eff(%): 2.879 | loglstar: -inf < -2.704 < inf | logz: -28.925 +/- 0.488 | dlogz: 0.630 > 0.109
iter: 2810 | bound: 31 | nc: 39 | ncall: 97613 | eff(%): 2.879 | loglstar: -inf < -2.697 < inf | logz: -28.923 +/- 0.488 | dlogz: 0.624 > 0.109
iter: 2811 | bound: 31 | nc: 39 | ncall: 97652 | eff(%): 2.879 | loglstar: -inf < -2.682 < inf | logz: -28.921 +/- 0.488 | dlogz: 0.619 > 0.109
iter: 2812 | bound: 31 | nc: 39 | ncall: 97691 | eff(%): 2.878 | loglstar: -inf < -2.674 < inf | logz: -28.920 +/- 0.488 | dlogz: 0.614 > 0.109
iter: 2813 | bound: 31 | nc: 39 | ncall: 97730 | eff(%): 2.878 | loglstar: -inf < -2.673 < inf | logz: -28.918 +/- 0.488 | dlogz: 0.608 > 0.109
iter: 2814 | bound: 31 | nc: 39 | ncall: 97769 | eff(%): 2.878 | loglstar: -inf < -2.664 < inf | logz: -28.916 +/- 0.488 | dlogz: 0.603 > 0.109
iter: 2815 | bound: 31 | nc: 39 | ncall: 97808 | eff(%): 2.878 | loglstar: -inf < -2.661 < inf | logz: -28.914 +/- 0.488 | dlogz: 0.598 > 0.109
iter: 2816 | bound: 31 | nc: 39 | ncall: 97847 | eff(%): 2.878 | loglstar: -inf < -2.658 < inf | logz: -28.913 +/- 0.488 | dlogz: 0.592 > 0.109
iter: 2817 | bound: 31 | nc: 39 | ncall: 97886 | eff(%): 2.878 | loglstar: -inf < -2.644 < inf | logz: -28.911 +/- 0.488 | dlogz: 0.587 > 0.109
iter: 2818 | bound: 31 | nc: 39 | ncall: 97925 | eff(%): 2.878 | loglstar: -inf < -2.641 < inf | logz: -28.909 +/- 0.488 | dlogz: 0.582 > 0.109
iter: 2819 | bound: 31 | nc: 39 | ncall: 97964 | eff(%): 2.878 | loglstar: -inf < -2.636 < inf | logz: -28.908 +/- 0.488 | dlogz: 0.577 > 0.109
iter: 2820 | bound: 31 | nc: 39 | ncall: 98003 | eff(%): 2.877 | loglstar: -inf < -2.632 < inf | logz: -28.906 +/- 0.488 | dlogz: 0.572 > 0.109
iter: 2821 | bound: 31 | nc: 39 | ncall: 98042 | eff(%): 2.877 | loglstar: -inf < -2.620 < inf | logz: -28.904 +/- 0.488 | dlogz: 0.567 > 0.109
iter: 2822 | bound: 32 | nc: 39 | ncall: 98081 | eff(%): 2.877 | loglstar: -inf < -2.616 < inf | logz: -28.903 +/- 0.488 | dlogz: 0.562 > 0.109
iter: 2823 | bound: 32 | nc: 39 | ncall: 98120 | eff(%): 2.877 | loglstar: -inf < -2.613 < inf | logz: -28.901 +/- 0.489 | dlogz: 0.557 > 0.109
iter: 2824 | bound: 32 | nc: 39 | ncall: 98159 | eff(%): 2.877 | loglstar: -inf < -2.611 < inf | logz: -28.899 +/- 0.489 | dlogz: 0.552 > 0.109
iter: 2825 | bound: 32 | nc: 39 | ncall: 98198 | eff(%): 2.877 | loglstar: -inf < -2.595 < inf | logz: -28.898 +/- 0.489 | dlogz: 0.547 > 0.109
iter: 2826 | bound: 32 | nc: 39 | ncall: 98237 | eff(%): 2.877 | loglstar: -inf < -2.592 < inf | logz: -28.896 +/- 0.489 | dlogz: 0.542 > 0.109
iter: 2827 | bound: 32 | nc: 39 | ncall: 98276 | eff(%): 2.877 | loglstar: -inf < -2.589 < inf | logz: -28.895 +/- 0.489 | dlogz: 0.537 > 0.109
iter: 2828 | bound: 32 | nc: 39 | ncall: 98315 | eff(%): 2.876 | loglstar: -inf < -2.585 < inf | logz: -28.893 +/- 0.489 | dlogz: 0.532 > 0.109
iter: 2829 | bound: 32 | nc: 39 | ncall: 98354 | eff(%): 2.876 | loglstar: -inf < -2.584 < inf | logz: -28.891 +/- 0.489 | dlogz: 0.528 > 0.109
iter: 2830 | bound: 32 | nc: 39 | ncall: 98393 | eff(%): 2.876 | loglstar: -inf < -2.570 < inf | logz: -28.890 +/- 0.489 | dlogz: 0.523 > 0.109
iter: 2831 | bound: 32 | nc: 39 | ncall: 98432 | eff(%): 2.876 | loglstar: -inf < -2.553 < inf | logz: -28.888 +/- 0.489 | dlogz: 0.518 > 0.109
iter: 2832 | bound: 32 | nc: 39 | ncall: 98471 | eff(%): 2.876 | loglstar: -inf < -2.540 < inf | logz: -28.887 +/- 0.489 | dlogz: 0.514 > 0.109
iter: 2833 | bound: 32 | nc: 39 | ncall: 98510 | eff(%): 2.876 | loglstar: -inf < -2.535 < inf | logz: -28.885 +/- 0.489 | dlogz: 0.509 > 0.109
iter: 2834 | bound: 32 | nc: 39 | ncall: 98549 | eff(%): 2.876 | loglstar: -inf < -2.533 < inf | logz: -28.883 +/- 0.489 | dlogz: 0.504 > 0.109
iter: 2835 | bound: 32 | nc: 39 | ncall: 98588 | eff(%): 2.876 | loglstar: -inf < -2.519 < inf | logz: -28.882 +/- 0.489 | dlogz: 0.500 > 0.109
iter: 2836 | bound: 32 | nc: 39 | ncall: 98627 | eff(%): 2.875 | loglstar: -inf < -2.516 < inf | logz: -28.880 +/- 0.489 | dlogz: 0.495 > 0.109
iter: 2837 | bound: 32 | nc: 39 | ncall: 98666 | eff(%): 2.875 | loglstar: -inf < -2.515 < inf | logz: -28.879 +/- 0.489 | dlogz: 0.491 > 0.109
iter: 2838 | bound: 32 | nc: 39 | ncall: 98705 | eff(%): 2.875 | loglstar: -inf < -2.502 < inf | logz: -28.877 +/- 0.489 | dlogz: 0.487 > 0.109
iter: 2839 | bound: 32 | nc: 39 | ncall: 98744 | eff(%): 2.875 | loglstar: -inf < -2.501 < inf | logz: -28.876 +/- 0.489 | dlogz: 0.482 > 0.109
iter: 2840 | bound: 32 | nc: 39 | ncall: 98783 | eff(%): 2.875 | loglstar: -inf < -2.495 < inf | logz: -28.874 +/- 0.489 | dlogz: 0.478 > 0.109
iter: 2841 | bound: 32 | nc: 39 | ncall: 98822 | eff(%): 2.875 | loglstar: -inf < -2.489 < inf | logz: -28.873 +/- 0.489 | dlogz: 0.473 > 0.109
iter: 2842 | bound: 32 | nc: 39 | ncall: 98861 | eff(%): 2.875 | loglstar: -inf < -2.479 < inf | logz: -28.871 +/- 0.489 | dlogz: 0.469 > 0.109
iter: 2843 | bound: 32 | nc: 39 | ncall: 98900 | eff(%): 2.875 | loglstar: -inf < -2.476 < inf | logz: -28.870 +/- 0.489 | dlogz: 0.465 > 0.109
iter: 2844 | bound: 32 | nc: 39 | ncall: 98939 | eff(%): 2.874 | loglstar: -inf < -2.475 < inf | logz: -28.868 +/- 0.489 | dlogz: 0.461 > 0.109
iter: 2845 | bound: 32 | nc: 39 | ncall: 98978 | eff(%): 2.874 | loglstar: -inf < -2.474 < inf | logz: -28.867 +/- 0.489 | dlogz: 0.456 > 0.109
iter: 2846 | bound: 32 | nc: 39 | ncall: 99017 | eff(%): 2.874 | loglstar: -inf < -2.472 < inf | logz: -28.865 +/- 0.489 | dlogz: 0.452 > 0.109
iter: 2847 | bound: 32 | nc: 39 | ncall: 99056 | eff(%): 2.874 | loglstar: -inf < -2.468 < inf | logz: -28.864 +/- 0.489 | dlogz: 0.448 > 0.109
iter: 2848 | bound: 32 | nc: 39 | ncall: 99095 | eff(%): 2.874 | loglstar: -inf < -2.466 < inf | logz: -28.862 +/- 0.489 | dlogz: 0.444 > 0.109
iter: 2849 | bound: 32 | nc: 39 | ncall: 99134 | eff(%): 2.874 | loglstar: -inf < -2.466 < inf | logz: -28.861 +/- 0.489 | dlogz: 0.440 > 0.109
iter: 2850 | bound: 32 | nc: 39 | ncall: 99173 | eff(%): 2.874 | loglstar: -inf < -2.461 < inf | logz: -28.860 +/- 0.489 | dlogz: 0.436 > 0.109
iter: 2851 | bound: 33 | nc: 39 | ncall: 99212 | eff(%): 2.874 | loglstar: -inf < -2.458 < inf | logz: -28.858 +/- 0.489 | dlogz: 0.432 > 0.109
iter: 2852 | bound: 33 | nc: 39 | ncall: 99251 | eff(%): 2.874 | loglstar: -inf < -2.441 < inf | logz: -28.857 +/- 0.489 | dlogz: 0.428 > 0.109
iter: 2853 | bound: 33 | nc: 39 | ncall: 99290 | eff(%): 2.873 | loglstar: -inf < -2.440 < inf | logz: -28.855 +/- 0.489 | dlogz: 0.424 > 0.109
iter: 2854 | bound: 33 | nc: 39 | ncall: 99329 | eff(%): 2.873 | loglstar: -inf < -2.432 < inf | logz: -28.854 +/- 0.489 | dlogz: 0.420 > 0.109
iter: 2855 | bound: 33 | nc: 39 | ncall: 99368 | eff(%): 2.873 | loglstar: -inf < -2.427 < inf | logz: -28.853 +/- 0.489 | dlogz: 0.416 > 0.109
iter: 2856 | bound: 33 | nc: 39 | ncall: 99407 | eff(%): 2.873 | loglstar: -inf < -2.424 < inf | logz: -28.851 +/- 0.489 | dlogz: 0.412 > 0.109
iter: 2857 | bound: 33 | nc: 39 | ncall: 99446 | eff(%): 2.873 | loglstar: -inf < -2.423 < inf | logz: -28.850 +/- 0.489 | dlogz: 0.409 > 0.109
iter: 2858 | bound: 33 | nc: 39 | ncall: 99485 | eff(%): 2.873 | loglstar: -inf < -2.423 < inf | logz: -28.849 +/- 0.489 | dlogz: 0.405 > 0.109
iter: 2859 | bound: 33 | nc: 39 | ncall: 99524 | eff(%): 2.873 | loglstar: -inf < -2.421 < inf | logz: -28.847 +/- 0.489 | dlogz: 0.401 > 0.109
iter: 2860 | bound: 33 | nc: 39 | ncall: 99563 | eff(%): 2.873 | loglstar: -inf < -2.419 < inf | logz: -28.846 +/- 0.489 | dlogz: 0.397 > 0.109
iter: 2861 | bound: 33 | nc: 39 | ncall: 99602 | eff(%): 2.872 | loglstar: -inf < -2.416 < inf | logz: -28.845 +/- 0.489 | dlogz: 0.394 > 0.109
iter: 2862 | bound: 33 | nc: 39 | ncall: 99641 | eff(%): 2.872 | loglstar: -inf < -2.415 < inf | logz: -28.843 +/- 0.489 | dlogz: 0.390 > 0.109
iter: 2863 | bound: 34 | nc: 39 | ncall: 99680 | eff(%): 2.872 | loglstar: -inf < -2.397 < inf | logz: -28.842 +/- 0.489 | dlogz: 0.386 > 0.109
iter: 2864 | bound: 34 | nc: 39 | ncall: 99719 | eff(%): 2.872 | loglstar: -inf < -2.396 < inf | logz: -28.841 +/- 0.489 | dlogz: 0.383 > 0.109
iter: 2865 | bound: 34 | nc: 39 | ncall: 99758 | eff(%): 2.872 | loglstar: -inf < -2.394 < inf | logz: -28.840 +/- 0.489 | dlogz: 0.379 > 0.109
iter: 2866 | bound: 34 | nc: 39 | ncall: 99797 | eff(%): 2.872 | loglstar: -inf < -2.393 < inf | logz: -28.838 +/- 0.489 | dlogz: 0.376 > 0.109
iter: 2867 | bound: 34 | nc: 39 | ncall: 99836 | eff(%): 2.872 | loglstar: -inf < -2.392 < inf | logz: -28.837 +/- 0.489 | dlogz: 0.372 > 0.109
iter: 2868 | bound: 34 | nc: 39 | ncall: 99875 | eff(%): 2.872 | loglstar: -inf < -2.389 < inf | logz: -28.836 +/- 0.489 | dlogz: 0.369 > 0.109
iter: 2869 | bound: 34 | nc: 39 | ncall: 99914 | eff(%): 2.871 | loglstar: -inf < -2.387 < inf | logz: -28.835 +/- 0.489 | dlogz: 0.365 > 0.109
iter: 2870 | bound: 34 | nc: 39 | ncall: 99953 | eff(%): 2.871 | loglstar: -inf < -2.385 < inf | logz: -28.833 +/- 0.489 | dlogz: 0.362 > 0.109
iter: 2871 | bound: 34 | nc: 39 | ncall: 99992 | eff(%): 2.871 | loglstar: -inf < -2.383 < inf | logz: -28.832 +/- 0.489 | dlogz: 0.359 > 0.109
iter: 2872 | bound: 34 | nc: 39 | ncall: 100031 | eff(%): 2.871 | loglstar: -inf < -2.376 < inf | logz: -28.831 +/- 0.489 | dlogz: 0.355 > 0.109
iter: 2873 | bound: 34 | nc: 39 | ncall: 100070 | eff(%): 2.871 | loglstar: -inf < -2.374 < inf | logz: -28.830 +/- 0.489 | dlogz: 0.352 > 0.109
iter: 2874 | bound: 35 | nc: 39 | ncall: 100109 | eff(%): 2.871 | loglstar: -inf < -2.373 < inf | logz: -28.829 +/- 0.489 | dlogz: 0.349 > 0.109
iter: 2875 | bound: 35 | nc: 39 | ncall: 100148 | eff(%): 2.871 | loglstar: -inf < -2.369 < inf | logz: -28.828 +/- 0.490 | dlogz: 0.345 > 0.109
iter: 2876 | bound: 35 | nc: 39 | ncall: 100187 | eff(%): 2.871 | loglstar: -inf < -2.357 < inf | logz: -28.826 +/- 0.490 | dlogz: 0.342 > 0.109
iter: 2877 | bound: 35 | nc: 39 | ncall: 100226 | eff(%): 2.871 | loglstar: -inf < -2.352 < inf | logz: -28.825 +/- 0.490 | dlogz: 0.339 > 0.109
iter: 2878 | bound: 35 | nc: 39 | ncall: 100265 | eff(%): 2.870 | loglstar: -inf < -2.349 < inf | logz: -28.824 +/- 0.490 | dlogz: 0.426 > 0.109
iter: 2879 | bound: 35 | nc: 39 | ncall: 100304 | eff(%): 2.870 | loglstar: -inf < -2.347 < inf | logz: -28.823 +/- 0.490 | dlogz: 0.423 > 0.109
iter: 2880 | bound: 35 | nc: 39 | ncall: 100343 | eff(%): 2.870 | loglstar: -inf < -2.343 < inf | logz: -28.822 +/- 0.490 | dlogz: 0.419 > 0.109
iter: 2881 | bound: 35 | nc: 39 | ncall: 100382 | eff(%): 2.870 | loglstar: -inf < -2.342 < inf | logz: -28.821 +/- 0.490 | dlogz: 0.415 > 0.109
iter: 2882 | bound: 35 | nc: 39 | ncall: 100421 | eff(%): 2.870 | loglstar: -inf < -2.341 < inf | logz: -28.820 +/- 0.490 | dlogz: 0.411 > 0.109
iter: 2883 | bound: 35 | nc: 39 | ncall: 100460 | eff(%): 2.870 | loglstar: -inf < -2.328 < inf | logz: -28.819 +/- 0.490 | dlogz: 0.408 > 0.109
iter: 2884 | bound: 35 | nc: 39 | ncall: 100499 | eff(%): 2.870 | loglstar: -inf < -2.328 < inf | logz: -28.817 +/- 0.490 | dlogz: 0.404 > 0.109
iter: 2885 | bound: 35 | nc: 39 | ncall: 100538 | eff(%): 2.870 | loglstar: -inf < -2.312 < inf | logz: -28.816 +/- 0.490 | dlogz: 0.400 > 0.109
iter: 2886 | bound: 35 | nc: 39 | ncall: 100577 | eff(%): 2.869 | loglstar: -inf < -2.312 < inf | logz: -28.815 +/- 0.490 | dlogz: 0.397 > 0.109
iter: 2887 | bound: 35 | nc: 39 | ncall: 100616 | eff(%): 2.869 | loglstar: -inf < -2.304 < inf | logz: -28.814 +/- 0.490 | dlogz: 0.393 > 0.109
iter: 2888 | bound: 35 | nc: 39 | ncall: 100655 | eff(%): 2.869 | loglstar: -inf < -2.297 < inf | logz: -28.813 +/- 0.490 | dlogz: 0.389 > 0.109
iter: 2889 | bound: 35 | nc: 39 | ncall: 100694 | eff(%): 2.869 | loglstar: -inf < -2.297 < inf | logz: -28.812 +/- 0.490 | dlogz: 0.386 > 0.109
iter: 2890 | bound: 35 | nc: 39 | ncall: 100733 | eff(%): 2.869 | loglstar: -inf < -2.292 < inf | logz: -28.811 +/- 0.490 | dlogz: 0.382 > 0.109
iter: 2891 | bound: 35 | nc: 39 | ncall: 100772 | eff(%): 2.869 | loglstar: -inf < -2.290 < inf | logz: -28.810 +/- 0.490 | dlogz: 0.379 > 0.109
iter: 2892 | bound: 35 | nc: 39 | ncall: 100811 | eff(%): 2.869 | loglstar: -inf < -2.288 < inf | logz: -28.809 +/- 0.490 | dlogz: 0.375 > 0.109
iter: 2893 | bound: 35 | nc: 39 | ncall: 100850 | eff(%): 2.869 | loglstar: -inf < -2.286 < inf | logz: -28.808 +/- 0.490 | dlogz: 0.372 > 0.109
iter: 2894 | bound: 35 | nc: 39 | ncall: 100889 | eff(%): 2.868 | loglstar: -inf < -2.270 < inf | logz: -28.807 +/- 0.490 | dlogz: 0.369 > 0.109
iter: 2895 | bound: 35 | nc: 39 | ncall: 100928 | eff(%): 2.868 | loglstar: -inf < -2.267 < inf | logz: -28.806 +/- 0.490 | dlogz: 0.365 > 0.109
iter: 2896 | bound: 35 | nc: 39 | ncall: 100967 | eff(%): 2.868 | loglstar: -inf < -2.259 < inf | logz: -28.805 +/- 0.490 | dlogz: 0.362 > 0.109
iter: 2897 | bound: 36 | nc: 39 | ncall: 101006 | eff(%): 2.868 | loglstar: -inf < -2.253 < inf | logz: -28.804 +/- 0.490 | dlogz: 0.359 > 0.109
iter: 2898 | bound: 36 | nc: 39 | ncall: 101045 | eff(%): 2.868 | loglstar: -inf < -2.253 < inf | logz: -28.803 +/- 0.490 | dlogz: 0.355 > 0.109
iter: 2899 | bound: 36 | nc: 39 | ncall: 101084 | eff(%): 2.868 | loglstar: -inf < -2.250 < inf | logz: -28.802 +/- 0.490 | dlogz: 0.352 > 0.109
iter: 2900 | bound: 36 | nc: 39 | ncall: 101123 | eff(%): 2.868 | loglstar: -inf < -2.235 < inf | logz: -28.801 +/- 0.490 | dlogz: 0.349 > 0.109
iter: 2901 | bound: 36 | nc: 39 | ncall: 101162 | eff(%): 2.868 | loglstar: -inf < -2.235 < inf | logz: -28.800 +/- 0.490 | dlogz: 0.346 > 0.109
iter: 2902 | bound: 36 | nc: 39 | ncall: 101201 | eff(%): 2.868 | loglstar: -inf < -2.234 < inf | logz: -28.799 +/- 0.490 | dlogz: 0.342 > 0.109
iter: 2903 | bound: 36 | nc: 39 | ncall: 101240 | eff(%): 2.867 | loglstar: -inf < -2.232 < inf | logz: -28.798 +/- 0.490 | dlogz: 0.339 > 0.109
iter: 2904 | bound: 36 | nc: 39 | ncall: 101279 | eff(%): 2.867 | loglstar: -inf < -2.231 < inf | logz: -28.797 +/- 0.490 | dlogz: 0.336 > 0.109
iter: 2905 | bound: 36 | nc: 39 | ncall: 101318 | eff(%): 2.867 | loglstar: -inf < -2.231 < inf | logz: -28.796 +/- 0.490 | dlogz: 0.333 > 0.109
iter: 2906 | bound: 36 | nc: 39 | ncall: 101357 | eff(%): 2.867 | loglstar: -inf < -2.217 < inf | logz: -28.795 +/- 0.490 | dlogz: 0.330 > 0.109
iter: 2907 | bound: 36 | nc: 39 | ncall: 101396 | eff(%): 2.867 | loglstar: -inf < -2.204 < inf | logz: -28.794 +/- 0.490 | dlogz: 0.327 > 0.109
iter: 2908 | bound: 36 | nc: 39 | ncall: 101435 | eff(%): 2.867 | loglstar: -inf < -2.204 < inf | logz: -28.793 +/- 0.490 | dlogz: 0.324 > 0.109
iter: 2909 | bound: 36 | nc: 39 | ncall: 101474 | eff(%): 2.867 | loglstar: -inf < -2.203 < inf | logz: -28.792 +/- 0.490 | dlogz: 0.321 > 0.109
iter: 2910 | bound: 36 | nc: 39 | ncall: 101513 | eff(%): 2.867 | loglstar: -inf < -2.200 < inf | logz: -28.791 +/- 0.490 | dlogz: 0.318 > 0.109
iter: 2911 | bound: 36 | nc: 39 | ncall: 101552 | eff(%): 2.867 | loglstar: -inf < -2.197 < inf | logz: -28.790 +/- 0.490 | dlogz: 0.315 > 0.109
iter: 2912 | bound: 36 | nc: 39 | ncall: 101591 | eff(%): 2.866 | loglstar: -inf < -2.178 < inf | logz: -28.789 +/- 0.490 | dlogz: 0.312 > 0.109
iter: 2913 | bound: 36 | nc: 39 | ncall: 101630 | eff(%): 2.866 | loglstar: -inf < -2.173 < inf | logz: -28.788 +/- 0.490 | dlogz: 0.309 > 0.109
iter: 2914 | bound: 36 | nc: 39 | ncall: 101669 | eff(%): 2.866 | loglstar: -inf < -2.167 < inf | logz: -28.787 +/- 0.490 | dlogz: 0.306 > 0.109
iter: 2915 | bound: 36 | nc: 39 | ncall: 101708 | eff(%): 2.866 | loglstar: -inf < -2.166 < inf | logz: -28.786 +/- 0.490 | dlogz: 0.303 > 0.109
iter: 2916 | bound: 36 | nc: 39 | ncall: 101747 | eff(%): 2.866 | loglstar: -inf < -2.164 < inf | logz: -28.785 +/- 0.490 | dlogz: 0.300 > 0.109
iter: 2917 | bound: 36 | nc: 39 | ncall: 101786 | eff(%): 2.866 | loglstar: -inf < -2.152 < inf | logz: -28.785 +/- 0.490 | dlogz: 0.298 > 0.109
iter: 2918 | bound: 36 | nc: 39 | ncall: 101825 | eff(%): 2.866 | loglstar: -inf < -2.144 < inf | logz: -28.784 +/- 0.490 | dlogz: 0.295 > 0.109
iter: 2919 | bound: 36 | nc: 39 | ncall: 101864 | eff(%): 2.866 | loglstar: -inf < -2.143 < inf | logz: -28.783 +/- 0.490 | dlogz: 0.292 > 0.109
iter: 2920 | bound: 36 | nc: 39 | ncall: 101903 | eff(%): 2.865 | loglstar: -inf < -2.139 < inf | logz: -28.782 +/- 0.490 | dlogz: 0.289 > 0.109
iter: 2921 | bound: 36 | nc: 39 | ncall: 101942 | eff(%): 2.865 | loglstar: -inf < -2.138 < inf | logz: -28.781 +/- 0.490 | dlogz: 0.287 > 0.109
iter: 2922 | bound: 36 | nc: 39 | ncall: 101981 | eff(%): 2.865 | loglstar: -inf < -2.135 < inf | logz: -28.780 +/- 0.490 | dlogz: 0.284 > 0.109
iter: 2923 | bound: 36 | nc: 39 | ncall: 102020 | eff(%): 2.865 | loglstar: -inf < -2.121 < inf | logz: -28.779 +/- 0.490 | dlogz: 0.281 > 0.109
iter: 2924 | bound: 36 | nc: 39 | ncall: 102059 | eff(%): 2.865 | loglstar: -inf < -2.110 < inf | logz: -28.778 +/- 0.490 | dlogz: 0.279 > 0.109
iter: 2925 | bound: 36 | nc: 39 | ncall: 102098 | eff(%): 2.865 | loglstar: -inf < -2.106 < inf | logz: -28.777 +/- 0.490 | dlogz: 0.276 > 0.109
iter: 2926 | bound: 36 | nc: 39 | ncall: 102137 | eff(%): 2.865 | loglstar: -inf < -2.104 < inf | logz: -28.777 +/- 0.490 | dlogz: 0.273 > 0.109
iter: 2927 | bound: 36 | nc: 39 | ncall: 102176 | eff(%): 2.865 | loglstar: -inf < -2.095 < inf | logz: -28.776 +/- 0.490 | dlogz: 0.271 > 0.109
iter: 2928 | bound: 36 | nc: 39 | ncall: 102215 | eff(%): 2.865 | loglstar: -inf < -2.095 < inf | logz: -28.775 +/- 0.490 | dlogz: 0.268 > 0.109
iter: 2929 | bound: 36 | nc: 39 | ncall: 102254 | eff(%): 2.864 | loglstar: -inf < -2.092 < inf | logz: -28.774 +/- 0.490 | dlogz: 0.266 > 0.109
iter: 2930 | bound: 36 | nc: 39 | ncall: 102293 | eff(%): 2.864 | loglstar: -inf < -2.092 < inf | logz: -28.773 +/- 0.490 | dlogz: 0.263 > 0.109
iter: 2931 | bound: 36 | nc: 39 | ncall: 102332 | eff(%): 2.864 | loglstar: -inf < -2.090 < inf | logz: -28.772 +/- 0.490 | dlogz: 0.261 > 0.109
iter: 2932 | bound: 36 | nc: 39 | ncall: 102371 | eff(%): 2.864 | loglstar: -inf < -2.076 < inf | logz: -28.772 +/- 0.490 | dlogz: 0.258 > 0.109
iter: 2933 | bound: 37 | nc: 39 | ncall: 102410 | eff(%): 2.864 | loglstar: -inf < -2.075 < inf | logz: -28.771 +/- 0.490 | dlogz: 0.256 > 0.109
iter: 2934 | bound: 37 | nc: 39 | ncall: 102449 | eff(%): 2.864 | loglstar: -inf < -2.073 < inf | logz: -28.770 +/- 0.490 | dlogz: 0.253 > 0.109
iter: 2935 | bound: 37 | nc: 39 | ncall: 102488 | eff(%): 2.864 | loglstar: -inf < -2.071 < inf | logz: -28.769 +/- 0.490 | dlogz: 0.251 > 0.109
iter: 2936 | bound: 37 | nc: 39 | ncall: 102527 | eff(%): 2.864 | loglstar: -inf < -2.064 < inf | logz: -28.768 +/- 0.490 | dlogz: 0.249 > 0.109
iter: 2937 | bound: 37 | nc: 39 | ncall: 102566 | eff(%): 2.864 | loglstar: -inf < -2.063 < inf | logz: -28.767 +/- 0.490 | dlogz: 0.246 > 0.109
iter: 2938 | bound: 37 | nc: 39 | ncall: 102605 | eff(%): 2.863 | loglstar: -inf < -2.058 < inf | logz: -28.767 +/- 0.490 | dlogz: 0.244 > 0.109
iter: 2939 | bound: 37 | nc: 39 | ncall: 102644 | eff(%): 2.863 | loglstar: -inf < -2.058 < inf | logz: -28.766 +/- 0.490 | dlogz: 0.242 > 0.109
iter: 2940 | bound: 37 | nc: 39 | ncall: 102683 | eff(%): 2.863 | loglstar: -inf < -2.057 < inf | logz: -28.765 +/- 0.490 | dlogz: 0.239 > 0.109
iter: 2941 | bound: 37 | nc: 39 | ncall: 102722 | eff(%): 2.863 | loglstar: -inf < -2.053 < inf | logz: -28.764 +/- 0.490 | dlogz: 0.237 > 0.109
iter: 2942 | bound: 37 | nc: 39 | ncall: 102761 | eff(%): 2.863 | loglstar: -inf < -2.053 < inf | logz: -28.764 +/- 0.490 | dlogz: 0.235 > 0.109
iter: 2943 | bound: 37 | nc: 39 | ncall: 102800 | eff(%): 2.863 | loglstar: -inf < -2.041 < inf | logz: -28.763 +/- 0.490 | dlogz: 0.233 > 0.109
iter: 2944 | bound: 37 | nc: 39 | ncall: 102839 | eff(%): 2.863 | loglstar: -inf < -2.034 < inf | logz: -28.762 +/- 0.490 | dlogz: 0.230 > 0.109
iter: 2945 | bound: 37 | nc: 39 | ncall: 102878 | eff(%): 2.863 | loglstar: -inf < -2.032 < inf | logz: -28.761 +/- 0.490 | dlogz: 0.228 > 0.109
iter: 2946 | bound: 37 | nc: 39 | ncall: 102917 | eff(%): 2.863 | loglstar: -inf < -2.029 < inf | logz: -28.761 +/- 0.490 | dlogz: 0.226 > 0.109
iter: 2947 | bound: 37 | nc: 39 | ncall: 102956 | eff(%): 2.862 | loglstar: -inf < -2.028 < inf | logz: -28.760 +/- 0.490 | dlogz: 0.224 > 0.109
iter: 2948 | bound: 37 | nc: 39 | ncall: 102995 | eff(%): 2.862 | loglstar: -inf < -2.027 < inf | logz: -28.759 +/- 0.491 | dlogz: 0.222 > 0.109
iter: 2949 | bound: 37 | nc: 39 | ncall: 103034 | eff(%): 2.862 | loglstar: -inf < -2.023 < inf | logz: -28.758 +/- 0.491 | dlogz: 0.220 > 0.109
iter: 2950 | bound: 37 | nc: 39 | ncall: 103073 | eff(%): 2.862 | loglstar: -inf < -2.022 < inf | logz: -28.758 +/- 0.491 | dlogz: 0.217 > 0.109
iter: 2951 | bound: 37 | nc: 39 | ncall: 103112 | eff(%): 2.862 | loglstar: -inf < -2.020 < inf | logz: -28.757 +/- 0.491 | dlogz: 0.215 > 0.109
iter: 2952 | bound: 37 | nc: 39 | ncall: 103151 | eff(%): 2.862 | loglstar: -inf < -2.016 < inf | logz: -28.756 +/- 0.491 | dlogz: 0.213 > 0.109
iter: 2953 | bound: 37 | nc: 39 | ncall: 103190 | eff(%): 2.862 | loglstar: -inf < -2.014 < inf | logz: -28.755 +/- 0.491 | dlogz: 0.211 > 0.109
iter: 2954 | bound: 37 | nc: 39 | ncall: 103229 | eff(%): 2.862 | loglstar: -inf < -2.006 < inf | logz: -28.755 +/- 0.491 | dlogz: 0.209 > 0.109
iter: 2955 | bound: 37 | nc: 39 | ncall: 103268 | eff(%): 2.861 | loglstar: -inf < -1.999 < inf | logz: -28.754 +/- 0.491 | dlogz: 0.207 > 0.109
iter: 2956 | bound: 37 | nc: 39 | ncall: 103307 | eff(%): 2.861 | loglstar: -inf < -1.996 < inf | logz: -28.753 +/- 0.491 | dlogz: 0.205 > 0.109
iter: 2957 | bound: 37 | nc: 39 | ncall: 103346 | eff(%): 2.861 | loglstar: -inf < -1.993 < inf | logz: -28.753 +/- 0.491 | dlogz: 0.203 > 0.109
iter: 2958 | bound: 37 | nc: 39 | ncall: 103385 | eff(%): 2.861 | loglstar: -inf < -1.990 < inf | logz: -28.752 +/- 0.491 | dlogz: 0.201 > 0.109
iter: 2959 | bound: 37 | nc: 39 | ncall: 103424 | eff(%): 2.861 | loglstar: -inf < -1.987 < inf | logz: -28.751 +/- 0.491 | dlogz: 0.199 > 0.109
iter: 2960 | bound: 37 | nc: 39 | ncall: 103463 | eff(%): 2.861 | loglstar: -inf < -1.985 < inf | logz: -28.751 +/- 0.491 | dlogz: 0.198 > 0.109
iter: 2961 | bound: 37 | nc: 39 | ncall: 103502 | eff(%): 2.861 | loglstar: -inf < -1.984 < inf | logz: -28.750 +/- 0.491 | dlogz: 0.196 > 0.109
iter: 2962 | bound: 37 | nc: 39 | ncall: 103541 | eff(%): 2.861 | loglstar: -inf < -1.977 < inf | logz: -28.749 +/- 0.491 | dlogz: 0.194 > 0.109
iter: 2963 | bound: 37 | nc: 39 | ncall: 103580 | eff(%): 2.861 | loglstar: -inf < -1.976 < inf | logz: -28.749 +/- 0.491 | dlogz: 0.192 > 0.109
iter: 2964 | bound: 37 | nc: 39 | ncall: 103619 | eff(%): 2.860 | loglstar: -inf < -1.975 < inf | logz: -28.748 +/- 0.491 | dlogz: 0.190 > 0.109
iter: 2965 | bound: 37 | nc: 39 | ncall: 103658 | eff(%): 2.860 | loglstar: -inf < -1.975 < inf | logz: -28.747 +/- 0.491 | dlogz: 0.188 > 0.109
iter: 2966 | bound: 37 | nc: 39 | ncall: 103697 | eff(%): 2.860 | loglstar: -inf < -1.973 < inf | logz: -28.747 +/- 0.491 | dlogz: 0.186 > 0.109
iter: 2967 | bound: 37 | nc: 39 | ncall: 103736 | eff(%): 2.860 | loglstar: -inf < -1.968 < inf | logz: -28.746 +/- 0.491 | dlogz: 0.185 > 0.109
iter: 2968 | bound: 37 | nc: 39 | ncall: 103775 | eff(%): 2.860 | loglstar: -inf < -1.966 < inf | logz: -28.745 +/- 0.491 | dlogz: 0.183 > 0.109
iter: 2969 | bound: 37 | nc: 39 | ncall: 103814 | eff(%): 2.860 | loglstar: -inf < -1.961 < inf | logz: -28.745 +/- 0.491 | dlogz: 0.181 > 0.109
iter: 2970 | bound: 37 | nc: 39 | ncall: 103853 | eff(%): 2.860 | loglstar: -inf < -1.959 < inf | logz: -28.744 +/- 0.491 | dlogz: 0.179 > 0.109
iter: 2971 | bound: 37 | nc: 39 | ncall: 103892 | eff(%): 2.860 | loglstar: -inf < -1.958 < inf | logz: -28.743 +/- 0.491 | dlogz: 0.180 > 0.109
iter: 2972 | bound: 37 | nc: 39 | ncall: 103931 | eff(%): 2.860 | loglstar: -inf < -1.952 < inf | logz: -28.743 +/- 0.491 | dlogz: 0.178 > 0.109
iter: 2973 | bound: 37 | nc: 39 | ncall: 103970 | eff(%): 2.859 | loglstar: -inf < -1.950 < inf | logz: -28.742 +/- 0.491 | dlogz: 0.177 > 0.109
iter: 2974 | bound: 37 | nc: 39 | ncall: 104009 | eff(%): 2.859 | loglstar: -inf < -1.947 < inf | logz: -28.742 +/- 0.491 | dlogz: 0.175 > 0.109
iter: 2975 | bound: 37 | nc: 39 | ncall: 104048 | eff(%): 2.859 | loglstar: -inf < -1.946 < inf | logz: -28.741 +/- 0.491 | dlogz: 0.173 > 0.109
iter: 2976 | bound: 38 | nc: 39 | ncall: 104087 | eff(%): 2.859 | loglstar: -inf < -1.946 < inf | logz: -28.740 +/- 0.491 | dlogz: 0.172 > 0.109
iter: 2977 | bound: 38 | nc: 39 | ncall: 104126 | eff(%): 2.859 | loglstar: -inf < -1.944 < inf | logz: -28.740 +/- 0.491 | dlogz: 0.170 > 0.109
iter: 2978 | bound: 38 | nc: 39 | ncall: 104165 | eff(%): 2.859 | loglstar: -inf < -1.939 < inf | logz: -28.739 +/- 0.491 | dlogz: 0.168 > 0.109
iter: 2979 | bound: 38 | nc: 39 | ncall: 104204 | eff(%): 2.859 | loglstar: -inf < -1.937 < inf | logz: -28.739 +/- 0.491 | dlogz: 0.167 > 0.109
iter: 2980 | bound: 38 | nc: 39 | ncall: 104243 | eff(%): 2.859 | loglstar: -inf < -1.931 < inf | logz: -28.738 +/- 0.491 | dlogz: 0.165 > 0.109
iter: 2981 | bound: 38 | nc: 39 | ncall: 104282 | eff(%): 2.859 | loglstar: -inf < -1.926 < inf | logz: -28.738 +/- 0.491 | dlogz: 0.164 > 0.109
iter: 2982 | bound: 38 | nc: 39 | ncall: 104321 | eff(%): 2.858 | loglstar: -inf < -1.921 < inf | logz: -28.737 +/- 0.491 | dlogz: 0.162 > 0.109
iter: 2983 | bound: 38 | nc: 39 | ncall: 104360 | eff(%): 2.858 | loglstar: -inf < -1.920 < inf | logz: -28.736 +/- 0.491 | dlogz: 0.160 > 0.109
iter: 2984 | bound: 38 | nc: 39 | ncall: 104399 | eff(%): 2.858 | loglstar: -inf < -1.913 < inf | logz: -28.736 +/- 0.491 | dlogz: 0.159 > 0.109
iter: 2985 | bound: 38 | nc: 39 | ncall: 104438 | eff(%): 2.858 | loglstar: -inf < -1.900 < inf | logz: -28.735 +/- 0.491 | dlogz: 0.157 > 0.109
iter: 2986 | bound: 38 | nc: 39 | ncall: 104477 | eff(%): 2.858 | loglstar: -inf < -1.900 < inf | logz: -28.735 +/- 0.491 | dlogz: 0.156 > 0.109
iter: 2987 | bound: 38 | nc: 39 | ncall: 104516 | eff(%): 2.858 | loglstar: -inf < -1.891 < inf | logz: -28.734 +/- 0.491 | dlogz: 0.154 > 0.109
iter: 2988 | bound: 38 | nc: 39 | ncall: 104555 | eff(%): 2.858 | loglstar: -inf < -1.881 < inf | logz: -28.734 +/- 0.491 | dlogz: 0.153 > 0.109
iter: 2989 | bound: 38 | nc: 39 | ncall: 104594 | eff(%): 2.858 | loglstar: -inf < -1.881 < inf | logz: -28.733 +/- 0.491 | dlogz: 0.151 > 0.109
iter: 2990 | bound: 38 | nc: 39 | ncall: 104633 | eff(%): 2.858 | loglstar: -inf < -1.880 < inf | logz: -28.732 +/- 0.491 | dlogz: 0.150 > 0.109
iter: 2991 | bound: 38 | nc: 39 | ncall: 104672 | eff(%): 2.857 | loglstar: -inf < -1.880 < inf | logz: -28.732 +/- 0.491 | dlogz: 0.148 > 0.109
iter: 2992 | bound: 38 | nc: 39 | ncall: 104711 | eff(%): 2.857 | loglstar: -inf < -1.873 < inf | logz: -28.731 +/- 0.491 | dlogz: 0.147 > 0.109
iter: 2993 | bound: 38 | nc: 39 | ncall: 104750 | eff(%): 2.857 | loglstar: -inf < -1.872 < inf | logz: -28.731 +/- 0.491 | dlogz: 0.146 > 0.109
iter: 2994 | bound: 38 | nc: 39 | ncall: 104789 | eff(%): 2.857 | loglstar: -inf < -1.872 < inf | logz: -28.730 +/- 0.491 | dlogz: 0.144 > 0.109
iter: 2995 | bound: 38 | nc: 39 | ncall: 104828 | eff(%): 2.857 | loglstar: -inf < -1.854 < inf | logz: -28.730 +/- 0.491 | dlogz: 0.143 > 0.109
iter: 2996 | bound: 38 | nc: 39 | ncall: 104867 | eff(%): 2.857 | loglstar: -inf < -1.853 < inf | logz: -28.729 +/- 0.491 | dlogz: 0.141 > 0.109
iter: 2997 | bound: 38 | nc: 39 | ncall: 104906 | eff(%): 2.857 | loglstar: -inf < -1.852 < inf | logz: -28.729 +/- 0.491 | dlogz: 0.140 > 0.109
iter: 2998 | bound: 38 | nc: 39 | ncall: 104945 | eff(%): 2.857 | loglstar: -inf < -1.844 < inf | logz: -28.728 +/- 0.491 | dlogz: 0.139 > 0.109
iter: 2999 | bound: 38 | nc: 39 | ncall: 104984 | eff(%): 2.857 | loglstar: -inf < -1.843 < inf | logz: -28.728 +/- 0.491 | dlogz: 0.137 > 0.109
iter: 3000 | bound: 38 | nc: 39 | ncall: 105023 | eff(%): 2.857 | loglstar: -inf < -1.843 < inf | logz: -28.727 +/- 0.491 | dlogz: 0.136 > 0.109
iter: 3001 | bound: 38 | nc: 39 | ncall: 105062 | eff(%): 2.856 | loglstar: -inf < -1.838 < inf | logz: -28.727 +/- 0.491 | dlogz: 0.135 > 0.109
iter: 3002 | bound: 38 | nc: 39 | ncall: 105101 | eff(%): 2.856 | loglstar: -inf < -1.825 < inf | logz: -28.726 +/- 0.491 | dlogz: 0.133 > 0.109
iter: 3003 | bound: 38 | nc: 39 | ncall: 105140 | eff(%): 2.856 | loglstar: -inf < -1.820 < inf | logz: -28.726 +/- 0.491 | dlogz: 0.132 > 0.109
iter: 3004 | bound: 38 | nc: 39 | ncall: 105179 | eff(%): 2.856 | loglstar: -inf < -1.814 < inf | logz: -28.725 +/- 0.491 | dlogz: 0.131 > 0.109
iter: 3005 | bound: 38 | nc: 39 | ncall: 105218 | eff(%): 2.856 | loglstar: -inf < -1.812 < inf | logz: -28.725 +/- 0.491 | dlogz: 0.129 > 0.109
iter: 3006 | bound: 38 | nc: 39 | ncall: 105257 | eff(%): 2.856 | loglstar: -inf < -1.803 < inf | logz: -28.724 +/- 0.491 | dlogz: 0.128 > 0.109
iter: 3007 | bound: 38 | nc: 39 | ncall: 105296 | eff(%): 2.856 | loglstar: -inf < -1.796 < inf | logz: -28.724 +/- 0.491 | dlogz: 0.127 > 0.109
iter: 3008 | bound: 38 | nc: 39 | ncall: 105335 | eff(%): 2.856 | loglstar: -inf < -1.790 < inf | logz: -28.723 +/- 0.491 | dlogz: 0.126 > 0.109
iter: 3009 | bound: 38 | nc: 39 | ncall: 105374 | eff(%): 2.856 | loglstar: -inf < -1.789 < inf | logz: -28.723 +/- 0.491 | dlogz: 0.124 > 0.109
iter: 3010 | bound: 38 | nc: 39 | ncall: 105413 | eff(%): 2.855 | loglstar: -inf < -1.785 < inf | logz: -28.722 +/- 0.491 | dlogz: 0.123 > 0.109
iter: 3011 | bound: 38 | nc: 39 | ncall: 105452 | eff(%): 2.855 | loglstar: -inf < -1.766 < inf | logz: -28.722 +/- 0.491 | dlogz: 0.140 > 0.109
iter: 3012 | bound: 38 | nc: 39 | ncall: 105491 | eff(%): 2.855 | loglstar: -inf < -1.765 < inf | logz: -28.721 +/- 0.491 | dlogz: 0.138 > 0.109
iter: 3013 | bound: 38 | nc: 39 | ncall: 105530 | eff(%): 2.855 | loglstar: -inf < -1.755 < inf | logz: -28.721 +/- 0.491 | dlogz: 0.137 > 0.109
iter: 3014 | bound: 38 | nc: 39 | ncall: 105569 | eff(%): 2.855 | loglstar: -inf < -1.755 < inf | logz: -28.720 +/- 0.491 | dlogz: 0.136 > 0.109
iter: 3015 | bound: 38 | nc: 39 | ncall: 105608 | eff(%): 2.855 | loglstar: -inf < -1.754 < inf | logz: -28.720 +/- 0.491 | dlogz: 0.134 > 0.109
iter: 3016 | bound: 38 | nc: 39 | ncall: 105647 | eff(%): 2.855 | loglstar: -inf < -1.751 < inf | logz: -28.719 +/- 0.491 | dlogz: 0.133 > 0.109
iter: 3017 | bound: 38 | nc: 39 | ncall: 105686 | eff(%): 2.855 | loglstar: -inf < -1.745 < inf | logz: -28.719 +/- 0.491 | dlogz: 0.132 > 0.109
iter: 3018 | bound: 38 | nc: 39 | ncall: 105725 | eff(%): 2.855 | loglstar: -inf < -1.743 < inf | logz: -28.718 +/- 0.491 | dlogz: 0.131 > 0.109
iter: 3019 | bound: 38 | nc: 39 | ncall: 105764 | eff(%): 2.854 | loglstar: -inf < -1.739 < inf | logz: -28.718 +/- 0.491 | dlogz: 0.129 > 0.109
iter: 3020 | bound: 38 | nc: 39 | ncall: 105803 | eff(%): 2.854 | loglstar: -inf < -1.726 < inf | logz: -28.717 +/- 0.491 | dlogz: 0.128 > 0.109
iter: 3021 | bound: 38 | nc: 39 | ncall: 105842 | eff(%): 2.854 | loglstar: -inf < -1.718 < inf | logz: -28.717 +/- 0.491 | dlogz: 0.127 > 0.109
iter: 3022 | bound: 38 | nc: 39 | ncall: 105881 | eff(%): 2.854 | loglstar: -inf < -1.717 < inf | logz: -28.716 +/- 0.491 | dlogz: 0.126 > 0.109
iter: 3023 | bound: 38 | nc: 39 | ncall: 105920 | eff(%): 2.854 | loglstar: -inf < -1.714 < inf | logz: -28.716 +/- 0.491 | dlogz: 0.124 > 0.109
iter: 3024 | bound: 38 | nc: 39 | ncall: 105959 | eff(%): 2.854 | loglstar: -inf < -1.712 < inf | logz: -28.716 +/- 0.491 | dlogz: 0.123 > 0.109
iter: 3025 | bound: 38 | nc: 39 | ncall: 105998 | eff(%): 2.854 | loglstar: -inf < -1.710 < inf | logz: -28.715 +/- 0.491 | dlogz: 0.122 > 0.109
iter: 3026 | bound: 38 | nc: 39 | ncall: 106037 | eff(%): 2.854 | loglstar: -inf < -1.706 < inf | logz: -28.715 +/- 0.491 | dlogz: 0.121 > 0.109
iter: 3027 | bound: 38 | nc: 39 | ncall: 106076 | eff(%): 2.854 | loglstar: -inf < -1.703 < inf | logz: -28.714 +/- 0.491 | dlogz: 0.120 > 0.109
iter: 3028 | bound: 38 | nc: 39 | ncall: 106115 | eff(%): 2.854 | loglstar: -inf < -1.702 < inf | logz: -28.714 +/- 0.491 | dlogz: 0.118 > 0.109
iter: 3029 | bound: 38 | nc: 39 | ncall: 106154 | eff(%): 2.853 | loglstar: -inf < -1.701 < inf | logz: -28.713 +/- 0.491 | dlogz: 0.117 > 0.109
iter: 3030 | bound: 38 | nc: 39 | ncall: 106193 | eff(%): 2.853 | loglstar: -inf < -1.681 < inf | logz: -28.713 +/- 0.491 | dlogz: 0.116 > 0.109
iter: 3031 | bound: 38 | nc: 39 | ncall: 106232 | eff(%): 2.853 | loglstar: -inf < -1.679 < inf | logz: -28.712 +/- 0.491 | dlogz: 0.115 > 0.109
iter: 3032 | bound: 38 | nc: 39 | ncall: 106271 | eff(%): 2.853 | loglstar: -inf < -1.678 < inf | logz: -28.712 +/- 0.491 | dlogz: 0.114 > 0.109
iter: 3033 | bound: 38 | nc: 39 | ncall: 106310 | eff(%): 2.853 | loglstar: -inf < -1.672 < inf | logz: -28.712 +/- 0.491 | dlogz: 0.113 > 0.109
iter: 3034 | bound: 38 | nc: 39 | ncall: 106349 | eff(%): 2.853 | loglstar: -inf < -1.671 < inf | logz: -28.711 +/- 0.491 | dlogz: 0.112 > 0.109
iter: 3035 | bound: 38 | nc: 39 | ncall: 106388 | eff(%): 2.853 | loglstar: -inf < -1.669 < inf | logz: -28.711 +/- 0.491 | dlogz: 0.111 > 0.109
iter: 3036 | bound: 38 | nc: 39 | ncall: 106427 | eff(%): 2.853 | loglstar: -inf < -1.666 < inf | logz: -28.710 +/- 0.491 | dlogz: 0.109 > 0.109
iter: 3036 | +1 | bound: 38 | nc: 1 | ncall: 106428 | eff(%): 2.854 | loglstar: -inf < -1.642 < inf | logz: -28.710 +/- 0.491 | dlogz: 0.107 > 0.109
iter: 3036 | +2 | bound: 38 | nc: 1 | ncall: 106429 | eff(%): 2.855 | loglstar: -inf < -1.638 < inf | logz: -28.709 +/- 0.491 | dlogz: 0.106 > 0.109
iter: 3036 | +3 | bound: 38 | nc: 1 | ncall: 106430 | eff(%): 2.855 | loglstar: -inf < -1.636 < inf | logz: -28.709 +/- 0.491 | dlogz: 0.105 > 0.109
iter: 3036 | +4 | bound: 38 | nc: 1 | ncall: 106431 | eff(%): 2.856 | loglstar: -inf < -1.632 < inf | logz: -28.709 +/- 0.491 | dlogz: 0.104 > 0.109
iter: 3036 | +5 | bound: 38 | nc: 1 | ncall: 106432 | eff(%): 2.857 | loglstar: -inf < -1.631 < inf | logz: -28.708 +/- 0.491 | dlogz: 0.103 > 0.109
iter: 3036 | +6 | bound: 38 | nc: 1 | ncall: 106433 | eff(%): 2.858 | loglstar: -inf < -1.629 < inf | logz: -28.708 +/- 0.491 | dlogz: 0.102 > 0.109
iter: 3036 | +7 | bound: 38 | nc: 1 | ncall: 106434 | eff(%): 2.859 | loglstar: -inf < -1.628 < inf | logz: -28.707 +/- 0.491 | dlogz: 0.101 > 0.109
iter: 3036 | +8 | bound: 38 | nc: 1 | ncall: 106435 | eff(%): 2.860 | loglstar: -inf < -1.623 < inf | logz: -28.707 +/- 0.491 | dlogz: 0.100 > 0.109
iter: 3036 | +9 | bound: 38 | nc: 1 | ncall: 106436 | eff(%): 2.861 | loglstar: -inf < -1.622 < inf | logz: -28.706 +/- 0.491 | dlogz: 0.099 > 0.109
iter: 3036 | +10 | bound: 38 | nc: 1 | ncall: 106437 | eff(%): 2.862 | loglstar: -inf < -1.617 < inf | logz: -28.706 +/- 0.491 | dlogz: 0.098 > 0.109
iter: 3036 | +11 | bound: 38 | nc: 1 | ncall: 106438 | eff(%): 2.863 | loglstar: -inf < -1.614 < inf | logz: -28.706 +/- 0.491 | dlogz: 0.097 > 0.109
iter: 3036 | +12 | bound: 38 | nc: 1 | ncall: 106439 | eff(%): 2.864 | loglstar: -inf < -1.612 < inf | logz: -28.705 +/- 0.491 | dlogz: 0.096 > 0.109
iter: 3036 | +13 | bound: 38 | nc: 1 | ncall: 106440 | eff(%): 2.865 | loglstar: -inf < -1.607 < inf | logz: -28.705 +/- 0.491 | dlogz: 0.095 > 0.109
iter: 3036 | +14 | bound: 38 | nc: 1 | ncall: 106441 | eff(%): 2.866 | loglstar: -inf < -1.599 < inf | logz: -28.704 +/- 0.491 | dlogz: 0.093 > 0.109
iter: 3036 | +15 | bound: 38 | nc: 1 | ncall: 106442 | eff(%): 2.867 | loglstar: -inf < -1.599 < inf | logz: -28.704 +/- 0.491 | dlogz: 0.092 > 0.109
iter: 3036 | +16 | bound: 38 | nc: 1 | ncall: 106443 | eff(%): 2.868 | loglstar: -inf < -1.595 < inf | logz: -28.703 +/- 0.491 | dlogz: 0.091 > 0.109
iter: 3036 | +17 | bound: 38 | nc: 1 | ncall: 106444 | eff(%): 2.869 | loglstar: -inf < -1.594 < inf | logz: -28.703 +/- 0.491 | dlogz: 0.090 > 0.109
iter: 3036 | +18 | bound: 38 | nc: 1 | ncall: 106445 | eff(%): 2.870 | loglstar: -inf < -1.587 < inf | logz: -28.702 +/- 0.491 | dlogz: 0.089 > 0.109
iter: 3036 | +19 | bound: 38 | nc: 1 | ncall: 106446 | eff(%): 2.871 | loglstar: -inf < -1.581 < inf | logz: -28.702 +/- 0.491 | dlogz: 0.088 > 0.109
iter: 3036 | +20 | bound: 38 | nc: 1 | ncall: 106447 | eff(%): 2.871 | loglstar: -inf < -1.572 < inf | logz: -28.702 +/- 0.491 | dlogz: 0.087 > 0.109
iter: 3036 | +21 | bound: 38 | nc: 1 | ncall: 106448 | eff(%): 2.872 | loglstar: -inf < -1.570 < inf | logz: -28.701 +/- 0.491 | dlogz: 0.086 > 0.109
iter: 3036 | +22 | bound: 38 | nc: 1 | ncall: 106449 | eff(%): 2.873 | loglstar: -inf < -1.559 < inf | logz: -28.701 +/- 0.492 | dlogz: 0.085 > 0.109
iter: 3036 | +23 | bound: 38 | nc: 1 | ncall: 106450 | eff(%): 2.874 | loglstar: -inf < -1.559 < inf | logz: -28.700 +/- 0.492 | dlogz: 0.084 > 0.109
iter: 3036 | +24 | bound: 38 | nc: 1 | ncall: 106451 | eff(%): 2.875 | loglstar: -inf < -1.558 < inf | logz: -28.700 +/- 0.492 | dlogz: 0.083 > 0.109
iter: 3036 | +25 | bound: 38 | nc: 1 | ncall: 106452 | eff(%): 2.876 | loglstar: -inf < -1.556 < inf | logz: -28.699 +/- 0.492 | dlogz: 0.082 > 0.109
iter: 3036 | +26 | bound: 38 | nc: 1 | ncall: 106453 | eff(%): 2.877 | loglstar: -inf < -1.552 < inf | logz: -28.699 +/- 0.492 | dlogz: 0.081 > 0.109
iter: 3036 | +27 | bound: 38 | nc: 1 | ncall: 106454 | eff(%): 2.878 | loglstar: -inf < -1.551 < inf | logz: -28.698 +/- 0.492 | dlogz: 0.080 > 0.109
iter: 3036 | +28 | bound: 38 | nc: 1 | ncall: 106455 | eff(%): 2.879 | loglstar: -inf < -1.546 < inf | logz: -28.698 +/- 0.492 | dlogz: 0.079 > 0.109
iter: 3036 | +29 | bound: 38 | nc: 1 | ncall: 106456 | eff(%): 2.880 | loglstar: -inf < -1.543 < inf | logz: -28.697 +/- 0.492 | dlogz: 0.077 > 0.109
iter: 3036 | +30 | bound: 38 | nc: 1 | ncall: 106457 | eff(%): 2.881 | loglstar: -inf < -1.539 < inf | logz: -28.697 +/- 0.492 | dlogz: 0.076 > 0.109
iter: 3036 | +31 | bound: 38 | nc: 1 | ncall: 106458 | eff(%): 2.882 | loglstar: -inf < -1.538 < inf | logz: -28.697 +/- 0.492 | dlogz: 0.075 > 0.109
iter: 3036 | +32 | bound: 38 | nc: 1 | ncall: 106459 | eff(%): 2.883 | loglstar: -inf < -1.530 < inf | logz: -28.696 +/- 0.492 | dlogz: 0.074 > 0.109
iter: 3036 | +33 | bound: 38 | nc: 1 | ncall: 106460 | eff(%): 2.884 | loglstar: -inf < -1.530 < inf | logz: -28.696 +/- 0.492 | dlogz: 0.073 > 0.109
iter: 3036 | +34 | bound: 38 | nc: 1 | ncall: 106461 | eff(%): 2.885 | loglstar: -inf < -1.529 < inf | logz: -28.695 +/- 0.492 | dlogz: 0.072 > 0.109
iter: 3036 | +35 | bound: 38 | nc: 1 | ncall: 106462 | eff(%): 2.886 | loglstar: -inf < -1.527 < inf | logz: -28.695 +/- 0.492 | dlogz: 0.071 > 0.109
iter: 3036 | +36 | bound: 38 | nc: 1 | ncall: 106463 | eff(%): 2.886 | loglstar: -inf < -1.523 < inf | logz: -28.694 +/- 0.492 | dlogz: 0.070 > 0.109
iter: 3036 | +37 | bound: 38 | nc: 1 | ncall: 106464 | eff(%): 2.887 | loglstar: -inf < -1.520 < inf | logz: -28.694 +/- 0.492 | dlogz: 0.069 > 0.109
iter: 3036 | +38 | bound: 38 | nc: 1 | ncall: 106465 | eff(%): 2.888 | loglstar: -inf < -1.516 < inf | logz: -28.693 +/- 0.492 | dlogz: 0.068 > 0.109
iter: 3036 | +39 | bound: 38 | nc: 1 | ncall: 106466 | eff(%): 2.889 | loglstar: -inf < -1.514 < inf | logz: -28.693 +/- 0.492 | dlogz: 0.067 > 0.109
iter: 3036 | +40 | bound: 38 | nc: 1 | ncall: 106467 | eff(%): 2.890 | loglstar: -inf < -1.510 < inf | logz: -28.692 +/- 0.492 | dlogz: 0.066 > 0.109
iter: 3036 | +41 | bound: 38 | nc: 1 | ncall: 106468 | eff(%): 2.891 | loglstar: -inf < -1.501 < inf | logz: -28.692 +/- 0.492 | dlogz: 0.065 > 0.109
iter: 3036 | +42 | bound: 38 | nc: 1 | ncall: 106469 | eff(%): 2.892 | loglstar: -inf < -1.500 < inf | logz: -28.691 +/- 0.492 | dlogz: 0.064 > 0.109
iter: 3036 | +43 | bound: 38 | nc: 1 | ncall: 106470 | eff(%): 2.893 | loglstar: -inf < -1.492 < inf | logz: -28.691 +/- 0.492 | dlogz: 0.062 > 0.109
iter: 3036 | +44 | bound: 38 | nc: 1 | ncall: 106471 | eff(%): 2.894 | loglstar: -inf < -1.485 < inf | logz: -28.690 +/- 0.492 | dlogz: 0.061 > 0.109
iter: 3036 | +45 | bound: 38 | nc: 1 | ncall: 106472 | eff(%): 2.895 | loglstar: -inf < -1.484 < inf | logz: -28.690 +/- 0.492 | dlogz: 0.060 > 0.109
iter: 3036 | +46 | bound: 38 | nc: 1 | ncall: 106473 | eff(%): 2.896 | loglstar: -inf < -1.475 < inf | logz: -28.689 +/- 0.492 | dlogz: 0.059 > 0.109
iter: 3036 | +47 | bound: 38 | nc: 1 | ncall: 106474 | eff(%): 2.897 | loglstar: -inf < -1.471 < inf | logz: -28.689 +/- 0.492 | dlogz: 0.058 > 0.109
iter: 3036 | +48 | bound: 38 | nc: 1 | ncall: 106475 | eff(%): 2.898 | loglstar: -inf < -1.470 < inf | logz: -28.688 +/- 0.492 | dlogz: 0.057 > 0.109
iter: 3036 | +49 | bound: 38 | nc: 1 | ncall: 106476 | eff(%): 2.899 | loglstar: -inf < -1.466 < inf | logz: -28.688 +/- 0.492 | dlogz: 0.056 > 0.109
iter: 3036 | +50 | bound: 38 | nc: 1 | ncall: 106477 | eff(%): 2.900 | loglstar: -inf < -1.457 < inf | logz: -28.687 +/- 0.492 | dlogz: 0.055 > 0.109
iter: 3036 | +51 | bound: 38 | nc: 1 | ncall: 106478 | eff(%): 2.901 | loglstar: -inf < -1.456 < inf | logz: -28.687 +/- 0.492 | dlogz: 0.054 > 0.109
iter: 3036 | +52 | bound: 38 | nc: 1 | ncall: 106479 | eff(%): 2.902 | loglstar: -inf < -1.450 < inf | logz: -28.686 +/- 0.492 | dlogz: 0.053 > 0.109
iter: 3036 | +53 | bound: 38 | nc: 1 | ncall: 106480 | eff(%): 2.902 | loglstar: -inf < -1.445 < inf | logz: -28.686 +/- 0.492 | dlogz: 0.052 > 0.109
iter: 3036 | +54 | bound: 38 | nc: 1 | ncall: 106481 | eff(%): 2.903 | loglstar: -inf < -1.443 < inf | logz: -28.685 +/- 0.492 | dlogz: 0.051 > 0.109
iter: 3036 | +55 | bound: 38 | nc: 1 | ncall: 106482 | eff(%): 2.904 | loglstar: -inf < -1.441 < inf | logz: -28.685 +/- 0.492 | dlogz: 0.050 > 0.109
iter: 3036 | +56 | bound: 38 | nc: 1 | ncall: 106483 | eff(%): 2.905 | loglstar: -inf < -1.435 < inf | logz: -28.684 +/- 0.492 | dlogz: 0.048 > 0.109
iter: 3036 | +57 | bound: 38 | nc: 1 | ncall: 106484 | eff(%): 2.906 | loglstar: -inf < -1.429 < inf | logz: -28.684 +/- 0.492 | dlogz: 0.047 > 0.109
iter: 3036 | +58 | bound: 38 | nc: 1 | ncall: 106485 | eff(%): 2.907 | loglstar: -inf < -1.419 < inf | logz: -28.683 +/- 0.492 | dlogz: 0.046 > 0.109
iter: 3036 | +59 | bound: 38 | nc: 1 | ncall: 106486 | eff(%): 2.908 | loglstar: -inf < -1.415 < inf | logz: -28.683 +/- 0.492 | dlogz: 0.045 > 0.109
iter: 3036 | +60 | bound: 38 | nc: 1 | ncall: 106487 | eff(%): 2.909 | loglstar: -inf < -1.403 < inf | logz: -28.682 +/- 0.492 | dlogz: 0.044 > 0.109
iter: 3036 | +61 | bound: 38 | nc: 1 | ncall: 106488 | eff(%): 2.910 | loglstar: -inf < -1.373 < inf | logz: -28.682 +/- 0.492 | dlogz: 0.043 > 0.109
iter: 3036 | +62 | bound: 38 | nc: 1 | ncall: 106489 | eff(%): 2.911 | loglstar: -inf < -1.367 < inf | logz: -28.681 +/- 0.492 | dlogz: 0.042 > 0.109
iter: 3036 | +63 | bound: 38 | nc: 1 | ncall: 106490 | eff(%): 2.912 | loglstar: -inf < -1.365 < inf | logz: -28.681 +/- 0.492 | dlogz: 0.041 > 0.109
iter: 3036 | +64 | bound: 38 | nc: 1 | ncall: 106491 | eff(%): 2.913 | loglstar: -inf < -1.364 < inf | logz: -28.680 +/- 0.492 | dlogz: 0.040 > 0.109
iter: 3036 | +65 | bound: 38 | nc: 1 | ncall: 106492 | eff(%): 2.914 | loglstar: -inf < -1.363 < inf | logz: -28.680 +/- 0.492 | dlogz: 0.039 > 0.109
iter: 3036 | +66 | bound: 38 | nc: 1 | ncall: 106493 | eff(%): 2.915 | loglstar: -inf < -1.360 < inf | logz: -28.679 +/- 0.492 | dlogz: 0.038 > 0.109
iter: 3036 | +67 | bound: 38 | nc: 1 | ncall: 106494 | eff(%): 2.916 | loglstar: -inf < -1.340 < inf | logz: -28.678 +/- 0.492 | dlogz: 0.037 > 0.109
iter: 3036 | +68 | bound: 38 | nc: 1 | ncall: 106495 | eff(%): 2.917 | loglstar: -inf < -1.338 < inf | logz: -28.678 +/- 0.492 | dlogz: 0.036 > 0.109
iter: 3036 | +69 | bound: 38 | nc: 1 | ncall: 106496 | eff(%): 2.917 | loglstar: -inf < -1.335 < inf | logz: -28.677 +/- 0.492 | dlogz: 0.034 > 0.109
iter: 3036 | +70 | bound: 38 | nc: 1 | ncall: 106497 | eff(%): 2.918 | loglstar: -inf < -1.321 < inf | logz: -28.677 +/- 0.492 | dlogz: 0.033 > 0.109
iter: 3036 | +71 | bound: 38 | nc: 1 | ncall: 106498 | eff(%): 2.919 | loglstar: -inf < -1.304 < inf | logz: -28.676 +/- 0.492 | dlogz: 0.032 > 0.109
iter: 3036 | +72 | bound: 38 | nc: 1 | ncall: 106499 | eff(%): 2.920 | loglstar: -inf < -1.301 < inf | logz: -28.676 +/- 0.493 | dlogz: 0.031 > 0.109
iter: 3036 | +73 | bound: 38 | nc: 1 | ncall: 106500 | eff(%): 2.921 | loglstar: -inf < -1.293 < inf | logz: -28.675 +/- 0.493 | dlogz: 0.030 > 0.109
iter: 3036 | +74 | bound: 38 | nc: 1 | ncall: 106501 | eff(%): 2.922 | loglstar: -inf < -1.292 < inf | logz: -28.674 +/- 0.493 | dlogz: 0.029 > 0.109
iter: 3036 | +75 | bound: 38 | nc: 1 | ncall: 106502 | eff(%): 2.923 | loglstar: -inf < -1.291 < inf | logz: -28.674 +/- 0.493 | dlogz: 0.028 > 0.109
iter: 3036 | +76 | bound: 38 | nc: 1 | ncall: 106503 | eff(%): 2.924 | loglstar: -inf < -1.284 < inf | logz: -28.673 +/- 0.493 | dlogz: 0.027 > 0.109
iter: 3036 | +77 | bound: 38 | nc: 1 | ncall: 106504 | eff(%): 2.925 | loglstar: -inf < -1.266 < inf | logz: -28.673 +/- 0.493 | dlogz: 0.026 > 0.109
iter: 3036 | +78 | bound: 38 | nc: 1 | ncall: 106505 | eff(%): 2.926 | loglstar: -inf < -1.254 < inf | logz: -28.672 +/- 0.493 | dlogz: 0.025 > 0.109
iter: 3036 | +79 | bound: 38 | nc: 1 | ncall: 106506 | eff(%): 2.927 | loglstar: -inf < -1.242 < inf | logz: -28.671 +/- 0.493 | dlogz: 0.024 > 0.109
iter: 3036 | +80 | bound: 38 | nc: 1 | ncall: 106507 | eff(%): 2.928 | loglstar: -inf < -1.233 < inf | logz: -28.671 +/- 0.493 | dlogz: 0.023 > 0.109
iter: 3036 | +81 | bound: 38 | nc: 1 | ncall: 106508 | eff(%): 2.929 | loglstar: -inf < -1.221 < inf | logz: -28.670 +/- 0.493 | dlogz: 0.022 > 0.109
iter: 3036 | +82 | bound: 38 | nc: 1 | ncall: 106509 | eff(%): 2.930 | loglstar: -inf < -1.194 < inf | logz: -28.670 +/- 0.493 | dlogz: 0.020 > 0.109
iter: 3036 | +83 | bound: 38 | nc: 1 | ncall: 106510 | eff(%): 2.931 | loglstar: -inf < -1.184 < inf | logz: -28.669 +/- 0.493 | dlogz: 0.019 > 0.109
iter: 3036 | +84 | bound: 38 | nc: 1 | ncall: 106511 | eff(%): 2.932 | loglstar: -inf < -1.182 < inf | logz: -28.668 +/- 0.493 | dlogz: 0.018 > 0.109
iter: 3036 | +85 | bound: 38 | nc: 1 | ncall: 106512 | eff(%): 2.933 | loglstar: -inf < -1.174 < inf | logz: -28.668 +/- 0.493 | dlogz: 0.017 > 0.109
iter: 3036 | +86 | bound: 38 | nc: 1 | ncall: 106513 | eff(%): 2.933 | loglstar: -inf < -1.162 < inf | logz: -28.667 +/- 0.493 | dlogz: 0.016 > 0.109
iter: 3036 | +87 | bound: 38 | nc: 1 | ncall: 106514 | eff(%): 2.934 | loglstar: -inf < -1.157 < inf | logz: -28.666 +/- 0.493 | dlogz: 0.015 > 0.109
iter: 3036 | +88 | bound: 38 | nc: 1 | ncall: 106515 | eff(%): 2.935 | loglstar: -inf < -1.126 < inf | logz: -28.666 +/- 0.494 | dlogz: 0.014 > 0.109
iter: 3036 | +89 | bound: 38 | nc: 1 | ncall: 106516 | eff(%): 2.936 | loglstar: -inf < -1.114 < inf | logz: -28.665 +/- 0.494 | dlogz: 0.013 > 0.109
iter: 3036 | +90 | bound: 38 | nc: 1 | ncall: 106517 | eff(%): 2.937 | loglstar: -inf < -1.076 < inf | logz: -28.664 +/- 0.494 | dlogz: 0.012 > 0.109
iter: 3036 | +91 | bound: 38 | nc: 1 | ncall: 106518 | eff(%): 2.938 | loglstar: -inf < -1.061 < inf | logz: -28.664 +/- 0.494 | dlogz: 0.011 > 0.109
iter: 3036 | +92 | bound: 38 | nc: 1 | ncall: 106519 | eff(%): 2.939 | loglstar: -inf < -1.031 < inf | logz: -28.663 +/- 0.494 | dlogz: 0.010 > 0.109
iter: 3036 | +93 | bound: 38 | nc: 1 | ncall: 106520 | eff(%): 2.940 | loglstar: -inf < -1.030 < inf | logz: -28.662 +/- 0.494 | dlogz: 0.009 > 0.109
iter: 3036 | +94 | bound: 38 | nc: 1 | ncall: 106521 | eff(%): 2.941 | loglstar: -inf < -1.017 < inf | logz: -28.661 +/- 0.495 | dlogz: 0.008 > 0.109
iter: 3036 | +95 | bound: 38 | nc: 1 | ncall: 106522 | eff(%): 2.942 | loglstar: -inf < -1.008 < inf | logz: -28.661 +/- 0.495 | dlogz: 0.006 > 0.109
iter: 3036 | +96 | bound: 38 | nc: 1 | ncall: 106523 | eff(%): 2.943 | loglstar: -inf < -0.860 < inf | logz: -28.660 +/- 0.495 | dlogz: 0.005 > 0.109
iter: 3036 | +97 | bound: 38 | nc: 1 | ncall: 106524 | eff(%): 2.944 | loglstar: -inf < -0.827 < inf | logz: -28.659 +/- 0.496 | dlogz: 0.004 > 0.109
iter: 3036 | +98 | bound: 38 | nc: 1 | ncall: 106525 | eff(%): 2.945 | loglstar: -inf < -0.827 < inf | logz: -28.658 +/- 0.496 | dlogz: 0.003 > 0.109
iter: 3036 | +99 | bound: 38 | nc: 1 | ncall: 106526 | eff(%): 2.946 | loglstar: -inf < -0.811 < inf | logz: -28.657 +/- 0.497 | dlogz: 0.002 > 0.109
iter: 3036 | +100 | bound: 38 | nc: 1 | ncall: 106527 | eff(%): 2.947 | loglstar: -inf < -0.666 < inf | logz: -28.656 +/- 0.499 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -114.20%
Elapsed Time for Photometry: 128.19004942900006
Starting 4.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36213833, -69.46193418)>
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -2853.517 < inf | logz: -2858.825 +/- 0.230 | dlogz: inf > 0.109
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -2658.678 < inf | logz: -2663.996 +/- 0.230 | dlogz: 2458.383 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -2644.036 < inf | logz: -2649.364 +/- 0.230 | dlogz: 2263.543 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -2521.290 < inf | logz: -2526.628 +/- 0.230 | dlogz: 2248.901 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -2453.762 < inf | logz: -2459.110 +/- 0.231 | dlogz: 2126.156 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -2438.598 < inf | logz: -2443.956 +/- 0.231 | dlogz: 2058.627 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -2261.651 < inf | logz: -2267.019 +/- 0.231 | dlogz: 2043.464 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -2144.841 < inf | logz: -2150.219 +/- 0.231 | dlogz: 1866.517 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -1948.107 < inf | logz: -1953.495 +/- 0.232 | dlogz: 1749.707 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -1822.998 < inf | logz: -1828.396 +/- 0.232 | dlogz: 1552.973 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -1811.649 < inf | logz: -1817.057 +/- 0.232 | dlogz: 1427.864 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -1751.759 < inf | logz: -1757.177 +/- 0.232 | dlogz: 1416.515 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -1730.979 < inf | logz: -1736.407 +/- 0.232 | dlogz: 1356.625 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -1700.621 < inf | logz: -1706.059 +/- 0.233 | dlogz: 1335.845 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 13.043 | loglstar: -inf < -1699.451 < inf | logz: -1704.414 +/- 0.212 | dlogz: 1305.487 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 13.793 | loglstar: -inf < -1636.546 < inf | logz: -1642.003 +/- 0.233 | dlogz: 1303.832 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 14.530 | loglstar: -inf < -1468.143 < inf | logz: -1473.611 +/- 0.233 | dlogz: 1241.411 > 0.109
iter: 18 | bound: 0 | nc: 2 | ncall: 119 | eff(%): 15.126 | loglstar: -inf < -1440.900 < inf | logz: -1446.378 +/- 0.233 | dlogz: 1073.009 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 15.833 | loglstar: -inf < -1370.350 < inf | logz: -1375.837 +/- 0.234 | dlogz: 1045.766 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 16.529 | loglstar: -inf < -1355.774 < inf | logz: -1361.271 +/- 0.234 | dlogz: 975.215 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 17.213 | loglstar: -inf < -1260.545 < inf | logz: -1266.052 +/- 0.234 | dlogz: 960.640 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 17.886 | loglstar: -inf < -1255.817 < inf | logz: -1261.317 +/- 0.232 | dlogz: 865.410 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 18.548 | loglstar: -inf < -1205.200 < inf | logz: -1210.727 +/- 0.235 | dlogz: 860.666 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 19.200 | loglstar: -inf < -1193.250 < inf | logz: -1198.788 +/- 0.235 | dlogz: 810.066 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 19.841 | loglstar: -inf < -1174.613 < inf | logz: -1180.160 +/- 0.235 | dlogz: 798.116 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 20.472 | loglstar: -inf < -1144.331 < inf | logz: -1149.888 +/- 0.235 | dlogz: 779.479 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 21.094 | loglstar: -inf < -1084.770 < inf | logz: -1090.337 +/- 0.235 | dlogz: 749.197 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 21.705 | loglstar: -inf < -1083.506 < inf | logz: -1088.634 +/- 0.216 | dlogz: 689.636 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 22.308 | loglstar: -inf < -965.882 < inf | logz: -971.468 +/- 0.236 | dlogz: 762.130 > 0.109
iter: 30 | bound: 0 | nc: 2 | ncall: 132 | eff(%): 22.727 | loglstar: -inf < -922.542 < inf | logz: -928.139 +/- 0.236 | dlogz: 644.955 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 23.308 | loglstar: -inf < -915.881 < inf | logz: -921.485 +/- 0.236 | dlogz: 601.616 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 23.881 | loglstar: -inf < -900.067 < inf | logz: -905.684 +/- 0.236 | dlogz: 594.952 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 24.444 | loglstar: -inf < -887.986 < inf | logz: -893.612 +/- 0.237 | dlogz: 579.141 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 25.000 | loglstar: -inf < -877.933 < inf | logz: -883.570 +/- 0.237 | dlogz: 567.059 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 25.547 | loglstar: -inf < -867.615 < inf | logz: -873.262 +/- 0.237 | dlogz: 557.007 > 0.109
iter: 36 | bound: 0 | nc: 2 | ncall: 139 | eff(%): 25.899 | loglstar: -inf < -866.799 < inf | logz: -871.819 +/- 0.215 | dlogz: 546.689 > 0.109
iter: 37 | bound: 0 | nc: 2 | ncall: 141 | eff(%): 26.241 | loglstar: -inf < -866.795 < inf | logz: -871.101 +/- 0.202 | dlogz: 545.237 > 0.109
iter: 38 | bound: 0 | nc: 2 | ncall: 143 | eff(%): 26.573 | loglstar: -inf < -865.367 < inf | logz: -870.263 +/- 0.200 | dlogz: 544.509 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 27.083 | loglstar: -inf < -865.078 < inf | logz: -869.541 +/- 0.196 | dlogz: 543.660 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 27.586 | loglstar: -inf < -858.331 < inf | logz: -864.022 +/- 0.237 | dlogz: 542.928 > 0.109
iter: 41 | bound: 0 | nc: 5 | ncall: 150 | eff(%): 27.333 | loglstar: -inf < -853.158 < inf | logz: -858.852 +/- 0.237 | dlogz: 537.399 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 27.815 | loglstar: -inf < -842.311 < inf | logz: -848.028 +/- 0.238 | dlogz: 532.220 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 28.289 | loglstar: -inf < -836.938 < inf | logz: -842.655 +/- 0.237 | dlogz: 521.385 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 28.758 | loglstar: -inf < -835.828 < inf | logz: -841.054 +/- 0.218 | dlogz: 516.003 > 0.109
iter: 45 | bound: 0 | nc: 3 | ncall: 156 | eff(%): 28.846 | loglstar: -inf < -835.427 < inf | logz: -840.145 +/- 0.206 | dlogz: 514.392 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 29.299 | loglstar: -inf < -832.394 < inf | logz: -837.981 +/- 0.224 | dlogz: 513.473 > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 159 | eff(%): 29.560 | loglstar: -inf < -829.075 < inf | logz: -834.764 +/- 0.232 | dlogz: 511.299 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 30.000 | loglstar: -inf < -827.649 < inf | logz: -833.018 +/- 0.220 | dlogz: 508.072 > 0.109
iter: 49 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 30.247 | loglstar: -inf < -824.829 < inf | logz: -830.475 +/- 0.228 | dlogz: 506.315 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 30.675 | loglstar: -inf < -821.928 < inf | logz: -827.612 +/- 0.231 | dlogz: 503.763 > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 31.098 | loglstar: -inf < -814.892 < inf | logz: -820.696 +/- 0.240 | dlogz: 500.890 > 0.109
iter: 52 | bound: 0 | nc: 2 | ncall: 166 | eff(%): 31.325 | loglstar: -inf < -813.356 < inf | logz: -818.812 +/- 0.223 | dlogz: 493.964 > 0.109
iter: 53 | bound: 0 | nc: 3 | ncall: 169 | eff(%): 31.361 | loglstar: -inf < -812.696 < inf | logz: -817.704 +/- 0.211 | dlogz: 492.070 > 0.109
iter: 54 | bound: 0 | nc: 2 | ncall: 171 | eff(%): 31.579 | loglstar: -inf < -811.562 < inf | logz: -816.676 +/- 0.208 | dlogz: 490.952 > 0.109
iter: 55 | bound: 0 | nc: 3 | ncall: 174 | eff(%): 31.609 | loglstar: -inf < -806.468 < inf | logz: -812.295 +/- 0.239 | dlogz: 489.914 > 0.109
iter: 56 | bound: 0 | nc: 2 | ncall: 176 | eff(%): 31.818 | loglstar: -inf < -799.726 < inf | logz: -805.579 +/- 0.241 | dlogz: 485.523 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 32.203 | loglstar: -inf < -794.641 < inf | logz: -800.495 +/- 0.240 | dlogz: 478.797 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 32.584 | loglstar: -inf < -791.568 < inf | logz: -797.354 +/- 0.234 | dlogz: 473.703 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 32.961 | loglstar: -inf < -782.221 < inf | logz: -788.106 +/- 0.242 | dlogz: 470.552 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 180 | eff(%): 33.333 | loglstar: -inf < -777.831 < inf | logz: -783.702 +/- 0.239 | dlogz: 461.294 > 0.109
iter: 61 | bound: 0 | nc: 3 | ncall: 183 | eff(%): 33.333 | loglstar: -inf < -773.426 < inf | logz: -779.307 +/- 0.240 | dlogz: 456.880 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 33.696 | loglstar: -inf < -763.017 < inf | logz: -768.932 +/- 0.243 | dlogz: 452.476 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 34.054 | loglstar: -inf < -758.333 < inf | logz: -764.240 +/- 0.241 | dlogz: 442.090 > 0.109
iter: 64 | bound: 0 | nc: 2 | ncall: 187 | eff(%): 34.225 | loglstar: -inf < -757.960 < inf | logz: -763.021 +/- 0.219 | dlogz: 437.388 > 0.109
iter: 65 | bound: 0 | nc: 4 | ncall: 191 | eff(%): 34.031 | loglstar: -inf < -756.146 < inf | logz: -761.648 +/- 0.218 | dlogz: 436.159 > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 193 | eff(%): 34.197 | loglstar: -inf < -752.065 < inf | logz: -757.978 +/- 0.239 | dlogz: 434.777 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 34.536 | loglstar: -inf < -747.993 < inf | logz: -753.924 +/- 0.240 | dlogz: 431.096 > 0.109
iter: 68 | bound: 0 | nc: 2 | ncall: 196 | eff(%): 34.694 | loglstar: -inf < -747.007 < inf | logz: -752.415 +/- 0.222 | dlogz: 427.033 > 0.109
iter: 69 | bound: 0 | nc: 3 | ncall: 199 | eff(%): 34.673 | loglstar: -inf < -746.402 < inf | logz: -751.463 +/- 0.212 | dlogz: 425.514 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 200 | eff(%): 35.000 | loglstar: -inf < -746.222 < inf | logz: -750.841 +/- 0.204 | dlogz: 424.552 > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 201 | eff(%): 35.323 | loglstar: -inf < -744.365 < inf | logz: -749.793 +/- 0.211 | dlogz: 423.919 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 202 | eff(%): 35.644 | loglstar: -inf < -742.143 < inf | logz: -747.893 +/- 0.225 | dlogz: 422.862 > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 203 | eff(%): 35.961 | loglstar: -inf < -737.950 < inf | logz: -743.940 +/- 0.241 | dlogz: 420.952 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 36.275 | loglstar: -inf < -736.527 < inf | logz: -742.161 +/- 0.226 | dlogz: 416.989 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 36.585 | loglstar: -inf < -734.281 < inf | logz: -740.091 +/- 0.229 | dlogz: 415.200 > 0.109
iter: 76 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 36.893 | loglstar: -inf < -727.845 < inf | logz: -733.896 +/- 0.245 | dlogz: 413.120 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 37.198 | loglstar: -inf < -727.007 < inf | logz: -732.445 +/- 0.224 | dlogz: 406.915 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 208 | eff(%): 37.500 | loglstar: -inf < -726.200 < inf | logz: -731.446 +/- 0.215 | dlogz: 405.454 > 0.109
iter: 79 | bound: 0 | nc: 3 | ncall: 211 | eff(%): 37.441 | loglstar: -inf < -719.681 < inf | logz: -725.760 +/- 0.245 | dlogz: 404.446 > 0.109
iter: 80 | bound: 0 | nc: 2 | ncall: 213 | eff(%): 37.559 | loglstar: -inf < -717.610 < inf | logz: -723.478 +/- 0.233 | dlogz: 398.749 > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 214 | eff(%): 37.850 | loglstar: -inf < -710.712 < inf | logz: -716.814 +/- 0.246 | dlogz: 396.458 > 0.109
iter: 82 | bound: 0 | nc: 3 | ncall: 217 | eff(%): 37.788 | loglstar: -inf < -706.418 < inf | logz: -712.505 +/- 0.244 | dlogz: 389.783 > 0.109
iter: 83 | bound: 0 | nc: 2 | ncall: 219 | eff(%): 37.900 | loglstar: -inf < -702.826 < inf | logz: -708.895 +/- 0.242 | dlogz: 385.465 > 0.109
iter: 84 | bound: 0 | nc: 4 | ncall: 223 | eff(%): 37.668 | loglstar: -inf < -702.221 < inf | logz: -707.599 +/- 0.223 | dlogz: 381.845 > 0.109
iter: 85 | bound: 0 | nc: 7 | ncall: 230 | eff(%): 36.957 | loglstar: -inf < -700.985 < inf | logz: -706.479 +/- 0.218 | dlogz: 380.539 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 232 | eff(%): 37.069 | loglstar: -inf < -690.874 < inf | logz: -697.028 +/- 0.247 | dlogz: 379.409 > 0.109
iter: 87 | bound: 0 | nc: 4 | ncall: 236 | eff(%): 36.864 | loglstar: -inf < -688.325 < inf | logz: -694.343 +/- 0.238 | dlogz: 369.948 > 0.109
iter: 88 | bound: 0 | nc: 5 | ncall: 241 | eff(%): 36.515 | loglstar: -inf < -686.827 < inf | logz: -692.606 +/- 0.228 | dlogz: 367.253 > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 243 | eff(%): 36.626 | loglstar: -inf < -685.858 < inf | logz: -691.375 +/- 0.220 | dlogz: 365.505 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 245 | eff(%): 36.735 | loglstar: -inf < -685.837 < inf | logz: -690.668 +/- 0.212 | dlogz: 364.264 > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 247 | eff(%): 36.842 | loglstar: -inf < -684.711 < inf | logz: -689.958 +/- 0.209 | dlogz: 363.548 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 248 | eff(%): 37.097 | loglstar: -inf < -683.450 < inf | logz: -688.956 +/- 0.213 | dlogz: 362.828 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 249 | eff(%): 37.349 | loglstar: -inf < -681.641 < inf | logz: -687.459 +/- 0.223 | dlogz: 361.816 > 0.109
iter: 94 | bound: 0 | nc: 1 | ncall: 250 | eff(%): 37.600 | loglstar: -inf < -680.548 < inf | logz: -686.170 +/- 0.221 | dlogz: 360.309 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 251 | eff(%): 37.849 | loglstar: -inf < -679.837 < inf | logz: -685.203 +/- 0.216 | dlogz: 359.010 > 0.109
iter: 96 | bound: 0 | nc: 5 | ncall: 256 | eff(%): 37.500 | loglstar: -inf < -679.293 < inf | logz: -684.451 +/- 0.211 | dlogz: 358.033 > 0.109
iter: 97 | bound: 0 | nc: 2 | ncall: 258 | eff(%): 37.597 | loglstar: -inf < -677.210 < inf | logz: -683.068 +/- 0.223 | dlogz: 425.637 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 259 | eff(%): 37.838 | loglstar: -inf < -675.458 < inf | logz: -681.369 +/- 0.228 | dlogz: 424.243 > 0.109
iter: 99 | bound: 0 | nc: 6 | ncall: 265 | eff(%): 37.358 | loglstar: -inf < -675.270 < inf | logz: -680.445 +/- 0.218 | dlogz: 422.535 > 0.109
iter: 100 | bound: 0 | nc: 7 | ncall: 272 | eff(%): 36.765 | loglstar: -inf < -674.664 < inf | logz: -679.789 +/- 0.212 | dlogz: 421.600 > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 273 | eff(%): 36.996 | loglstar: -inf < -674.146 < inf | logz: -679.188 +/- 0.208 | dlogz: 420.935 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 274 | eff(%): 37.226 | loglstar: -inf < -673.879 < inf | logz: -678.689 +/- 0.204 | dlogz: 420.323 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 275 | eff(%): 37.455 | loglstar: -inf < -673.466 < inf | logz: -678.249 +/- 0.201 | dlogz: 419.815 > 0.109
iter: 104 | bound: 0 | nc: 6 | ncall: 281 | eff(%): 37.011 | loglstar: -inf < -672.096 < inf | logz: -677.532 +/- 0.206 | dlogz: 419.364 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 282 | eff(%): 37.234 | loglstar: -inf < -670.684 < inf | logz: -676.413 +/- 0.216 | dlogz: 418.638 > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 283 | eff(%): 37.456 | loglstar: -inf < -669.924 < inf | logz: -675.427 +/- 0.216 | dlogz: 417.509 > 0.109
iter: 107 | bound: 0 | nc: 2 | ncall: 285 | eff(%): 37.544 | loglstar: -inf < -665.264 < inf | logz: -671.596 +/- 0.248 | dlogz: 416.513 > 0.109
iter: 108 | bound: 0 | nc: 7 | ncall: 292 | eff(%): 36.986 | loglstar: -inf < -658.720 < inf | logz: -665.090 +/- 0.251 | dlogz: 412.672 > 0.109
iter: 109 | bound: 0 | nc: 6 | ncall: 298 | eff(%): 36.577 | loglstar: -inf < -656.096 < inf | logz: -662.342 +/- 0.243 | dlogz: 406.156 > 0.109
iter: 110 | bound: 0 | nc: 2 | ncall: 300 | eff(%): 36.667 | loglstar: -inf < -653.736 < inf | logz: -659.943 +/- 0.240 | dlogz: 403.398 > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 302 | eff(%): 36.755 | loglstar: -inf < -651.200 < inf | logz: -657.441 +/- 0.241 | dlogz: 400.989 > 0.109
iter: 112 | bound: 0 | nc: 1 | ncall: 303 | eff(%): 36.964 | loglstar: -inf < -650.044 < inf | logz: -655.933 +/- 0.230 | dlogz: 398.477 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 37.171 | loglstar: -inf < -646.861 < inf | logz: -653.177 +/- 0.244 | dlogz: 396.959 > 0.109
iter: 114 | bound: 0 | nc: 1 | ncall: 305 | eff(%): 37.377 | loglstar: -inf < -646.653 < inf | logz: -652.083 +/- 0.227 | dlogz: 394.193 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 306 | eff(%): 37.582 | loglstar: -inf < -645.472 < inf | logz: -651.148 +/- 0.222 | dlogz: 393.089 > 0.109
iter: 116 | bound: 0 | nc: 3 | ncall: 309 | eff(%): 37.540 | loglstar: -inf < -643.948 < inf | logz: -649.875 +/- 0.225 | dlogz: 392.144 > 0.109
iter: 117 | bound: 0 | nc: 4 | ncall: 313 | eff(%): 37.380 | loglstar: -inf < -643.071 < inf | logz: -648.779 +/- 0.222 | dlogz: 390.861 > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 314 | eff(%): 37.580 | loglstar: -inf < -641.153 < inf | logz: -647.245 +/- 0.230 | dlogz: 389.755 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 315 | eff(%): 37.778 | loglstar: -inf < -640.040 < inf | logz: -645.927 +/- 0.227 | dlogz: 388.212 > 0.109
iter: 120 | bound: 0 | nc: 2 | ncall: 317 | eff(%): 37.855 | loglstar: -inf < -638.973 < inf | logz: -644.785 +/- 0.224 | dlogz: 386.883 > 0.109
iter: 121 | bound: 0 | nc: 4 | ncall: 321 | eff(%): 37.695 | loglstar: -inf < -636.107 < inf | logz: -642.452 +/- 0.241 | dlogz: 385.731 > 0.109
iter: 122 | bound: 0 | nc: 1 | ncall: 322 | eff(%): 37.888 | loglstar: -inf < -632.013 < inf | logz: -638.490 +/- 0.251 | dlogz: 383.388 > 0.109
iter: 123 | bound: 0 | nc: 1 | ncall: 323 | eff(%): 38.080 | loglstar: -inf < -631.831 < inf | logz: -637.358 +/- 0.231 | dlogz: 379.416 > 0.109
iter: 124 | bound: 0 | nc: 5 | ncall: 328 | eff(%): 37.805 | loglstar: -inf < -630.503 < inf | logz: -636.347 +/- 0.226 | dlogz: 378.275 > 0.109
iter: 125 | bound: 0 | nc: 11 | ncall: 339 | eff(%): 36.873 | loglstar: -inf < -629.354 < inf | logz: -635.226 +/- 0.225 | dlogz: 377.254 > 0.109
iter: 126 | bound: 0 | nc: 4 | ncall: 343 | eff(%): 36.735 | loglstar: -inf < -628.666 < inf | logz: -634.304 +/- 0.221 | dlogz: 376.123 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 344 | eff(%): 36.919 | loglstar: -inf < -626.708 < inf | logz: -632.867 +/- 0.230 | dlogz: 375.191 > 0.109
iter: 128 | bound: 0 | nc: 2 | ncall: 346 | eff(%): 36.994 | loglstar: -inf < -625.581 < inf | logz: -631.557 +/- 0.229 | dlogz: 373.743 > 0.109
iter: 129 | bound: 0 | nc: 1 | ncall: 347 | eff(%): 37.176 | loglstar: -inf < -622.888 < inf | logz: -629.294 +/- 0.242 | dlogz: 372.424 > 0.109
iter: 130 | bound: 0 | nc: 1 | ncall: 348 | eff(%): 37.356 | loglstar: -inf < -620.125 < inf | logz: -626.587 +/- 0.246 | dlogz: 370.151 > 0.109
iter: 131 | bound: 0 | nc: 2 | ncall: 350 | eff(%): 37.429 | loglstar: -inf < -618.462 < inf | logz: -624.722 +/- 0.239 | dlogz: 367.434 > 0.109
iter: 132 | bound: 0 | nc: 2 | ncall: 352 | eff(%): 37.500 | loglstar: -inf < -617.230 < inf | logz: -623.308 +/- 0.233 | dlogz: 365.559 > 0.109
iter: 133 | bound: 0 | nc: 6 | ncall: 358 | eff(%): 37.151 | loglstar: -inf < -616.747 < inf | logz: -622.383 +/- 0.225 | dlogz: 364.135 > 0.109
iter: 134 | bound: 0 | nc: 1 | ncall: 359 | eff(%): 37.326 | loglstar: -inf < -616.328 < inf | logz: -621.725 +/- 0.219 | dlogz: 363.200 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 360 | eff(%): 37.500 | loglstar: -inf < -614.788 < inf | logz: -620.757 +/- 0.223 | dlogz: 362.532 > 0.109
iter: 136 | bound: 0 | nc: 3 | ncall: 363 | eff(%): 37.466 | loglstar: -inf < -613.435 < inf | logz: -619.516 +/- 0.228 | dlogz: 361.554 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 365 | eff(%): 37.534 | loglstar: -inf < -612.728 < inf | logz: -618.525 +/- 0.224 | dlogz: 360.303 > 0.109
iter: 138 | bound: 0 | nc: 2 | ncall: 367 | eff(%): 37.602 | loglstar: -inf < -611.221 < inf | logz: -617.331 +/- 0.228 | dlogz: 359.302 > 0.109
iter: 139 | bound: 0 | nc: 7 | ncall: 374 | eff(%): 37.166 | loglstar: -inf < -608.861 < inf | logz: -615.310 +/- 0.241 | dlogz: 358.099 > 0.109
iter: 140 | bound: 0 | nc: 2 | ncall: 376 | eff(%): 37.234 | loglstar: -inf < -606.299 < inf | logz: -612.828 +/- 0.246 | dlogz: 356.068 > 0.109
iter: 141 | bound: 0 | nc: 1 | ncall: 377 | eff(%): 37.401 | loglstar: -inf < -604.042 < inf | logz: -610.537 +/- 0.245 | dlogz: 353.576 > 0.109
iter: 142 | bound: 0 | nc: 7 | ncall: 384 | eff(%): 36.979 | loglstar: -inf < -598.932 < inf | logz: -605.630 +/- 0.257 | dlogz: 351.274 > 0.109
iter: 143 | bound: 0 | nc: 3 | ncall: 387 | eff(%): 36.951 | loglstar: -inf < -597.950 < inf | logz: -604.107 +/- 0.239 | dlogz: 346.358 > 0.109
iter: 144 | bound: 0 | nc: 11 | ncall: 398 | eff(%): 36.181 | loglstar: -inf < -596.281 < inf | logz: -602.591 +/- 0.237 | dlogz: 344.825 > 0.109
iter: 145 | bound: 0 | nc: 6 | ncall: 404 | eff(%): 35.891 | loglstar: -inf < -596.115 < inf | logz: -601.709 +/- 0.228 | dlogz: 343.299 > 0.109
iter: 146 | bound: 0 | nc: 1 | ncall: 405 | eff(%): 36.049 | loglstar: -inf < -595.122 < inf | logz: -600.937 +/- 0.224 | dlogz: 342.406 > 0.109
iter: 147 | bound: 0 | nc: 10 | ncall: 415 | eff(%): 35.422 | loglstar: -inf < -593.156 < inf | logz: -599.511 +/- 0.234 | dlogz: 341.625 > 0.109
iter: 148 | bound: 0 | nc: 5 | ncall: 420 | eff(%): 35.238 | loglstar: -inf < -593.114 < inf | logz: -598.658 +/- 0.226 | dlogz: 340.189 > 0.109
iter: 149 | bound: 0 | nc: 2 | ncall: 422 | eff(%): 35.308 | loglstar: -inf < -588.412 < inf | logz: -595.153 +/- 0.255 | dlogz: 339.326 > 0.109
iter: 150 | bound: 0 | nc: 2 | ncall: 424 | eff(%): 35.377 | loglstar: -inf < -587.418 < inf | logz: -593.644 +/- 0.239 | dlogz: 335.811 > 0.109
iter: 151 | bound: 0 | nc: 2 | ncall: 426 | eff(%): 35.446 | loglstar: -inf < -586.773 < inf | logz: -592.675 +/- 0.231 | dlogz: 334.292 > 0.109
iter: 152 | bound: 0 | nc: 1 | ncall: 427 | eff(%): 35.597 | loglstar: -inf < -586.096 < inf | logz: -591.888 +/- 0.225 | dlogz: 333.313 > 0.109
iter: 153 | bound: 0 | nc: 5 | ncall: 432 | eff(%): 35.417 | loglstar: -inf < -579.586 < inf | logz: -586.401 +/- 0.260 | dlogz: 332.516 > 0.109
iter: 154 | bound: 0 | nc: 4 | ncall: 436 | eff(%): 35.321 | loglstar: -inf < -575.352 < inf | logz: -582.154 +/- 0.258 | dlogz: 327.020 > 0.109
iter: 155 | bound: 0 | nc: 7 | ncall: 443 | eff(%): 34.989 | loglstar: -inf < -573.769 < inf | logz: -580.260 +/- 0.244 | dlogz: 322.762 > 0.109
iter: 156 | bound: 0 | nc: 9 | ncall: 452 | eff(%): 34.513 | loglstar: -inf < -571.597 < inf | logz: -578.203 +/- 0.246 | dlogz: 320.858 > 0.109
iter: 157 | bound: 0 | nc: 20 | ncall: 472 | eff(%): 33.263 | loglstar: -inf < -570.065 < inf | logz: -576.524 +/- 0.241 | dlogz: 318.791 > 0.109
iter: 158 | bound: 0 | nc: 10 | ncall: 482 | eff(%): 32.780 | loglstar: -inf < -569.618 < inf | logz: -575.531 +/- 0.232 | dlogz: 317.102 > 0.109
iter: 159 | bound: 0 | nc: 5 | ncall: 487 | eff(%): 32.649 | loglstar: -inf < -568.658 < inf | logz: -574.667 +/- 0.228 | dlogz: 316.099 > 0.109
iter: 160 | bound: 0 | nc: 3 | ncall: 490 | eff(%): 32.653 | loglstar: -inf < -566.906 < inf | logz: -573.331 +/- 0.235 | dlogz: 315.225 > 0.109
iter: 161 | bound: 0 | nc: 1 | ncall: 491 | eff(%): 32.790 | loglstar: -inf < -565.904 < inf | logz: -572.133 +/- 0.234 | dlogz: 313.880 > 0.109
iter: 162 | bound: 0 | nc: 12 | ncall: 503 | eff(%): 32.207 | loglstar: -inf < -565.181 < inf | logz: -571.197 +/- 0.230 | dlogz: 312.671 > 0.109
iter: 163 | bound: 0 | nc: 1 | ncall: 504 | eff(%): 32.341 | loglstar: -inf < -563.227 < inf | logz: -569.748 +/- 0.238 | dlogz: 311.726 > 0.109
iter: 164 | bound: 0 | nc: 5 | ncall: 509 | eff(%): 32.220 | loglstar: -inf < -561.825 < inf | logz: -568.274 +/- 0.239 | dlogz: 310.266 > 0.109
iter: 165 | bound: 0 | nc: 4 | ncall: 513 | eff(%): 32.164 | loglstar: -inf < -560.220 < inf | logz: -566.735 +/- 0.240 | dlogz: 308.783 > 0.109
iter: 166 | bound: 0 | nc: 2 | ncall: 515 | eff(%): 32.233 | loglstar: -inf < -558.896 < inf | logz: -565.329 +/- 0.239 | dlogz: 307.234 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 516 | eff(%): 32.364 | loglstar: -inf < -554.174 < inf | logz: -561.110 +/- 0.260 | dlogz: 305.818 > 0.109
iter: 168 | bound: 0 | nc: 6 | ncall: 522 | eff(%): 32.184 | loglstar: -inf < -550.288 < inf | logz: -557.217 +/- 0.260 | dlogz: 301.589 > 0.109
iter: 169 | bound: 0 | nc: 1 | ncall: 523 | eff(%): 32.314 | loglstar: -inf < -550.172 < inf | logz: -556.112 +/- 0.241 | dlogz: 297.686 > 0.109
iter: 170 | bound: 0 | nc: 4 | ncall: 527 | eff(%): 32.258 | loglstar: -inf < -549.930 < inf | logz: -555.527 +/- 0.231 | dlogz: 296.571 > 0.109
iter: 171 | bound: 0 | nc: 2 | ncall: 529 | eff(%): 32.325 | loglstar: -inf < -549.777 < inf | logz: -555.100 +/- 0.224 | dlogz: 295.976 > 0.109
iter: 172 | bound: 0 | nc: 2 | ncall: 531 | eff(%): 32.392 | loglstar: -inf < -549.761 < inf | logz: -554.783 +/- 0.218 | dlogz: 295.539 > 0.109
iter: 173 | bound: 0 | nc: 8 | ncall: 539 | eff(%): 32.096 | loglstar: -inf < -549.605 < inf | logz: -554.525 +/- 0.214 | dlogz: 295.212 > 0.109
iter: 174 | bound: 0 | nc: 8 | ncall: 547 | eff(%): 31.810 | loglstar: -inf < -548.502 < inf | logz: -554.128 +/- 0.214 | dlogz: 294.944 > 0.109
iter: 175 | bound: 0 | nc: 4 | ncall: 551 | eff(%): 31.760 | loglstar: -inf < -547.331 < inf | logz: -553.421 +/- 0.220 | dlogz: 294.538 > 0.109
iter: 176 | bound: 0 | nc: 5 | ncall: 556 | eff(%): 31.655 | loglstar: -inf < -547.211 < inf | logz: -552.825 +/- 0.220 | dlogz: 293.821 > 0.109
iter: 177 | bound: 0 | nc: 2 | ncall: 558 | eff(%): 31.720 | loglstar: -inf < -546.347 < inf | logz: -552.240 +/- 0.220 | dlogz: 293.214 > 0.109
iter: 178 | bound: 0 | nc: 2 | ncall: 560 | eff(%): 31.786 | loglstar: -inf < -546.215 < inf | logz: -551.733 +/- 0.218 | dlogz: 292.620 > 0.109
iter: 179 | bound: 0 | nc: 1 | ncall: 561 | eff(%): 31.907 | loglstar: -inf < -545.988 < inf | logz: -551.346 +/- 0.216 | dlogz: 292.103 > 0.109
iter: 180 | bound: 0 | nc: 1 | ncall: 562 | eff(%): 32.028 | loglstar: -inf < -545.078 < inf | logz: -550.865 +/- 0.216 | dlogz: 291.705 > 0.109
iter: 181 | bound: 0 | nc: 2 | ncall: 564 | eff(%): 32.092 | loglstar: -inf < -539.686 < inf | logz: -546.765 +/- 0.263 | dlogz: 291.215 > 0.109
iter: 182 | bound: 0 | nc: 17 | ncall: 581 | eff(%): 31.325 | loglstar: -inf < -538.937 < inf | logz: -545.373 +/- 0.245 | dlogz: 287.104 > 0.109
iter: 183 | bound: 0 | nc: 3 | ncall: 584 | eff(%): 31.336 | loglstar: -inf < -538.667 < inf | logz: -544.600 +/- 0.235 | dlogz: 285.703 > 0.109
iter: 184 | bound: 0 | nc: 3 | ncall: 587 | eff(%): 31.346 | loglstar: -inf < -538.355 < inf | logz: -544.061 +/- 0.229 | dlogz: 284.920 > 0.109
iter: 185 | bound: 0 | nc: 4 | ncall: 591 | eff(%): 31.303 | loglstar: -inf < -538.097 < inf | logz: -543.624 +/- 0.224 | dlogz: 284.370 > 0.109
iter: 186 | bound: 0 | nc: 3 | ncall: 594 | eff(%): 31.313 | loglstar: -inf < -538.024 < inf | logz: -543.281 +/- 0.219 | dlogz: 283.924 > 0.109
iter: 187 | bound: 0 | nc: 10 | ncall: 604 | eff(%): 30.960 | loglstar: -inf < -536.960 < inf | logz: -542.822 +/- 0.219 | dlogz: 283.571 > 0.109
iter: 188 | bound: 0 | nc: 9 | ncall: 613 | eff(%): 30.669 | loglstar: -inf < -536.778 < inf | logz: -542.355 +/- 0.218 | dlogz: 283.102 > 0.109
iter: 189 | bound: 0 | nc: 7 | ncall: 620 | eff(%): 30.484 | loglstar: -inf < -535.904 < inf | logz: -541.834 +/- 0.219 | dlogz: 282.625 > 0.109
iter: 190 | bound: 0 | nc: 6 | ncall: 626 | eff(%): 30.351 | loglstar: -inf < -534.880 < inf | logz: -541.104 +/- 0.224 | dlogz: 282.094 > 0.109
iter: 191 | bound: 0 | nc: 9 | ncall: 635 | eff(%): 30.079 | loglstar: -inf < -534.747 < inf | logz: -540.512 +/- 0.224 | dlogz: 281.354 > 0.109
iter: 192 | bound: 0 | nc: 2 | ncall: 637 | eff(%): 30.141 | loglstar: -inf < -534.540 < inf | logz: -540.089 +/- 0.221 | dlogz: 280.752 > 0.109
iter: 193 | bound: 0 | nc: 3 | ncall: 640 | eff(%): 30.156 | loglstar: -inf < -533.737 < inf | logz: -539.614 +/- 0.220 | dlogz: 280.319 > 0.109
iter: 194 | bound: 0 | nc: 5 | ncall: 645 | eff(%): 30.078 | loglstar: -inf < -532.153 < inf | logz: -538.690 +/- 0.231 | dlogz: 279.834 > 0.109
iter: 195 | bound: 0 | nc: 9 | ncall: 654 | eff(%): 29.817 | loglstar: -inf < -530.913 < inf | logz: -537.524 +/- 0.237 | dlogz: 278.900 > 0.109
iter: 196 | bound: 0 | nc: 1 | ncall: 655 | eff(%): 29.924 | loglstar: -inf < -530.373 < inf | logz: -536.634 +/- 0.235 | dlogz: 277.724 > 0.109
iter: 197 | bound: 0 | nc: 3 | ncall: 658 | eff(%): 29.939 | loglstar: -inf < -529.372 < inf | logz: -535.770 +/- 0.234 | dlogz: 276.824 > 0.109
iter: 198 | bound: 0 | nc: 3 | ncall: 661 | eff(%): 29.955 | loglstar: -inf < -529.017 < inf | logz: -535.069 +/- 0.231 | dlogz: 275.950 > 0.109
iter: 199 | bound: 0 | nc: 33 | ncall: 694 | eff(%): 28.674 | loglstar: -inf < -528.942 < inf | logz: -534.593 +/- 0.227 | dlogz: 275.239 > 0.109
iter: 200 | bound: 0 | nc: 13 | ncall: 707 | eff(%): 28.289 | loglstar: -inf < -528.267 < inf | logz: -534.138 +/- 0.224 | dlogz: 274.753 > 0.109
iter: 201 | bound: 0 | nc: 9 | ncall: 716 | eff(%): 28.073 | loglstar: -inf < -526.162 < inf | logz: -532.972 +/- 0.239 | dlogz: 274.288 > 0.109
iter: 202 | bound: 0 | nc: 3 | ncall: 719 | eff(%): 28.095 | loglstar: -inf < -525.379 < inf | logz: -531.894 +/- 0.239 | dlogz: 273.112 > 0.109
iter: 203 | bound: 0 | nc: 4 | ncall: 723 | eff(%): 28.077 | loglstar: -inf < -525.333 < inf | logz: -531.243 +/- 0.233 | dlogz: 272.025 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 724 | eff(%): 28.177 | loglstar: -inf < -525.273 < inf | logz: -530.838 +/- 0.228 | dlogz: 271.364 > 0.109
iter: 205 | bound: 0 | nc: 3 | ncall: 727 | eff(%): 28.198 | loglstar: -inf < -524.863 < inf | logz: -530.484 +/- 0.224 | dlogz: 270.949 > 0.109
iter: 206 | bound: 0 | nc: 16 | ncall: 743 | eff(%): 27.725 | loglstar: -inf < -519.968 < inf | logz: -527.268 +/- 0.265 | dlogz: 270.584 > 0.109
iter: 207 | bound: 0 | nc: 8 | ncall: 751 | eff(%): 27.563 | loglstar: -inf < -519.951 < inf | logz: -526.202 +/- 0.247 | dlogz: 267.359 > 0.109
iter: 208 | bound: 0 | nc: 4 | ncall: 755 | eff(%): 27.550 | loglstar: -inf < -519.719 < inf | logz: -525.648 +/- 0.238 | dlogz: 266.283 > 0.109
iter: 209 | bound: 0 | nc: 14 | ncall: 769 | eff(%): 27.178 | loglstar: -inf < -517.109 < inf | logz: -524.160 +/- 0.250 | dlogz: 265.719 > 0.109
iter: 210 | bound: 0 | nc: 7 | ncall: 776 | eff(%): 27.062 | loglstar: -inf < -516.543 < inf | logz: -523.071 +/- 0.243 | dlogz: 264.221 > 0.109
iter: 211 | bound: 0 | nc: 1 | ncall: 777 | eff(%): 27.156 | loglstar: -inf < -516.201 < inf | logz: -522.374 +/- 0.237 | dlogz: 263.122 > 0.109
iter: 212 | bound: 0 | nc: 16 | ncall: 793 | eff(%): 26.734 | loglstar: -inf < -514.103 < inf | logz: -521.076 +/- 0.246 | dlogz: 262.415 > 0.109
iter: 213 | bound: 0 | nc: 7 | ncall: 800 | eff(%): 26.625 | loglstar: -inf < -510.923 < inf | logz: -518.239 +/- 0.263 | dlogz: 261.107 > 0.109
iter: 214 | bound: 0 | nc: 13 | ncall: 813 | eff(%): 26.322 | loglstar: -inf < -509.477 < inf | logz: -516.500 +/- 0.254 | dlogz: 258.261 > 0.109
iter: 215 | bound: 0 | nc: 22 | ncall: 835 | eff(%): 25.749 | loglstar: -inf < -507.840 < inf | logz: -514.879 +/- 0.252 | dlogz: 256.511 > 0.109
iter: 216 | bound: 0 | nc: 28 | ncall: 863 | eff(%): 25.029 | loglstar: -inf < -506.319 < inf | logz: -513.330 +/- 0.251 | dlogz: 254.880 > 0.109
iter: 217 | bound: 0 | nc: 4 | ncall: 867 | eff(%): 25.029 | loglstar: -inf < -503.615 < inf | logz: -510.914 +/- 0.261 | dlogz: 253.321 > 0.109
iter: 218 | bound: 0 | nc: 1 | ncall: 868 | eff(%): 25.115 | loglstar: -inf < -502.952 < inf | logz: -509.666 +/- 0.249 | dlogz: 250.896 > 0.109
iter: 219 | bound: 0 | nc: 3 | ncall: 871 | eff(%): 25.144 | loglstar: -inf < -500.298 < inf | logz: -507.575 +/- 0.259 | dlogz: 249.637 > 0.109
iter: 220 | bound: 0 | nc: 8 | ncall: 879 | eff(%): 25.028 | loglstar: -inf < -500.061 < inf | logz: -506.532 +/- 0.247 | dlogz: 247.537 > 0.109
iter: 221 | bound: 0 | nc: 25 | ncall: 904 | eff(%): 24.447 | loglstar: -inf < -498.463 < inf | logz: -505.391 +/- 0.247 | dlogz: 246.484 > 0.109
iter: 222 | bound: 0 | nc: 3 | ncall: 907 | eff(%): 24.476 | loglstar: -inf < -497.709 < inf | logz: -504.379 +/- 0.243 | dlogz: 245.333 > 0.109
iter: 223 | bound: 0 | nc: 5 | ncall: 912 | eff(%): 24.452 | loglstar: -inf < -496.874 < inf | logz: -503.497 +/- 0.241 | dlogz: 244.311 > 0.109
iter: 224 | bound: 0 | nc: 6 | ncall: 918 | eff(%): 24.401 | loglstar: -inf < -496.510 < inf | logz: -502.810 +/- 0.237 | dlogz: 243.419 > 0.109
iter: 225 | bound: 0 | nc: 8 | ncall: 926 | eff(%): 24.298 | loglstar: -inf < -495.078 < inf | logz: -501.892 +/- 0.241 | dlogz: 242.722 > 0.109
iter: 226 | bound: 0 | nc: 2 | ncall: 928 | eff(%): 24.353 | loglstar: -inf < -494.291 < inf | logz: -500.961 +/- 0.241 | dlogz: 241.793 > 0.109
iter: 227 | bound: 0 | nc: 15 | ncall: 943 | eff(%): 24.072 | loglstar: -inf < -492.972 < inf | logz: -499.879 +/- 0.244 | dlogz: 240.853 > 0.109
iter: 228 | bound: 0 | nc: 3 | ncall: 946 | eff(%): 24.101 | loglstar: -inf < -491.856 < inf | logz: -498.749 +/- 0.245 | dlogz: 239.761 > 0.109
iter: 229 | bound: 0 | nc: 3 | ncall: 949 | eff(%): 24.131 | loglstar: -inf < -491.824 < inf | logz: -498.043 +/- 0.240 | dlogz: 238.621 > 0.109
iter: 230 | bound: 0 | nc: 1 | ncall: 950 | eff(%): 24.211 | loglstar: -inf < -489.032 < inf | logz: -496.355 +/- 0.256 | dlogz: 237.905 > 0.109
iter: 231 | bound: 0 | nc: 13 | ncall: 963 | eff(%): 23.988 | loglstar: -inf < -487.865 < inf | logz: -494.919 +/- 0.252 | dlogz: 236.207 > 0.109
iter: 232 | bound: 0 | nc: 15 | ncall: 978 | eff(%): 23.722 | loglstar: -inf < -486.883 < inf | logz: -493.784 +/- 0.248 | dlogz: 234.761 > 0.109
iter: 233 | bound: 0 | nc: 6 | ncall: 984 | eff(%): 23.679 | loglstar: -inf < -485.809 < inf | logz: -492.713 +/- 0.247 | dlogz: 233.616 > 0.109
iter: 234 | bound: 0 | nc: 4 | ncall: 988 | eff(%): 23.684 | loglstar: -inf < -484.878 < inf | logz: -491.713 +/- 0.245 | dlogz: 232.535 > 0.109
iter: 235 | bound: 0 | nc: 35 | ncall: 1023 | eff(%): 22.972 | loglstar: -inf < -484.311 < inf | logz: -490.907 +/- 0.242 | dlogz: 231.525 > 0.109
iter: 236 | bound: 0 | nc: 17 | ncall: 1040 | eff(%): 22.692 | loglstar: -inf < -484.083 < inf | logz: -490.325 +/- 0.237 | dlogz: 230.709 > 0.109
iter: 237 | bound: 0 | nc: 16 | ncall: 1056 | eff(%): 22.443 | loglstar: -inf < -483.272 < inf | logz: -489.743 +/- 0.236 | dlogz: 230.118 > 0.109
iter: 238 | bound: 0 | nc: 1 | ncall: 1057 | eff(%): 22.517 | loglstar: -inf < -483.191 < inf | logz: -489.254 +/- 0.233 | dlogz: 229.525 > 0.109
iter: 239 | bound: 0 | nc: 2 | ncall: 1059 | eff(%): 22.568 | loglstar: -inf < -482.565 < inf | logz: -488.802 +/- 0.231 | dlogz: 229.026 > 0.109
iter: 240 | bound: 0 | nc: 43 | ncall: 1102 | eff(%): 21.779 | loglstar: -inf < -482.310 < inf | logz: -488.372 +/- 0.230 | dlogz: 228.564 > 0.109
iter: 241 | bound: 0 | nc: 2 | ncall: 1104 | eff(%): 21.830 | loglstar: -inf < -481.097 < inf | logz: -487.756 +/- 0.233 | dlogz: 228.124 > 0.109
iter: 242 | bound: 0 | nc: 7 | ncall: 1111 | eff(%): 21.782 | loglstar: -inf < -481.066 < inf | logz: -487.218 +/- 0.232 | dlogz: 227.499 > 0.109
iter: 243 | bound: 0 | nc: 10 | ncall: 1121 | eff(%): 21.677 | loglstar: -inf < -480.321 < inf | logz: -486.717 +/- 0.232 | dlogz: 226.951 > 0.109
iter: 244 | bound: 0 | nc: 2 | ncall: 1123 | eff(%): 21.728 | loglstar: -inf < -479.903 < inf | logz: -486.207 +/- 0.232 | dlogz: 226.440 > 0.109
iter: 245 | bound: 0 | nc: 15 | ncall: 1138 | eff(%): 21.529 | loglstar: -inf < -479.517 < inf | logz: -485.743 +/- 0.231 | dlogz: 225.919 > 0.109
iter: 246 | bound: 0 | nc: 11 | ncall: 1149 | eff(%): 21.410 | loglstar: -inf < -478.759 < inf | logz: -485.221 +/- 0.232 | dlogz: 225.446 > 0.109
iter: 247 | bound: 0 | nc: 6 | ncall: 1155 | eff(%): 21.385 | loglstar: -inf < -477.937 < inf | logz: -484.580 +/- 0.235 | dlogz: 224.914 > 0.109
iter: 248 | bound: 0 | nc: 6 | ncall: 1161 | eff(%): 21.361 | loglstar: -inf < -477.555 < inf | logz: -483.991 +/- 0.235 | dlogz: 224.263 > 0.109
iter: 249 | bound: 0 | nc: 4 | ncall: 1165 | eff(%): 21.373 | loglstar: -inf < -476.504 < inf | logz: -483.292 +/- 0.238 | dlogz: 261.574 > 0.109
iter: 250 | bound: 0 | nc: 10 | ncall: 1175 | eff(%): 21.277 | loglstar: -inf < -476.054 < inf | logz: -482.626 +/- 0.238 | dlogz: 260.866 > 0.109
iter: 251 | bound: 0 | nc: 10 | ncall: 1185 | eff(%): 21.181 | loglstar: -inf < -475.251 < inf | logz: -481.958 +/- 0.239 | dlogz: 260.189 > 0.109
iter: 252 | bound: 0 | nc: 1 | ncall: 1186 | eff(%): 21.248 | loglstar: -inf < -474.874 < inf | logz: -481.360 +/- 0.237 | dlogz: 259.511 > 0.109
iter: 253 | bound: 0 | nc: 5 | ncall: 1191 | eff(%): 21.243 | loglstar: -inf < -473.658 < inf | logz: -480.591 +/- 0.241 | dlogz: 258.903 > 0.109
iter: 254 | bound: 0 | nc: 32 | ncall: 1223 | eff(%): 20.769 | loglstar: -inf < -471.749 < inf | logz: -479.162 +/- 0.254 | dlogz: 258.124 > 0.109
iter: 255 | bound: 0 | nc: 6 | ncall: 1229 | eff(%): 20.749 | loglstar: -inf < -469.128 < inf | logz: -476.795 +/- 0.267 | dlogz: 256.686 > 0.109
iter: 256 | bound: 0 | nc: 19 | ncall: 1248 | eff(%): 20.513 | loglstar: -inf < -466.746 < inf | logz: -474.407 +/- 0.268 | dlogz: 254.309 > 0.109
iter: 257 | bound: 0 | nc: 30 | ncall: 1278 | eff(%): 20.110 | loglstar: -inf < -466.506 < inf | logz: -473.353 +/- 0.255 | dlogz: 251.910 > 0.109
iter: 258 | bound: 0 | nc: 12 | ncall: 1290 | eff(%): 20.000 | loglstar: -inf < -466.455 < inf | logz: -472.798 +/- 0.247 | dlogz: 250.846 > 0.109
iter: 259 | bound: 0 | nc: 26 | ncall: 1316 | eff(%): 19.681 | loglstar: -inf < -465.892 < inf | logz: -472.331 +/- 0.242 | dlogz: 250.282 > 0.109
iter: 260 | bound: 0 | nc: 13 | ncall: 1329 | eff(%): 19.564 | loglstar: -inf < -465.009 < inf | logz: -471.741 +/- 0.241 | dlogz: 249.805 > 0.109
iter: 261 | bound: 0 | nc: 5 | ncall: 1334 | eff(%): 19.565 | loglstar: -inf < -465.001 < inf | logz: -471.254 +/- 0.238 | dlogz: 249.204 > 0.109
iter: 262 | bound: 0 | nc: 11 | ncall: 1345 | eff(%): 19.480 | loglstar: -inf < -464.925 < inf | logz: -470.919 +/- 0.234 | dlogz: 248.708 > 0.109
iter: 263 | bound: 0 | nc: 5 | ncall: 1350 | eff(%): 19.481 | loglstar: -inf < -464.920 < inf | logz: -470.661 +/- 0.231 | dlogz: 248.362 > 0.109
iter: 264 | bound: 0 | nc: 7 | ncall: 1357 | eff(%): 19.455 | loglstar: -inf < -464.306 < inf | logz: -470.383 +/- 0.229 | dlogz: 248.095 > 0.109
iter: 265 | bound: 0 | nc: 17 | ncall: 1374 | eff(%): 19.287 | loglstar: -inf < -464.235 < inf | logz: -470.103 +/- 0.228 | dlogz: 247.807 > 0.109
iter: 266 | bound: 0 | nc: 57 | ncall: 1431 | eff(%): 18.588 | loglstar: -inf < -463.994 < inf | logz: -469.853 +/- 0.226 | dlogz: 247.517 > 0.109
iter: 267 | bound: 0 | nc: 2 | ncall: 1433 | eff(%): 18.632 | loglstar: -inf < -463.506 < inf | logz: -469.573 +/- 0.225 | dlogz: 247.257 > 0.109
iter: 268 | bound: 0 | nc: 32 | ncall: 1465 | eff(%): 18.294 | loglstar: -inf < -463.492 < inf | logz: -469.309 +/- 0.224 | dlogz: 246.967 > 0.109
iter: 269 | bound: 0 | nc: 58 | ncall: 1523 | eff(%): 17.663 | loglstar: -inf < -459.772 < inf | logz: -467.537 +/- 0.263 | dlogz: 246.693 > 0.109
iter: 270 | bound: 0 | nc: 10 | ncall: 1533 | eff(%): 17.613 | loglstar: -inf < -459.576 < inf | logz: -466.515 +/- 0.255 | dlogz: 244.911 > 0.109
iter: 271 | bound: 0 | nc: 8 | ncall: 1541 | eff(%): 17.586 | loglstar: -inf < -459.499 < inf | logz: -465.970 +/- 0.248 | dlogz: 243.879 > 0.109
iter: 272 | bound: 0 | nc: 12 | ncall: 1553 | eff(%): 17.514 | loglstar: -inf < -457.817 < inf | logz: -465.105 +/- 0.250 | dlogz: 243.325 > 0.109
iter: 273 | bound: 0 | nc: 19 | ncall: 1572 | eff(%): 17.366 | loglstar: -inf < -454.422 < inf | logz: -462.339 +/- 0.274 | dlogz: 242.449 > 0.109
iter: 274 | bound: 0 | nc: 18 | ncall: 1590 | eff(%): 17.233 | loglstar: -inf < -453.228 < inf | logz: -460.758 +/- 0.264 | dlogz: 239.673 > 0.109
iter: 275 | bound: 0 | nc: 27 | ncall: 1617 | eff(%): 17.007 | loglstar: -inf < -453.004 < inf | logz: -459.899 +/- 0.255 | dlogz: 306.949 > 0.109
iter: 276 | bound: 0 | nc: 28 | ncall: 1645 | eff(%): 16.778 | loglstar: -inf < -452.870 < inf | logz: -459.381 +/- 0.248 | dlogz: 306.081 > 0.109
iter: 277 | bound: 0 | nc: 3 | ncall: 1648 | eff(%): 16.808 | loglstar: -inf < -452.867 < inf | logz: -459.025 +/- 0.243 | dlogz: 305.553 > 0.109
iter: 278 | bound: 0 | nc: 3 | ncall: 1651 | eff(%): 16.838 | loglstar: -inf < -451.544 < inf | logz: -458.491 +/- 0.243 | dlogz: 305.186 > 0.109
iter: 279 | bound: 0 | nc: 39 | ncall: 1690 | eff(%): 16.509 | loglstar: -inf < -445.521 < inf | logz: -453.586 +/- 0.282 | dlogz: 304.642 > 0.109
iter: 280 | bound: 0 | nc: 67 | ncall: 1757 | eff(%): 15.936 | loglstar: -inf < -444.885 < inf | logz: -452.242 +/- 0.264 | dlogz: 299.727 > 0.109
iter: 281 | bound: 0 | nc: 33 | ncall: 1790 | eff(%): 15.698 | loglstar: -inf < -444.063 < inf | logz: -451.299 +/- 0.257 | dlogz: 298.374 > 0.109
iter: 282 | bound: 0 | nc: 7 | ncall: 1797 | eff(%): 15.693 | loglstar: -inf < -443.864 < inf | logz: -450.641 +/- 0.251 | dlogz: 297.421 > 0.109
iter: 283 | bound: 0 | nc: 17 | ncall: 1814 | eff(%): 15.601 | loglstar: -inf < -443.779 < inf | logz: -450.204 +/- 0.246 | dlogz: 296.753 > 0.109
iter: 284 | bound: 0 | nc: 15 | ncall: 1829 | eff(%): 15.528 | loglstar: -inf < -441.850 < inf | logz: -449.312 +/- 0.252 | dlogz: 296.306 > 0.109
iter: 285 | bound: 0 | nc: 13 | ncall: 1842 | eff(%): 15.472 | loglstar: -inf < -441.485 < inf | logz: -448.503 +/- 0.250 | dlogz: 295.403 > 0.109
iter: 286 | bound: 0 | nc: 11 | ncall: 1853 | eff(%): 15.434 | loglstar: -inf < -440.933 < inf | logz: -447.868 +/- 0.248 | dlogz: 294.585 > 0.109
iter: 287 | bound: 0 | nc: 3 | ncall: 1856 | eff(%): 15.463 | loglstar: -inf < -440.546 < inf | logz: -447.319 +/- 0.245 | dlogz: 293.940 > 0.109
iter: 288 | bound: 0 | nc: 1 | ncall: 1857 | eff(%): 15.509 | loglstar: -inf < -440.300 < inf | logz: -446.870 +/- 0.242 | dlogz: 293.381 > 0.109
iter: 289 | bound: 0 | nc: 1 | ncall: 1858 | eff(%): 15.554 | loglstar: -inf < -439.837 < inf | logz: -446.451 +/- 0.240 | dlogz: 292.922 > 0.109
iter: 290 | bound: 0 | nc: 1 | ncall: 1859 | eff(%): 15.600 | loglstar: -inf < -439.563 < inf | logz: -446.058 +/- 0.239 | dlogz: 292.493 > 0.109
iter: 291 | bound: 0 | nc: 13 | ncall: 1872 | eff(%): 15.545 | loglstar: -inf < -439.402 < inf | logz: -445.723 +/- 0.237 | dlogz: 292.090 > 0.109
iter: 292 | bound: 0 | nc: 32 | ncall: 1904 | eff(%): 15.336 | loglstar: -inf < -438.950 < inf | logz: -445.393 +/- 0.236 | dlogz: 291.745 > 0.109
iter: 293 | bound: 0 | nc: 16 | ncall: 1920 | eff(%): 15.260 | loglstar: -inf < -438.653 < inf | logz: -445.057 +/- 0.235 | dlogz: 291.405 > 0.109
iter: 294 | bound: 0 | nc: 11 | ncall: 1931 | eff(%): 15.225 | loglstar: -inf < -438.078 < inf | logz: -444.685 +/- 0.235 | dlogz: 291.059 > 0.109
iter: 295 | bound: 0 | nc: 18 | ncall: 1949 | eff(%): 15.136 | loglstar: -inf < -437.707 < inf | logz: -444.292 +/- 0.235 | dlogz: 290.678 > 0.109
iter: 296 | bound: 0 | nc: 6 | ncall: 1955 | eff(%): 15.141 | loglstar: -inf < -437.130 < inf | logz: -443.867 +/- 0.237 | dlogz: 290.274 > 0.109
iter: 297 | bound: 0 | nc: 13 | ncall: 1968 | eff(%): 15.091 | loglstar: -inf < -437.103 < inf | logz: -443.499 +/- 0.236 | dlogz: 289.840 > 0.109
iter: 298 | bound: 0 | nc: 33 | ncall: 2001 | eff(%): 14.893 | loglstar: -inf < -436.648 < inf | logz: -443.164 +/- 0.235 | dlogz: 289.461 > 0.109
iter: 299 | bound: 0 | nc: 27 | ncall: 2028 | eff(%): 14.744 | loglstar: -inf < -435.067 < inf | logz: -442.465 +/- 0.245 | dlogz: 289.117 > 0.109
iter: 300 | bound: 0 | nc: 10 | ncall: 2038 | eff(%): 14.720 | loglstar: -inf < -434.733 < inf | logz: -441.778 +/- 0.247 | dlogz: 288.408 > 0.109
iter: 301 | bound: 0 | nc: 13 | ncall: 2051 | eff(%): 14.676 | loglstar: -inf < -433.899 < inf | logz: -441.111 +/- 0.248 | dlogz: 287.710 > 0.109
iter: 302 | bound: 0 | nc: 12 | ncall: 2063 | eff(%): 14.639 | loglstar: -inf < -431.747 < inf | logz: -439.670 +/- 0.264 | dlogz: 287.034 > 0.109
iter: 303 | bound: 0 | nc: 3 | ncall: 2066 | eff(%): 14.666 | loglstar: -inf < -429.945 < inf | logz: -437.915 +/- 0.269 | dlogz: 285.583 > 0.109
iter: 304 | bound: 0 | nc: 25 | ncall: 2091 | eff(%): 14.538 | loglstar: -inf < -429.839 < inf | logz: -437.006 +/- 0.260 | dlogz: 283.818 > 0.109
iter: 305 | bound: 0 | nc: 16 | ncall: 2107 | eff(%): 14.476 | loglstar: -inf < -429.770 < inf | logz: -436.508 +/- 0.254 | dlogz: 282.898 > 0.109
iter: 306 | bound: 0 | nc: 1 | ncall: 2108 | eff(%): 14.516 | loglstar: -inf < -429.177 < inf | logz: -436.060 +/- 0.250 | dlogz: 282.391 > 0.109
iter: 307 | bound: 0 | nc: 6 | ncall: 2114 | eff(%): 14.522 | loglstar: -inf < -428.102 < inf | logz: -435.416 +/- 0.250 | dlogz: 281.933 > 0.109
iter: 308 | bound: 0 | nc: 3 | ncall: 2117 | eff(%): 14.549 | loglstar: -inf < -428.013 < inf | logz: -434.866 +/- 0.248 | dlogz: 281.279 > 0.109
iter: 309 | bound: 0 | nc: 70 | ncall: 2187 | eff(%): 14.129 | loglstar: -inf < -425.429 < inf | logz: -433.451 +/- 0.266 | dlogz: 280.719 > 0.109
iter: 310 | bound: 0 | nc: 33 | ncall: 2220 | eff(%): 13.964 | loglstar: -inf < -425.176 < inf | logz: -432.497 +/- 0.260 | dlogz: 279.294 > 0.109
iter: 311 | bound: 0 | nc: 40 | ncall: 2260 | eff(%): 13.761 | loglstar: -inf < -424.050 < inf | logz: -431.623 +/- 0.259 | dlogz: 278.331 > 0.109
iter: 312 | bound: 0 | nc: 10 | ncall: 2270 | eff(%): 13.744 | loglstar: -inf < -423.691 < inf | logz: -430.900 +/- 0.255 | dlogz: 277.446 > 0.109
iter: 313 | bound: 0 | nc: 47 | ncall: 2317 | eff(%): 13.509 | loglstar: -inf < -422.326 < inf | logz: -429.994 +/- 0.258 | dlogz: 276.713 > 0.109
iter: 314 | bound: 0 | nc: 49 | ncall: 2366 | eff(%): 13.271 | loglstar: -inf < -422.293 < inf | logz: -429.323 +/- 0.254 | dlogz: 275.797 > 0.109
iter: 315 | bound: 0 | nc: 82 | ncall: 2448 | eff(%): 12.868 | loglstar: -inf < -421.122 < inf | logz: -428.610 +/- 0.255 | dlogz: 275.116 > 0.109
iter: 316 | bound: 0 | nc: 23 | ncall: 2471 | eff(%): 12.788 | loglstar: -inf < -421.063 < inf | logz: -428.026 +/- 0.252 | dlogz: 274.394 > 0.109
iter: 317 | bound: 0 | nc: 26 | ncall: 2497 | eff(%): 12.695 | loglstar: -inf < -420.760 < inf | logz: -427.600 +/- 0.249 | dlogz: 273.800 > 0.109
iter: 318 | bound: 0 | nc: 36 | ncall: 2533 | eff(%): 12.554 | loglstar: -inf < -420.388 < inf | logz: -427.206 +/- 0.246 | dlogz: 273.364 > 0.109
iter: 319 | bound: 0 | nc: 8 | ncall: 2541 | eff(%): 12.554 | loglstar: -inf < -420.375 < inf | logz: -426.880 +/- 0.244 | dlogz: 272.959 > 0.109
iter: 320 | bound: 0 | nc: 21 | ncall: 2562 | eff(%): 12.490 | loglstar: -inf < -419.557 < inf | logz: -426.507 +/- 0.243 | dlogz: 272.624 > 0.109
iter: 321 | bound: 0 | nc: 11 | ncall: 2573 | eff(%): 12.476 | loglstar: -inf < -419.486 < inf | logz: -426.140 +/- 0.242 | dlogz: 272.241 > 0.109
iter: 322 | bound: 0 | nc: 16 | ncall: 2589 | eff(%): 12.437 | loglstar: -inf < -418.831 < inf | logz: -425.761 +/- 0.242 | dlogz: 271.864 > 0.109
iter: 323 | bound: 0 | nc: 38 | ncall: 2627 | eff(%): 12.295 | loglstar: -inf < -418.558 < inf | logz: -425.372 +/- 0.242 | dlogz: 271.475 > 0.109
iter: 324 | bound: 0 | nc: 16 | ncall: 2643 | eff(%): 12.259 | loglstar: -inf < -417.644 < inf | logz: -424.882 +/- 0.245 | dlogz: 271.076 > 0.109
iter: 325 | bound: 0 | nc: 13 | ncall: 2656 | eff(%): 12.236 | loglstar: -inf < -416.429 < inf | logz: -424.094 +/- 0.252 | dlogz: 270.575 > 0.109
iter: 326 | bound: 0 | nc: 100 | ncall: 2756 | eff(%): 11.829 | loglstar: -inf < -416.281 < inf | logz: -423.453 +/- 0.252 | dlogz: 269.778 > 0.109
iter: 327 | bound: 0 | nc: 7 | ncall: 2763 | eff(%): 11.835 | loglstar: -inf < -416.122 < inf | logz: -423.017 +/- 0.250 | dlogz: 269.127 > 0.109
iter: 328 | bound: 0 | nc: 16 | ncall: 2779 | eff(%): 11.803 | loglstar: -inf < -415.667 < inf | logz: -422.621 +/- 0.248 | dlogz: 268.681 > 0.109
iter: 329 | bound: 0 | nc: 18 | ncall: 2797 | eff(%): 11.763 | loglstar: -inf < -415.625 < inf | logz: -422.281 +/- 0.246 | dlogz: 268.275 > 0.109
iter: 330 | bound: 0 | nc: 68 | ncall: 2865 | eff(%): 11.518 | loglstar: -inf < -414.506 < inf | logz: -421.816 +/- 0.247 | dlogz: 267.925 > 0.109
iter: 331 | bound: 0 | nc: 91 | ncall: 2956 | eff(%): 11.198 | loglstar: -inf < -414.322 < inf | logz: -421.339 +/- 0.247 | dlogz: 267.450 > 0.109
iter: 332 | bound: 0 | nc: 8 | ncall: 2964 | eff(%): 11.201 | loglstar: -inf < -413.834 < inf | logz: -420.908 +/- 0.247 | dlogz: 266.963 > 0.109
iter: 333 | bound: 0 | nc: 91 | ncall: 3055 | eff(%): 10.900 | loglstar: -inf < -413.512 < inf | logz: -420.495 +/- 0.246 | dlogz: 266.522 > 0.109
iter: 334 | bound: 0 | nc: 11 | ncall: 3066 | eff(%): 10.894 | loglstar: -inf < -413.479 < inf | logz: -420.162 +/- 0.245 | dlogz: 266.099 > 0.109
iter: 335 | bound: 0 | nc: 25 | ncall: 3091 | eff(%): 10.838 | loglstar: -inf < -413.477 < inf | logz: -419.911 +/- 0.243 | dlogz: 265.757 > 0.109
iter: 336 | bound: 0 | nc: 1 | ncall: 3092 | eff(%): 10.867 | loglstar: -inf < -411.485 < inf | logz: -419.261 +/- 0.251 | dlogz: 265.496 > 0.109
iter: 337 | bound: 0 | nc: 2 | ncall: 3094 | eff(%): 10.892 | loglstar: -inf < -411.273 < inf | logz: -418.603 +/- 0.253 | dlogz: 264.835 > 0.109
iter: 338 | bound: 0 | nc: 3 | ncall: 3097 | eff(%): 10.914 | loglstar: -inf < -410.392 < inf | logz: -417.960 +/- 0.255 | dlogz: 264.167 > 0.109
iter: 339 | bound: 0 | nc: 1 | ncall: 3098 | eff(%): 10.943 | loglstar: -inf < -408.408 < inf | logz: -416.640 +/- 0.268 | dlogz: 263.515 > 0.109
iter: 340 | bound: 0 | nc: 7 | ncall: 3105 | eff(%): 10.950 | loglstar: -inf < -408.399 < inf | logz: -415.815 +/- 0.263 | dlogz: 262.185 > 0.109
iter: 341 | bound: 0 | nc: 44 | ncall: 3149 | eff(%): 10.829 | loglstar: -inf < -404.788 < inf | logz: -413.363 +/- 0.285 | dlogz: 261.350 > 0.109
iter: 342 | bound: 0 | nc: 2 | ncall: 3151 | eff(%): 10.854 | loglstar: -inf < -404.247 < inf | logz: -412.141 +/- 0.273 | dlogz: 258.887 > 0.109
iter: 343 | bound: 0 | nc: 40 | ncall: 3191 | eff(%): 10.749 | loglstar: -inf < -404.244 < inf | logz: -411.507 +/- 0.265 | dlogz: 257.655 > 0.109
iter: 344 | bound: 0 | nc: 42 | ncall: 3233 | eff(%): 10.640 | loglstar: -inf < -403.757 < inf | logz: -411.030 +/- 0.259 | dlogz: 257.012 > 0.109
iter: 345 | bound: 0 | nc: 179 | ncall: 3412 | eff(%): 10.111 | loglstar: -inf < -402.875 < inf | logz: -410.445 +/- 0.258 | dlogz: 256.525 > 0.109
iter: 346 | bound: 0 | nc: 23 | ncall: 3435 | eff(%): 10.073 | loglstar: -inf < -402.411 < inf | logz: -409.856 +/- 0.257 | dlogz: 255.930 > 0.109
iter: 347 | bound: 0 | nc: 13 | ncall: 3448 | eff(%): 10.064 | loglstar: -inf < -402.039 < inf | logz: -409.347 +/- 0.255 | dlogz: 255.330 > 0.109
iter: 348 | bound: 0 | nc: 3 | ncall: 3451 | eff(%): 10.084 | loglstar: -inf < -400.853 < inf | logz: -408.654 +/- 0.258 | dlogz: 254.812 > 0.109
iter: 349 | bound: 0 | nc: 25 | ncall: 3476 | eff(%): 10.040 | loglstar: -inf < -400.805 < inf | logz: -408.079 +/- 0.256 | dlogz: 254.109 > 0.109
iter: 350 | bound: 0 | nc: 5 | ncall: 3481 | eff(%): 10.055 | loglstar: -inf < -400.670 < inf | logz: -407.691 +/- 0.253 | dlogz: 253.525 > 0.109
iter: 351 | bound: 0 | nc: 70 | ncall: 3551 | eff(%): 9.885 | loglstar: -inf < -400.509 < inf | logz: -407.375 +/- 0.251 | dlogz: 253.126 > 0.109
iter: 352 | bound: 1 | nc: 113 | ncall: 3664 | eff(%): 9.607 | loglstar: -inf < -400.433 < inf | logz: -407.113 +/- 0.248 | dlogz: 252.801 > 0.109
iter: 353 | bound: 1 | nc: 39 | ncall: 3703 | eff(%): 9.533 | loglstar: -inf < -400.389 < inf | logz: -406.895 +/- 0.246 | dlogz: 252.528 > 0.109
iter: 354 | bound: 1 | nc: 39 | ncall: 3742 | eff(%): 9.460 | loglstar: -inf < -399.927 < inf | logz: -406.668 +/- 0.244 | dlogz: 252.301 > 0.109
iter: 355 | bound: 1 | nc: 39 | ncall: 3781 | eff(%): 9.389 | loglstar: -inf < -397.708 < inf | logz: -405.852 +/- 0.258 | dlogz: 252.063 > 0.109
iter: 356 | bound: 1 | nc: 39 | ncall: 3820 | eff(%): 9.319 | loglstar: -inf < -395.551 < inf | logz: -404.093 +/- 0.277 | dlogz: 251.237 > 0.109
iter: 357 | bound: 1 | nc: 39 | ncall: 3859 | eff(%): 9.251 | loglstar: -inf < -395.068 < inf | logz: -403.020 +/- 0.271 | dlogz: 249.469 > 0.109
iter: 358 | bound: 1 | nc: 39 | ncall: 3898 | eff(%): 9.184 | loglstar: -inf < -394.949 < inf | logz: -402.401 +/- 0.265 | dlogz: 248.385 > 0.109
iter: 359 | bound: 1 | nc: 39 | ncall: 3937 | eff(%): 9.119 | loglstar: -inf < -394.873 < inf | logz: -401.993 +/- 0.260 | dlogz: 247.756 > 0.109
iter: 360 | bound: 1 | nc: 39 | ncall: 3976 | eff(%): 9.054 | loglstar: -inf < -394.873 < inf | logz: -401.695 +/- 0.256 | dlogz: 247.339 > 0.109
iter: 361 | bound: 1 | nc: 39 | ncall: 4015 | eff(%): 8.991 | loglstar: -inf < -394.744 < inf | logz: -401.456 +/- 0.252 | dlogz: 247.030 > 0.109
iter: 362 | bound: 1 | nc: 39 | ncall: 4054 | eff(%): 8.929 | loglstar: -inf < -394.442 < inf | logz: -401.222 +/- 0.250 | dlogz: 246.781 > 0.109
iter: 363 | bound: 1 | nc: 39 | ncall: 4093 | eff(%): 8.869 | loglstar: -inf < -394.155 < inf | logz: -400.977 +/- 0.248 | dlogz: 246.537 > 0.109
iter: 364 | bound: 1 | nc: 39 | ncall: 4132 | eff(%): 8.809 | loglstar: -inf < -392.041 < inf | logz: -400.217 +/- 0.259 | dlogz: 246.283 > 0.109
iter: 365 | bound: 1 | nc: 39 | ncall: 4171 | eff(%): 8.751 | loglstar: -inf < -391.659 < inf | logz: -399.447 +/- 0.261 | dlogz: 245.513 > 0.109
iter: 366 | bound: 1 | nc: 39 | ncall: 4210 | eff(%): 8.694 | loglstar: -inf < -391.368 < inf | logz: -398.894 +/- 0.260 | dlogz: 244.733 > 0.109
iter: 367 | bound: 1 | nc: 39 | ncall: 4249 | eff(%): 8.637 | loglstar: -inf < -391.208 < inf | logz: -398.473 +/- 0.257 | dlogz: 244.170 > 0.109
iter: 368 | bound: 1 | nc: 39 | ncall: 4288 | eff(%): 8.582 | loglstar: -inf < -390.416 < inf | logz: -398.010 +/- 0.256 | dlogz: 243.739 > 0.109
iter: 369 | bound: 1 | nc: 39 | ncall: 4327 | eff(%): 8.528 | loglstar: -inf < -389.323 < inf | logz: -397.314 +/- 0.260 | dlogz: 243.266 > 0.109
iter: 370 | bound: 1 | nc: 39 | ncall: 4366 | eff(%): 8.475 | loglstar: -inf < -389.284 < inf | logz: -396.750 +/- 0.259 | dlogz: 242.560 > 0.109
iter: 371 | bound: 1 | nc: 39 | ncall: 4405 | eff(%): 8.422 | loglstar: -inf < -388.779 < inf | logz: -396.293 +/- 0.258 | dlogz: 241.986 > 0.109
iter: 372 | bound: 1 | nc: 39 | ncall: 4444 | eff(%): 8.371 | loglstar: -inf < -386.272 < inf | logz: -394.906 +/- 0.276 | dlogz: 241.519 > 0.109
iter: 373 | bound: 1 | nc: 39 | ncall: 4483 | eff(%): 8.320 | loglstar: -inf < -385.881 < inf | logz: -393.912 +/- 0.272 | dlogz: 240.122 > 0.109
iter: 374 | bound: 1 | nc: 39 | ncall: 4522 | eff(%): 8.271 | loglstar: -inf < -384.050 < inf | logz: -392.605 +/- 0.277 | dlogz: 239.118 > 0.109
iter: 375 | bound: 1 | nc: 39 | ncall: 4561 | eff(%): 8.222 | loglstar: -inf < -382.589 < inf | logz: -391.146 +/- 0.279 | dlogz: 237.801 > 0.109
iter: 376 | bound: 1 | nc: 39 | ncall: 4600 | eff(%): 8.174 | loglstar: -inf < -382.429 < inf | logz: -390.295 +/- 0.272 | dlogz: 236.332 > 0.109
iter: 377 | bound: 1 | nc: 39 | ncall: 4639 | eff(%): 8.127 | loglstar: -inf < -380.211 < inf | logz: -388.879 +/- 0.280 | dlogz: 235.471 > 0.109
iter: 378 | bound: 1 | nc: 39 | ncall: 4678 | eff(%): 8.080 | loglstar: -inf < -379.974 < inf | logz: -387.950 +/- 0.273 | dlogz: 234.045 > 0.109
iter: 379 | bound: 1 | nc: 39 | ncall: 4717 | eff(%): 8.035 | loglstar: -inf < -377.731 < inf | logz: -386.448 +/- 0.281 | dlogz: 233.106 > 0.109
iter: 380 | bound: 1 | nc: 39 | ncall: 4756 | eff(%): 7.990 | loglstar: -inf < -377.662 < inf | logz: -385.555 +/- 0.274 | dlogz: 231.594 > 0.109
iter: 381 | bound: 1 | nc: 39 | ncall: 4795 | eff(%): 7.946 | loglstar: -inf < -377.613 < inf | logz: -385.073 +/- 0.268 | dlogz: 230.692 > 0.109
iter: 382 | bound: 1 | nc: 39 | ncall: 4834 | eff(%): 7.902 | loglstar: -inf < -376.795 < inf | logz: -384.582 +/- 0.264 | dlogz: 230.199 > 0.109
iter: 383 | bound: 1 | nc: 39 | ncall: 4873 | eff(%): 7.860 | loglstar: -inf < -375.491 < inf | logz: -383.772 +/- 0.268 | dlogz: 229.698 > 0.109
iter: 384 | bound: 1 | nc: 39 | ncall: 4912 | eff(%): 7.818 | loglstar: -inf < -375.482 < inf | logz: -383.146 +/- 0.265 | dlogz: 228.878 > 0.109
iter: 385 | bound: 1 | nc: 39 | ncall: 4951 | eff(%): 7.776 | loglstar: -inf < -374.816 < inf | logz: -382.627 +/- 0.263 | dlogz: 228.243 > 0.109
iter: 386 | bound: 1 | nc: 39 | ncall: 4990 | eff(%): 7.735 | loglstar: -inf < -374.816 < inf | logz: -382.198 +/- 0.261 | dlogz: 227.714 > 0.109
iter: 387 | bound: 1 | nc: 39 | ncall: 5029 | eff(%): 7.695 | loglstar: -inf < -374.816 < inf | logz: -381.899 +/- 0.258 | dlogz: 227.275 > 0.109
iter: 388 | bound: 1 | nc: 39 | ncall: 5068 | eff(%): 7.656 | loglstar: -inf < -373.296 < inf | logz: -381.369 +/- 0.261 | dlogz: 226.966 > 0.109
iter: 389 | bound: 1 | nc: 39 | ncall: 5107 | eff(%): 7.617 | loglstar: -inf < -372.825 < inf | logz: -380.744 +/- 0.262 | dlogz: 226.426 > 0.109
iter: 390 | bound: 1 | nc: 39 | ncall: 5146 | eff(%): 7.579 | loglstar: -inf < -372.730 < inf | logz: -380.277 +/- 0.261 | dlogz: 225.790 > 0.109
iter: 391 | bound: 1 | nc: 39 | ncall: 5185 | eff(%): 7.541 | loglstar: -inf < -372.575 < inf | logz: -379.926 +/- 0.259 | dlogz: 225.313 > 0.109
iter: 392 | bound: 1 | nc: 39 | ncall: 5224 | eff(%): 7.504 | loglstar: -inf < -372.150 < inf | logz: -379.591 +/- 0.257 | dlogz: 224.953 > 0.109
iter: 393 | bound: 1 | nc: 39 | ncall: 5263 | eff(%): 7.467 | loglstar: -inf < -372.129 < inf | logz: -379.295 +/- 0.255 | dlogz: 224.608 > 0.109
iter: 394 | bound: 1 | nc: 39 | ncall: 5302 | eff(%): 7.431 | loglstar: -inf < -371.713 < inf | logz: -379.015 +/- 0.254 | dlogz: 224.302 > 0.109
iter: 395 | bound: 1 | nc: 39 | ncall: 5341 | eff(%): 7.396 | loglstar: -inf < -371.268 < inf | logz: -378.698 +/- 0.253 | dlogz: 224.012 > 0.109
iter: 396 | bound: 1 | nc: 39 | ncall: 5380 | eff(%): 7.361 | loglstar: -inf < -371.034 < inf | logz: -378.383 +/- 0.253 | dlogz: 223.685 > 0.109
iter: 397 | bound: 1 | nc: 39 | ncall: 5419 | eff(%): 7.326 | loglstar: -inf < -370.616 < inf | logz: -378.063 +/- 0.253 | dlogz: 223.360 > 0.109
iter: 398 | bound: 1 | nc: 39 | ncall: 5458 | eff(%): 7.292 | loglstar: -inf < -370.616 < inf | logz: -377.778 +/- 0.252 | dlogz: 223.030 > 0.109
iter: 399 | bound: 1 | nc: 39 | ncall: 5497 | eff(%): 7.259 | loglstar: -inf < -370.616 < inf | logz: -377.556 +/- 0.251 | dlogz: 222.735 > 0.109
iter: 400 | bound: 1 | nc: 39 | ncall: 5536 | eff(%): 7.225 | loglstar: -inf < -368.543 < inf | logz: -376.934 +/- 0.261 | dlogz: 222.503 > 0.109
iter: 401 | bound: 1 | nc: 39 | ncall: 5575 | eff(%): 7.193 | loglstar: -inf < -368.543 < inf | logz: -376.334 +/- 0.263 | dlogz: 221.871 > 0.109
iter: 402 | bound: 1 | nc: 39 | ncall: 5614 | eff(%): 7.161 | loglstar: -inf < -368.096 < inf | logz: -375.884 +/- 0.262 | dlogz: 221.261 > 0.109
iter: 403 | bound: 1 | nc: 39 | ncall: 5653 | eff(%): 7.129 | loglstar: -inf < -366.871 < inf | logz: -375.210 +/- 0.266 | dlogz: 220.801 > 0.109
iter: 404 | bound: 1 | nc: 39 | ncall: 5692 | eff(%): 7.098 | loglstar: -inf < -366.476 < inf | logz: -374.551 +/- 0.267 | dlogz: 220.117 > 0.109
iter: 405 | bound: 1 | nc: 39 | ncall: 5731 | eff(%): 7.067 | loglstar: -inf < -366.266 < inf | logz: -374.058 +/- 0.265 | dlogz: 219.448 > 0.109
iter: 406 | bound: 1 | nc: 39 | ncall: 5770 | eff(%): 7.036 | loglstar: -inf < -365.805 < inf | logz: -373.620 +/- 0.264 | dlogz: 218.945 > 0.109
iter: 407 | bound: 1 | nc: 39 | ncall: 5809 | eff(%): 7.006 | loglstar: -inf < -365.491 < inf | logz: -373.207 +/- 0.262 | dlogz: 218.497 > 0.109
iter: 408 | bound: 1 | nc: 39 | ncall: 5848 | eff(%): 6.977 | loglstar: -inf < -365.052 < inf | logz: -372.806 +/- 0.261 | dlogz: 218.074 > 0.109
iter: 409 | bound: 1 | nc: 39 | ncall: 5887 | eff(%): 6.948 | loglstar: -inf < -364.619 < inf | logz: -372.397 +/- 0.261 | dlogz: 217.663 > 0.109
iter: 410 | bound: 1 | nc: 39 | ncall: 5926 | eff(%): 6.919 | loglstar: -inf < -364.046 < inf | logz: -371.953 +/- 0.261 | dlogz: 217.244 > 0.109
iter: 411 | bound: 1 | nc: 39 | ncall: 5965 | eff(%): 6.890 | loglstar: -inf < -362.542 < inf | logz: -371.142 +/- 0.270 | dlogz: 216.790 > 0.109
iter: 412 | bound: 1 | nc: 39 | ncall: 6004 | eff(%): 6.862 | loglstar: -inf < -362.023 < inf | logz: -370.351 +/- 0.271 | dlogz: 215.970 > 0.109
iter: 413 | bound: 1 | nc: 39 | ncall: 6043 | eff(%): 6.834 | loglstar: -inf < -361.712 < inf | logz: -369.762 +/- 0.269 | dlogz: 215.169 > 0.109
iter: 414 | bound: 1 | nc: 39 | ncall: 6082 | eff(%): 6.807 | loglstar: -inf < -361.150 < inf | logz: -369.231 +/- 0.268 | dlogz: 214.569 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 6121 | eff(%): 6.780 | loglstar: -inf < -361.150 < inf | logz: -368.809 +/- 0.266 | dlogz: 214.028 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 6160 | eff(%): 6.753 | loglstar: -inf < -360.757 < inf | logz: -368.459 +/- 0.263 | dlogz: 213.596 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 6199 | eff(%): 6.727 | loglstar: -inf < -360.024 < inf | logz: -368.029 +/- 0.263 | dlogz: 213.237 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 6238 | eff(%): 6.701 | loglstar: -inf < -360.024 < inf | logz: -367.643 +/- 0.262 | dlogz: 212.797 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 6277 | eff(%): 6.675 | loglstar: -inf < -359.365 < inf | logz: -367.263 +/- 0.262 | dlogz: 212.400 > 0.109
iter: 420 | bound: 1 | nc: 39 | ncall: 6316 | eff(%): 6.650 | loglstar: -inf < -357.215 < inf | logz: -366.174 +/- 0.278 | dlogz: 212.011 > 0.109
iter: 421 | bound: 1 | nc: 39 | ncall: 6355 | eff(%): 6.625 | loglstar: -inf < -357.075 < inf | logz: -365.356 +/- 0.276 | dlogz: 210.911 > 0.109
iter: 422 | bound: 1 | nc: 39 | ncall: 6394 | eff(%): 6.600 | loglstar: -inf < -355.914 < inf | logz: -364.549 +/- 0.276 | dlogz: 210.083 > 0.109
iter: 423 | bound: 1 | nc: 39 | ncall: 6433 | eff(%): 6.575 | loglstar: -inf < -355.197 < inf | logz: -363.728 +/- 0.276 | dlogz: 209.266 > 0.109
iter: 424 | bound: 1 | nc: 39 | ncall: 6472 | eff(%): 6.551 | loglstar: -inf < -354.728 < inf | logz: -363.051 +/- 0.274 | dlogz: 208.436 > 0.109
iter: 425 | bound: 1 | nc: 39 | ncall: 6511 | eff(%): 6.527 | loglstar: -inf < -354.457 < inf | logz: -362.525 +/- 0.271 | dlogz: 207.749 > 0.109
iter: 426 | bound: 1 | nc: 39 | ncall: 6550 | eff(%): 6.504 | loglstar: -inf < -354.395 < inf | logz: -362.137 +/- 0.268 | dlogz: 207.213 > 0.109
iter: 427 | bound: 1 | nc: 39 | ncall: 6589 | eff(%): 6.480 | loglstar: -inf < -351.611 < inf | logz: -360.796 +/- 0.286 | dlogz: 206.815 > 0.109
iter: 428 | bound: 1 | nc: 39 | ncall: 6628 | eff(%): 6.457 | loglstar: -inf < -351.472 < inf | logz: -359.888 +/- 0.281 | dlogz: 205.464 > 0.109
iter: 429 | bound: 1 | nc: 39 | ncall: 6667 | eff(%): 6.435 | loglstar: -inf < -351.044 < inf | logz: -359.300 +/- 0.276 | dlogz: 204.546 > 0.109
iter: 430 | bound: 1 | nc: 39 | ncall: 6706 | eff(%): 6.412 | loglstar: -inf < -349.610 < inf | logz: -358.431 +/- 0.279 | dlogz: 203.948 > 0.109
iter: 431 | bound: 1 | nc: 39 | ncall: 6745 | eff(%): 6.390 | loglstar: -inf < -348.842 < inf | logz: -357.528 +/- 0.279 | dlogz: 203.069 > 0.109
iter: 432 | bound: 1 | nc: 39 | ncall: 6784 | eff(%): 6.368 | loglstar: -inf < -348.632 < inf | logz: -356.888 +/- 0.276 | dlogz: 202.157 > 0.109
iter: 433 | bound: 1 | nc: 39 | ncall: 6823 | eff(%): 6.346 | loglstar: -inf < -348.258 < inf | logz: -356.396 +/- 0.273 | dlogz: 201.506 > 0.109
iter: 434 | bound: 1 | nc: 39 | ncall: 6862 | eff(%): 6.325 | loglstar: -inf < -347.917 < inf | logz: -355.959 +/- 0.270 | dlogz: 201.005 > 0.109
iter: 435 | bound: 1 | nc: 39 | ncall: 6901 | eff(%): 6.303 | loglstar: -inf < -347.613 < inf | logz: -355.565 +/- 0.268 | dlogz: 200.558 > 0.109
iter: 436 | bound: 1 | nc: 39 | ncall: 6940 | eff(%): 6.282 | loglstar: -inf < -347.240 < inf | logz: -355.191 +/- 0.267 | dlogz: 200.154 > 0.109
iter: 437 | bound: 1 | nc: 39 | ncall: 6979 | eff(%): 6.262 | loglstar: -inf < -347.074 < inf | logz: -354.854 +/- 0.265 | dlogz: 199.769 > 0.109
iter: 438 | bound: 1 | nc: 39 | ncall: 7018 | eff(%): 6.241 | loglstar: -inf < -346.956 < inf | logz: -354.573 +/- 0.263 | dlogz: 199.423 > 0.109
iter: 439 | bound: 1 | nc: 39 | ncall: 7057 | eff(%): 6.221 | loglstar: -inf < -346.584 < inf | logz: -354.299 +/- 0.262 | dlogz: 199.131 > 0.109
iter: 440 | bound: 1 | nc: 39 | ncall: 7096 | eff(%): 6.201 | loglstar: -inf < -346.240 < inf | logz: -354.007 +/- 0.261 | dlogz: 198.847 > 0.109
iter: 441 | bound: 1 | nc: 39 | ncall: 7135 | eff(%): 6.181 | loglstar: -inf < -346.194 < inf | logz: -353.745 +/- 0.260 | dlogz: 198.546 > 0.109
iter: 442 | bound: 1 | nc: 39 | ncall: 7174 | eff(%): 6.161 | loglstar: -inf < -345.957 < inf | logz: -353.510 +/- 0.259 | dlogz: 198.273 > 0.109
iter: 443 | bound: 1 | nc: 39 | ncall: 7213 | eff(%): 6.142 | loglstar: -inf < -345.452 < inf | logz: -353.241 +/- 0.259 | dlogz: 198.028 > 0.109
iter: 444 | bound: 1 | nc: 39 | ncall: 7252 | eff(%): 6.122 | loglstar: -inf < -344.400 < inf | logz: -352.795 +/- 0.263 | dlogz: 197.750 > 0.109
iter: 445 | bound: 1 | nc: 39 | ncall: 7291 | eff(%): 6.103 | loglstar: -inf < -344.238 < inf | logz: -352.342 +/- 0.265 | dlogz: 197.294 > 0.109
iter: 446 | bound: 1 | nc: 39 | ncall: 7330 | eff(%): 6.085 | loglstar: -inf < -342.997 < inf | logz: -351.715 +/- 0.271 | dlogz: 196.830 > 0.109
iter: 447 | bound: 1 | nc: 39 | ncall: 7369 | eff(%): 6.066 | loglstar: -inf < -342.975 < inf | logz: -351.171 +/- 0.271 | dlogz: 196.194 > 0.109
iter: 448 | bound: 1 | nc: 39 | ncall: 7408 | eff(%): 6.048 | loglstar: -inf < -342.555 < inf | logz: -350.746 +/- 0.270 | dlogz: 195.640 > 0.109
iter: 449 | bound: 1 | nc: 39 | ncall: 7447 | eff(%): 6.029 | loglstar: -inf < -342.274 < inf | logz: -350.354 +/- 0.269 | dlogz: 195.205 > 0.109
iter: 450 | bound: 1 | nc: 39 | ncall: 7486 | eff(%): 6.011 | loglstar: -inf < -341.159 < inf | logz: -349.799 +/- 0.272 | dlogz: 194.803 > 0.109
iter: 451 | bound: 1 | nc: 39 | ncall: 7525 | eff(%): 5.993 | loglstar: -inf < -340.693 < inf | logz: -349.198 +/- 0.273 | dlogz: 194.238 > 0.109
iter: 452 | bound: 2 | nc: 39 | ncall: 7564 | eff(%): 5.976 | loglstar: -inf < -339.647 < inf | logz: -348.477 +/- 0.276 | dlogz: 193.627 > 0.109
iter: 453 | bound: 2 | nc: 39 | ncall: 7603 | eff(%): 5.958 | loglstar: -inf < -339.599 < inf | logz: -347.905 +/- 0.275 | dlogz: 192.896 > 0.109
iter: 454 | bound: 2 | nc: 39 | ncall: 7642 | eff(%): 5.941 | loglstar: -inf < -337.801 < inf | logz: -346.968 +/- 0.283 | dlogz: 192.314 > 0.109
iter: 455 | bound: 2 | nc: 39 | ncall: 7681 | eff(%): 5.924 | loglstar: -inf < -337.137 < inf | logz: -346.043 +/- 0.283 | dlogz: 191.367 > 0.109
iter: 456 | bound: 2 | nc: 39 | ncall: 7720 | eff(%): 5.907 | loglstar: -inf < -337.107 < inf | logz: -345.455 +/- 0.279 | dlogz: 190.432 > 0.109
iter: 457 | bound: 2 | nc: 39 | ncall: 7759 | eff(%): 5.890 | loglstar: -inf < -336.390 < inf | logz: -344.935 +/- 0.277 | dlogz: 189.834 > 0.109
iter: 458 | bound: 2 | nc: 39 | ncall: 7798 | eff(%): 5.873 | loglstar: -inf < -336.278 < inf | logz: -344.484 +/- 0.275 | dlogz: 189.305 > 0.109
iter: 459 | bound: 2 | nc: 39 | ncall: 7837 | eff(%): 5.857 | loglstar: -inf < -336.237 < inf | logz: -344.156 +/- 0.272 | dlogz: 188.843 > 0.109
iter: 460 | bound: 2 | nc: 39 | ncall: 7876 | eff(%): 5.841 | loglstar: -inf < -336.060 < inf | logz: -343.886 +/- 0.270 | dlogz: 188.506 > 0.109
iter: 461 | bound: 2 | nc: 39 | ncall: 7915 | eff(%): 5.824 | loglstar: -inf < -335.876 < inf | logz: -343.639 +/- 0.267 | dlogz: 188.226 > 0.109
iter: 462 | bound: 2 | nc: 39 | ncall: 7954 | eff(%): 5.808 | loglstar: -inf < -335.436 < inf | logz: -343.375 +/- 0.266 | dlogz: 187.969 > 0.109
iter: 463 | bound: 2 | nc: 39 | ncall: 7993 | eff(%): 5.793 | loglstar: -inf < -334.918 < inf | logz: -343.057 +/- 0.266 | dlogz: 187.695 > 0.109
iter: 464 | bound: 2 | nc: 39 | ncall: 8032 | eff(%): 5.777 | loglstar: -inf < -334.411 < inf | logz: -342.685 +/- 0.267 | dlogz: 187.366 > 0.109
iter: 465 | bound: 2 | nc: 39 | ncall: 8071 | eff(%): 5.761 | loglstar: -inf < -333.779 < inf | logz: -342.246 +/- 0.269 | dlogz: 186.985 > 0.109
iter: 466 | bound: 2 | nc: 39 | ncall: 8110 | eff(%): 5.746 | loglstar: -inf < -332.723 < inf | logz: -341.609 +/- 0.274 | dlogz: 186.536 > 0.109
iter: 467 | bound: 2 | nc: 39 | ncall: 8149 | eff(%): 5.731 | loglstar: -inf < -332.677 < inf | logz: -341.073 +/- 0.275 | dlogz: 185.888 > 0.109
iter: 468 | bound: 2 | nc: 39 | ncall: 8188 | eff(%): 5.716 | loglstar: -inf < -331.878 < inf | logz: -340.556 +/- 0.275 | dlogz: 185.343 > 0.109
iter: 469 | bound: 2 | nc: 39 | ncall: 8227 | eff(%): 5.701 | loglstar: -inf < -330.863 < inf | logz: -339.845 +/- 0.279 | dlogz: 184.816 > 0.109
iter: 470 | bound: 2 | nc: 39 | ncall: 8266 | eff(%): 5.686 | loglstar: -inf < -330.240 < inf | logz: -339.122 +/- 0.280 | dlogz: 184.095 > 0.109
iter: 471 | bound: 2 | nc: 39 | ncall: 8305 | eff(%): 5.671 | loglstar: -inf < -329.862 < inf | logz: -338.525 +/- 0.279 | dlogz: 183.362 > 0.109
iter: 472 | bound: 2 | nc: 39 | ncall: 8344 | eff(%): 5.657 | loglstar: -inf < -329.816 < inf | logz: -338.094 +/- 0.277 | dlogz: 182.756 > 0.109
iter: 473 | bound: 2 | nc: 39 | ncall: 8383 | eff(%): 5.642 | loglstar: -inf < -328.831 < inf | logz: -337.591 +/- 0.277 | dlogz: 182.314 > 0.109
iter: 474 | bound: 2 | nc: 39 | ncall: 8422 | eff(%): 5.628 | loglstar: -inf < -328.831 < inf | logz: -337.137 +/- 0.276 | dlogz: 181.801 > 0.109
iter: 475 | bound: 2 | nc: 39 | ncall: 8461 | eff(%): 5.614 | loglstar: -inf < -327.914 < inf | logz: -336.650 +/- 0.276 | dlogz: 181.337 > 0.109
iter: 476 | bound: 2 | nc: 39 | ncall: 8500 | eff(%): 5.600 | loglstar: -inf < -327.300 < inf | logz: -336.075 +/- 0.277 | dlogz: 180.840 > 0.109
iter: 477 | bound: 2 | nc: 39 | ncall: 8539 | eff(%): 5.586 | loglstar: -inf < -326.666 < inf | logz: -335.482 +/- 0.278 | dlogz: 180.256 > 0.109
iter: 478 | bound: 2 | nc: 39 | ncall: 8578 | eff(%): 5.572 | loglstar: -inf < -326.598 < inf | logz: -335.012 +/- 0.277 | dlogz: 179.652 > 0.109
iter: 479 | bound: 2 | nc: 39 | ncall: 8617 | eff(%): 5.559 | loglstar: -inf < -326.457 < inf | logz: -334.667 +/- 0.275 | dlogz: 179.173 > 0.109
iter: 480 | bound: 2 | nc: 39 | ncall: 8656 | eff(%): 5.545 | loglstar: -inf < -326.450 < inf | logz: -334.396 +/- 0.273 | dlogz: 178.817 > 0.109
iter: 481 | bound: 2 | nc: 39 | ncall: 8695 | eff(%): 5.532 | loglstar: -inf < -326.225 < inf | logz: -334.161 +/- 0.271 | dlogz: 178.537 > 0.109
iter: 482 | bound: 2 | nc: 39 | ncall: 8734 | eff(%): 5.519 | loglstar: -inf < -325.623 < inf | logz: -333.879 +/- 0.270 | dlogz: 178.292 > 0.109
iter: 483 | bound: 2 | nc: 39 | ncall: 8773 | eff(%): 5.506 | loglstar: -inf < -325.555 < inf | logz: -333.597 +/- 0.269 | dlogz: 177.999 > 0.109
iter: 484 | bound: 2 | nc: 39 | ncall: 8812 | eff(%): 5.493 | loglstar: -inf < -325.543 < inf | logz: -333.371 +/- 0.268 | dlogz: 177.708 > 0.109
iter: 485 | bound: 2 | nc: 39 | ncall: 8851 | eff(%): 5.480 | loglstar: -inf < -325.523 < inf | logz: -333.186 +/- 0.266 | dlogz: 177.472 > 0.109
iter: 486 | bound: 2 | nc: 39 | ncall: 8890 | eff(%): 5.467 | loglstar: -inf < -325.491 < inf | logz: -333.028 +/- 0.265 | dlogz: 177.277 > 0.109
iter: 487 | bound: 2 | nc: 39 | ncall: 8929 | eff(%): 5.454 | loglstar: -inf < -325.387 < inf | logz: -332.883 +/- 0.263 | dlogz: 177.109 > 0.109
iter: 488 | bound: 2 | nc: 39 | ncall: 8968 | eff(%): 5.442 | loglstar: -inf < -325.175 < inf | logz: -332.738 +/- 0.262 | dlogz: 176.954 > 0.109
iter: 489 | bound: 2 | nc: 39 | ncall: 9007 | eff(%): 5.429 | loglstar: -inf < -325.161 < inf | logz: -332.599 +/- 0.261 | dlogz: 176.799 > 0.109
iter: 490 | bound: 2 | nc: 39 | ncall: 9046 | eff(%): 5.417 | loglstar: -inf < -325.097 < inf | logz: -332.473 +/- 0.260 | dlogz: 176.650 > 0.109
iter: 491 | bound: 2 | nc: 39 | ncall: 9085 | eff(%): 5.405 | loglstar: -inf < -324.994 < inf | logz: -332.354 +/- 0.259 | dlogz: 176.514 > 0.109
iter: 492 | bound: 2 | nc: 39 | ncall: 9124 | eff(%): 5.392 | loglstar: -inf < -323.730 < inf | logz: -332.117 +/- 0.261 | dlogz: 176.385 > 0.109
iter: 493 | bound: 2 | nc: 39 | ncall: 9163 | eff(%): 5.380 | loglstar: -inf < -323.618 < inf | logz: -331.822 +/- 0.263 | dlogz: 176.138 > 0.109
iter: 494 | bound: 2 | nc: 39 | ncall: 9202 | eff(%): 5.368 | loglstar: -inf < -323.515 < inf | logz: -331.573 +/- 0.264 | dlogz: 175.833 > 0.109
iter: 495 | bound: 2 | nc: 39 | ncall: 9241 | eff(%): 5.357 | loglstar: -inf < -322.956 < inf | logz: -331.299 +/- 0.265 | dlogz: 175.574 > 0.109
iter: 496 | bound: 2 | nc: 39 | ncall: 9280 | eff(%): 5.345 | loglstar: -inf < -322.763 < inf | logz: -331.011 +/- 0.266 | dlogz: 175.291 > 0.109
iter: 497 | bound: 2 | nc: 39 | ncall: 9319 | eff(%): 5.333 | loglstar: -inf < -321.089 < inf | logz: -330.391 +/- 0.276 | dlogz: 174.993 > 0.109
iter: 498 | bound: 2 | nc: 39 | ncall: 9358 | eff(%): 5.322 | loglstar: -inf < -320.892 < inf | logz: -329.773 +/- 0.279 | dlogz: 174.362 > 0.109
iter: 499 | bound: 2 | nc: 39 | ncall: 9397 | eff(%): 5.310 | loglstar: -inf < -320.687 < inf | logz: -329.329 +/- 0.279 | dlogz: 173.734 > 0.109
iter: 500 | bound: 2 | nc: 39 | ncall: 9436 | eff(%): 5.299 | loglstar: -inf < -320.687 < inf | logz: -328.996 +/- 0.277 | dlogz: 173.281 > 0.109
iter: 501 | bound: 2 | nc: 39 | ncall: 9475 | eff(%): 5.288 | loglstar: -inf < -320.687 < inf | logz: -328.747 +/- 0.275 | dlogz: 172.938 > 0.109
iter: 502 | bound: 2 | nc: 39 | ncall: 9514 | eff(%): 5.276 | loglstar: -inf < -319.597 < inf | logz: -328.392 +/- 0.275 | dlogz: 172.678 > 0.109
iter: 503 | bound: 2 | nc: 39 | ncall: 9553 | eff(%): 5.265 | loglstar: -inf < -317.504 < inf | logz: -327.289 +/- 0.291 | dlogz: 172.314 > 0.109
iter: 504 | bound: 2 | nc: 39 | ncall: 9592 | eff(%): 5.254 | loglstar: -inf < -314.409 < inf | logz: -324.609 +/- 0.312 | dlogz: 171.201 > 0.109
iter: 505 | bound: 2 | nc: 39 | ncall: 9631 | eff(%): 5.243 | loglstar: -inf < -313.626 < inf | logz: -323.270 +/- 0.301 | dlogz: 168.510 > 0.109
iter: 506 | bound: 2 | nc: 39 | ncall: 9670 | eff(%): 5.233 | loglstar: -inf < -313.112 < inf | logz: -322.420 +/- 0.295 | dlogz: 168.088 > 0.109
iter: 507 | bound: 2 | nc: 39 | ncall: 9709 | eff(%): 5.222 | loglstar: -inf < -313.087 < inf | logz: -321.879 +/- 0.290 | dlogz: 167.228 > 0.109
iter: 508 | bound: 2 | nc: 39 | ncall: 9748 | eff(%): 5.211 | loglstar: -inf < -313.013 < inf | logz: -321.517 +/- 0.286 | dlogz: 166.677 > 0.109
iter: 509 | bound: 2 | nc: 39 | ncall: 9787 | eff(%): 5.201 | loglstar: -inf < -312.200 < inf | logz: -321.107 +/- 0.283 | dlogz: 166.305 > 0.109
iter: 510 | bound: 2 | nc: 39 | ncall: 9826 | eff(%): 5.190 | loglstar: -inf < -311.934 < inf | logz: -320.681 +/- 0.282 | dlogz: 165.885 > 0.109
iter: 511 | bound: 2 | nc: 39 | ncall: 9865 | eff(%): 5.180 | loglstar: -inf < -311.807 < inf | logz: -320.334 +/- 0.280 | dlogz: 165.449 > 0.109
iter: 512 | bound: 2 | nc: 39 | ncall: 9904 | eff(%): 5.170 | loglstar: -inf < -311.484 < inf | logz: -320.020 +/- 0.278 | dlogz: 165.092 > 0.109
iter: 513 | bound: 2 | nc: 39 | ncall: 9943 | eff(%): 5.159 | loglstar: -inf < -310.872 < inf | logz: -319.656 +/- 0.278 | dlogz: 164.769 > 0.109
iter: 514 | bound: 2 | nc: 39 | ncall: 9982 | eff(%): 5.149 | loglstar: -inf < -310.662 < inf | logz: -319.293 +/- 0.278 | dlogz: 164.394 > 0.109
iter: 515 | bound: 2 | nc: 39 | ncall: 10021 | eff(%): 5.139 | loglstar: -inf < -310.338 < inf | logz: -318.959 +/- 0.277 | dlogz: 164.021 > 0.109
iter: 516 | bound: 2 | nc: 39 | ncall: 10060 | eff(%): 5.129 | loglstar: -inf < -310.219 < inf | logz: -318.661 +/- 0.276 | dlogz: 163.678 > 0.109
iter: 517 | bound: 2 | nc: 39 | ncall: 10099 | eff(%): 5.119 | loglstar: -inf < -309.472 < inf | logz: -318.310 +/- 0.277 | dlogz: 163.370 > 0.109
iter: 518 | bound: 2 | nc: 39 | ncall: 10138 | eff(%): 5.109 | loglstar: -inf < -309.339 < inf | logz: -317.956 +/- 0.277 | dlogz: 163.009 > 0.109
iter: 519 | bound: 2 | nc: 39 | ncall: 10177 | eff(%): 5.100 | loglstar: -inf < -308.444 < inf | logz: -317.522 +/- 0.279 | dlogz: 162.644 > 0.109
iter: 520 | bound: 2 | nc: 39 | ncall: 10216 | eff(%): 5.090 | loglstar: -inf < -308.187 < inf | logz: -317.072 +/- 0.280 | dlogz: 162.200 > 0.109
iter: 521 | bound: 2 | nc: 39 | ncall: 10255 | eff(%): 5.080 | loglstar: -inf < -307.928 < inf | logz: -316.691 +/- 0.279 | dlogz: 161.741 > 0.109
iter: 522 | bound: 2 | nc: 39 | ncall: 10294 | eff(%): 5.071 | loglstar: -inf < -307.347 < inf | logz: -316.290 +/- 0.280 | dlogz: 161.350 > 0.109
iter: 523 | bound: 2 | nc: 39 | ncall: 10333 | eff(%): 5.061 | loglstar: -inf < -307.051 < inf | logz: -315.890 +/- 0.280 | dlogz: 160.939 > 0.109
iter: 524 | bound: 2 | nc: 39 | ncall: 10372 | eff(%): 5.052 | loglstar: -inf < -306.680 < inf | logz: -315.512 +/- 0.280 | dlogz: 160.528 > 0.109
iter: 525 | bound: 2 | nc: 39 | ncall: 10411 | eff(%): 5.043 | loglstar: -inf < -306.358 < inf | logz: -315.148 +/- 0.279 | dlogz: 160.141 > 0.109
iter: 526 | bound: 2 | nc: 39 | ncall: 10450 | eff(%): 5.033 | loglstar: -inf < -305.463 < inf | logz: -314.676 +/- 0.282 | dlogz: 159.767 > 0.109
iter: 527 | bound: 2 | nc: 39 | ncall: 10489 | eff(%): 5.024 | loglstar: -inf < -305.326 < inf | logz: -314.227 +/- 0.282 | dlogz: 159.285 > 0.109
iter: 528 | bound: 2 | nc: 39 | ncall: 10528 | eff(%): 5.015 | loglstar: -inf < -304.859 < inf | logz: -313.823 +/- 0.282 | dlogz: 158.825 > 0.109
iter: 529 | bound: 2 | nc: 39 | ncall: 10567 | eff(%): 5.006 | loglstar: -inf < -304.793 < inf | logz: -313.474 +/- 0.281 | dlogz: 158.412 > 0.109
iter: 530 | bound: 2 | nc: 39 | ncall: 10606 | eff(%): 4.997 | loglstar: -inf < -303.477 < inf | logz: -312.936 +/- 0.284 | dlogz: 158.053 > 0.109
iter: 531 | bound: 2 | nc: 39 | ncall: 10645 | eff(%): 4.988 | loglstar: -inf < -303.477 < inf | logz: -312.432 +/- 0.285 | dlogz: 157.505 > 0.109
iter: 532 | bound: 2 | nc: 39 | ncall: 10684 | eff(%): 4.979 | loglstar: -inf < -303.477 < inf | logz: -312.098 +/- 0.283 | dlogz: 156.991 > 0.109
iter: 533 | bound: 2 | nc: 39 | ncall: 10723 | eff(%): 4.971 | loglstar: -inf < -302.015 < inf | logz: -311.549 +/- 0.286 | dlogz: 156.647 > 0.109
iter: 534 | bound: 2 | nc: 39 | ncall: 10762 | eff(%): 4.962 | loglstar: -inf < -301.825 < inf | logz: -310.989 +/- 0.287 | dlogz: 156.088 > 0.109
iter: 535 | bound: 2 | nc: 39 | ncall: 10801 | eff(%): 4.953 | loglstar: -inf < -301.388 < inf | logz: -310.524 +/- 0.286 | dlogz: 155.518 > 0.109
iter: 536 | bound: 2 | nc: 39 | ncall: 10840 | eff(%): 4.945 | loglstar: -inf < -301.326 < inf | logz: -310.144 +/- 0.285 | dlogz: 155.043 > 0.109
iter: 537 | bound: 2 | nc: 39 | ncall: 10879 | eff(%): 4.936 | loglstar: -inf < -300.760 < inf | logz: -309.776 +/- 0.284 | dlogz: 154.653 > 0.109
iter: 538 | bound: 2 | nc: 39 | ncall: 10918 | eff(%): 4.928 | loglstar: -inf < -298.768 < inf | logz: -308.813 +/- 0.295 | dlogz: 154.275 > 0.109
iter: 539 | bound: 2 | nc: 39 | ncall: 10957 | eff(%): 4.919 | loglstar: -inf < -297.930 < inf | logz: -307.789 +/- 0.298 | dlogz: 153.302 > 0.109
iter: 540 | bound: 2 | nc: 39 | ncall: 10996 | eff(%): 4.911 | loglstar: -inf < -297.902 < inf | logz: -307.148 +/- 0.295 | dlogz: 152.268 > 0.109
iter: 541 | bound: 2 | nc: 39 | ncall: 11035 | eff(%): 4.903 | loglstar: -inf < -297.902 < inf | logz: -306.756 +/- 0.291 | dlogz: 151.617 > 0.109
iter: 542 | bound: 2 | nc: 39 | ncall: 11074 | eff(%): 4.894 | loglstar: -inf < -297.206 < inf | logz: -306.366 +/- 0.289 | dlogz: 151.215 > 0.109
iter: 543 | bound: 2 | nc: 39 | ncall: 11113 | eff(%): 4.886 | loglstar: -inf < -296.996 < inf | logz: -305.976 +/- 0.287 | dlogz: 150.815 > 0.109
iter: 544 | bound: 2 | nc: 39 | ncall: 11152 | eff(%): 4.878 | loglstar: -inf < -296.693 < inf | logz: -305.628 +/- 0.285 | dlogz: 150.415 > 0.109
iter: 545 | bound: 2 | nc: 39 | ncall: 11191 | eff(%): 4.870 | loglstar: -inf < -296.271 < inf | logz: -305.276 +/- 0.284 | dlogz: 150.057 > 0.109
iter: 546 | bound: 2 | nc: 39 | ncall: 11230 | eff(%): 4.862 | loglstar: -inf < -295.036 < inf | logz: -304.695 +/- 0.288 | dlogz: 149.695 > 0.109
iter: 547 | bound: 2 | nc: 39 | ncall: 11269 | eff(%): 4.854 | loglstar: -inf < -294.247 < inf | logz: -303.961 +/- 0.292 | dlogz: 149.104 > 0.109
iter: 548 | bound: 2 | nc: 39 | ncall: 11308 | eff(%): 4.846 | loglstar: -inf < -293.999 < inf | logz: -303.369 +/- 0.292 | dlogz: 148.361 > 0.109
iter: 549 | bound: 2 | nc: 39 | ncall: 11347 | eff(%): 4.838 | loglstar: -inf < -293.125 < inf | logz: -302.757 +/- 0.292 | dlogz: 147.759 > 0.109
iter: 550 | bound: 2 | nc: 39 | ncall: 11386 | eff(%): 4.830 | loglstar: -inf < -293.114 < inf | logz: -302.261 +/- 0.291 | dlogz: 147.137 > 0.109
iter: 551 | bound: 2 | nc: 39 | ncall: 11425 | eff(%): 4.823 | loglstar: -inf < -292.639 < inf | logz: -301.850 +/- 0.289 | dlogz: 146.631 > 0.109
iter: 552 | bound: 3 | nc: 39 | ncall: 11464 | eff(%): 4.815 | loglstar: -inf < -292.032 < inf | logz: -301.391 +/- 0.289 | dlogz: 146.210 > 0.109
iter: 553 | bound: 3 | nc: 39 | ncall: 11503 | eff(%): 4.807 | loglstar: -inf < -290.670 < inf | logz: -300.622 +/- 0.294 | dlogz: 145.741 > 0.109
iter: 554 | bound: 3 | nc: 39 | ncall: 11542 | eff(%): 4.800 | loglstar: -inf < -290.579 < inf | logz: -299.987 +/- 0.294 | dlogz: 144.962 > 0.109
iter: 555 | bound: 3 | nc: 39 | ncall: 11581 | eff(%): 4.792 | loglstar: -inf < -290.156 < inf | logz: -299.508 +/- 0.292 | dlogz: 144.317 > 0.109
iter: 556 | bound: 3 | nc: 39 | ncall: 11620 | eff(%): 4.785 | loglstar: -inf < -288.613 < inf | logz: -298.679 +/- 0.297 | dlogz: 143.828 > 0.109
iter: 557 | bound: 3 | nc: 39 | ncall: 11659 | eff(%): 4.777 | loglstar: -inf < -288.613 < inf | logz: -298.022 +/- 0.296 | dlogz: 142.989 > 0.109
iter: 558 | bound: 3 | nc: 39 | ncall: 11698 | eff(%): 4.770 | loglstar: -inf < -288.238 < inf | logz: -297.565 +/- 0.293 | dlogz: 142.322 > 0.109
iter: 559 | bound: 3 | nc: 39 | ncall: 11737 | eff(%): 4.763 | loglstar: -inf < -288.180 < inf | logz: -297.198 +/- 0.291 | dlogz: 141.855 > 0.109
iter: 560 | bound: 3 | nc: 39 | ncall: 11776 | eff(%): 4.755 | loglstar: -inf < -287.912 < inf | logz: -296.889 +/- 0.288 | dlogz: 141.478 > 0.109
iter: 561 | bound: 3 | nc: 39 | ncall: 11815 | eff(%): 4.748 | loglstar: -inf < -285.723 < inf | logz: -295.982 +/- 0.299 | dlogz: 141.159 > 0.109
iter: 562 | bound: 3 | nc: 39 | ncall: 11854 | eff(%): 4.741 | loglstar: -inf < -285.450 < inf | logz: -295.181 +/- 0.299 | dlogz: 140.242 > 0.109
iter: 563 | bound: 3 | nc: 39 | ncall: 11893 | eff(%): 4.734 | loglstar: -inf < -284.849 < inf | logz: -294.552 +/- 0.297 | dlogz: 139.431 > 0.109
iter: 564 | bound: 3 | nc: 39 | ncall: 11932 | eff(%): 4.727 | loglstar: -inf < -284.645 < inf | logz: -294.043 +/- 0.295 | dlogz: 138.792 > 0.109
iter: 565 | bound: 3 | nc: 39 | ncall: 11971 | eff(%): 4.720 | loglstar: -inf < -284.063 < inf | logz: -293.568 +/- 0.293 | dlogz: 138.273 > 0.109
iter: 566 | bound: 3 | nc: 39 | ncall: 12010 | eff(%): 4.713 | loglstar: -inf < -283.324 < inf | logz: -293.013 +/- 0.294 | dlogz: 137.788 > 0.109
iter: 567 | bound: 3 | nc: 39 | ncall: 12049 | eff(%): 4.706 | loglstar: -inf < -283.117 < inf | logz: -292.520 +/- 0.293 | dlogz: 137.223 > 0.109
iter: 568 | bound: 3 | nc: 39 | ncall: 12088 | eff(%): 4.699 | loglstar: -inf < -282.544 < inf | logz: -292.057 +/- 0.292 | dlogz: 136.720 > 0.109
iter: 569 | bound: 3 | nc: 39 | ncall: 12127 | eff(%): 4.692 | loglstar: -inf < -281.972 < inf | logz: -291.555 +/- 0.292 | dlogz: 136.247 > 0.109
iter: 570 | bound: 3 | nc: 39 | ncall: 12166 | eff(%): 4.685 | loglstar: -inf < -280.400 < inf | logz: -290.659 +/- 0.300 | dlogz: 135.736 > 0.109
iter: 571 | bound: 3 | nc: 39 | ncall: 12205 | eff(%): 4.678 | loglstar: -inf < -280.258 < inf | logz: -289.943 +/- 0.299 | dlogz: 134.829 > 0.109
iter: 572 | bound: 3 | nc: 39 | ncall: 12244 | eff(%): 4.672 | loglstar: -inf < -280.120 < inf | logz: -289.485 +/- 0.296 | dlogz: 134.104 > 0.109
iter: 573 | bound: 3 | nc: 39 | ncall: 12283 | eff(%): 4.665 | loglstar: -inf < -279.897 < inf | logz: -289.122 +/- 0.293 | dlogz: 133.636 > 0.109
iter: 574 | bound: 3 | nc: 39 | ncall: 12322 | eff(%): 4.658 | loglstar: -inf < -278.514 < inf | logz: -288.515 +/- 0.296 | dlogz: 133.263 > 0.109
iter: 575 | bound: 3 | nc: 39 | ncall: 12361 | eff(%): 4.652 | loglstar: -inf < -278.012 < inf | logz: -287.844 +/- 0.297 | dlogz: 132.645 > 0.109
iter: 576 | bound: 3 | nc: 39 | ncall: 12400 | eff(%): 4.645 | loglstar: -inf < -277.704 < inf | logz: -287.307 +/- 0.296 | dlogz: 131.965 > 0.109
iter: 577 | bound: 3 | nc: 39 | ncall: 12439 | eff(%): 4.639 | loglstar: -inf < -277.223 < inf | logz: -286.824 +/- 0.295 | dlogz: 131.418 > 0.109
iter: 578 | bound: 3 | nc: 39 | ncall: 12478 | eff(%): 4.632 | loglstar: -inf < -276.462 < inf | logz: -286.272 +/- 0.295 | dlogz: 130.925 > 0.109
iter: 579 | bound: 3 | nc: 39 | ncall: 12517 | eff(%): 4.626 | loglstar: -inf < -275.325 < inf | logz: -285.494 +/- 0.299 | dlogz: 130.363 > 0.109
iter: 580 | bound: 3 | nc: 39 | ncall: 12556 | eff(%): 4.619 | loglstar: -inf < -275.260 < inf | logz: -284.885 +/- 0.298 | dlogz: 129.575 > 0.109
iter: 581 | bound: 3 | nc: 39 | ncall: 12595 | eff(%): 4.613 | loglstar: -inf < -274.951 < inf | logz: -284.446 +/- 0.296 | dlogz: 128.956 > 0.109
iter: 582 | bound: 3 | nc: 39 | ncall: 12634 | eff(%): 4.607 | loglstar: -inf < -274.818 < inf | logz: -284.086 +/- 0.294 | dlogz: 128.507 > 0.109
iter: 583 | bound: 3 | nc: 39 | ncall: 12673 | eff(%): 4.600 | loglstar: -inf < -274.555 < inf | logz: -283.773 +/- 0.292 | dlogz: 128.137 > 0.109
iter: 584 | bound: 3 | nc: 39 | ncall: 12712 | eff(%): 4.594 | loglstar: -inf < -274.182 < inf | logz: -283.458 +/- 0.290 | dlogz: 127.814 > 0.109
iter: 585 | bound: 3 | nc: 39 | ncall: 12751 | eff(%): 4.588 | loglstar: -inf < -274.182 < inf | logz: -283.181 +/- 0.289 | dlogz: 127.490 > 0.109
iter: 586 | bound: 3 | nc: 39 | ncall: 12790 | eff(%): 4.582 | loglstar: -inf < -273.826 < inf | logz: -282.928 +/- 0.288 | dlogz: 127.203 > 0.109
iter: 587 | bound: 3 | nc: 39 | ncall: 12829 | eff(%): 4.576 | loglstar: -inf < -273.441 < inf | logz: -282.650 +/- 0.287 | dlogz: 126.940 > 0.109
iter: 588 | bound: 3 | nc: 39 | ncall: 12868 | eff(%): 4.569 | loglstar: -inf < -273.223 < inf | logz: -282.371 +/- 0.286 | dlogz: 126.651 > 0.109
iter: 589 | bound: 3 | nc: 39 | ncall: 12907 | eff(%): 4.563 | loglstar: -inf < -272.804 < inf | logz: -282.081 +/- 0.286 | dlogz: 181.173 > 0.109
iter: 590 | bound: 3 | nc: 39 | ncall: 12946 | eff(%): 4.557 | loglstar: -inf < -272.315 < inf | logz: -281.747 +/- 0.287 | dlogz: 180.873 > 0.109
iter: 591 | bound: 3 | nc: 39 | ncall: 12985 | eff(%): 4.551 | loglstar: -inf < -272.026 < inf | logz: -281.406 +/- 0.288 | dlogz: 180.530 > 0.109
iter: 592 | bound: 3 | nc: 39 | ncall: 13024 | eff(%): 4.545 | loglstar: -inf < -271.926 < inf | logz: -281.110 +/- 0.287 | dlogz: 180.179 > 0.109
iter: 593 | bound: 3 | nc: 39 | ncall: 13063 | eff(%): 4.540 | loglstar: -inf < -271.648 < inf | logz: -280.841 +/- 0.287 | dlogz: 179.873 > 0.109
iter: 594 | bound: 3 | nc: 39 | ncall: 13102 | eff(%): 4.534 | loglstar: -inf < -271.541 < inf | logz: -280.594 +/- 0.286 | dlogz: 179.594 > 0.109
iter: 595 | bound: 3 | nc: 39 | ncall: 13141 | eff(%): 4.528 | loglstar: -inf < -271.176 < inf | logz: -280.347 +/- 0.286 | dlogz: 179.336 > 0.109
iter: 596 | bound: 3 | nc: 39 | ncall: 13180 | eff(%): 4.522 | loglstar: -inf < -271.096 < inf | logz: -280.112 +/- 0.285 | dlogz: 179.080 > 0.109
iter: 597 | bound: 3 | nc: 39 | ncall: 13219 | eff(%): 4.516 | loglstar: -inf < -270.830 < inf | logz: -279.889 +/- 0.285 | dlogz: 178.835 > 0.109
iter: 598 | bound: 3 | nc: 39 | ncall: 13258 | eff(%): 4.510 | loglstar: -inf < -270.512 < inf | logz: -279.654 +/- 0.285 | dlogz: 178.602 > 0.109
iter: 599 | bound: 3 | nc: 39 | ncall: 13297 | eff(%): 4.505 | loglstar: -inf < -270.080 < inf | logz: -279.388 +/- 0.285 | dlogz: 178.357 > 0.109
iter: 600 | bound: 3 | nc: 39 | ncall: 13336 | eff(%): 4.499 | loglstar: -inf < -270.080 < inf | logz: -279.138 +/- 0.285 | dlogz: 178.080 > 0.109
iter: 601 | bound: 3 | nc: 39 | ncall: 13375 | eff(%): 4.493 | loglstar: -inf < -269.937 < inf | logz: -278.928 +/- 0.284 | dlogz: 177.821 > 0.109
iter: 602 | bound: 3 | nc: 39 | ncall: 13414 | eff(%): 4.488 | loglstar: -inf < -269.785 < inf | logz: -278.732 +/- 0.284 | dlogz: 177.601 > 0.109
iter: 603 | bound: 3 | nc: 39 | ncall: 13453 | eff(%): 4.482 | loglstar: -inf < -269.620 < inf | logz: -278.544 +/- 0.283 | dlogz: 177.395 > 0.109
iter: 604 | bound: 3 | nc: 39 | ncall: 13492 | eff(%): 4.477 | loglstar: -inf < -268.637 < inf | logz: -278.253 +/- 0.285 | dlogz: 177.196 > 0.109
iter: 605 | bound: 3 | nc: 39 | ncall: 13531 | eff(%): 4.471 | loglstar: -inf < -268.385 < inf | logz: -277.905 +/- 0.287 | dlogz: 176.896 > 0.109
iter: 606 | bound: 3 | nc: 39 | ncall: 13570 | eff(%): 4.466 | loglstar: -inf < -268.276 < inf | logz: -277.608 +/- 0.288 | dlogz: 176.538 > 0.109
iter: 607 | bound: 3 | nc: 39 | ncall: 13609 | eff(%): 4.460 | loglstar: -inf < -267.499 < inf | logz: -277.253 +/- 0.289 | dlogz: 176.231 > 0.109
iter: 608 | bound: 3 | nc: 39 | ncall: 13648 | eff(%): 4.455 | loglstar: -inf < -267.161 < inf | logz: -276.857 +/- 0.291 | dlogz: 175.866 > 0.109
iter: 609 | bound: 3 | nc: 39 | ncall: 13687 | eff(%): 4.449 | loglstar: -inf < -266.755 < inf | logz: -276.469 +/- 0.292 | dlogz: 175.460 > 0.109
iter: 610 | bound: 3 | nc: 39 | ncall: 13726 | eff(%): 4.444 | loglstar: -inf < -266.412 < inf | logz: -276.091 +/- 0.293 | dlogz: 175.062 > 0.109
iter: 611 | bound: 3 | nc: 39 | ncall: 13765 | eff(%): 4.439 | loglstar: -inf < -266.105 < inf | logz: -275.733 +/- 0.293 | dlogz: 174.674 > 0.109
iter: 612 | bound: 3 | nc: 39 | ncall: 13804 | eff(%): 4.433 | loglstar: -inf < -265.171 < inf | logz: -275.258 +/- 0.295 | dlogz: 174.306 > 0.109
iter: 613 | bound: 3 | nc: 39 | ncall: 13843 | eff(%): 4.428 | loglstar: -inf < -264.411 < inf | logz: -274.646 +/- 0.299 | dlogz: 173.821 > 0.109
iter: 614 | bound: 3 | nc: 39 | ncall: 13882 | eff(%): 4.423 | loglstar: -inf < -263.650 < inf | logz: -273.968 +/- 0.302 | dlogz: 173.199 > 0.109
iter: 615 | bound: 3 | nc: 39 | ncall: 13921 | eff(%): 4.418 | loglstar: -inf < -263.463 < inf | logz: -273.418 +/- 0.302 | dlogz: 172.511 > 0.109
iter: 616 | bound: 3 | nc: 39 | ncall: 13960 | eff(%): 4.413 | loglstar: -inf < -262.874 < inf | logz: -272.923 +/- 0.301 | dlogz: 171.952 > 0.109
iter: 617 | bound: 3 | nc: 39 | ncall: 13999 | eff(%): 4.407 | loglstar: -inf < -262.857 < inf | logz: -272.516 +/- 0.299 | dlogz: 171.446 > 0.109
iter: 618 | bound: 3 | nc: 39 | ncall: 14038 | eff(%): 4.402 | loglstar: -inf < -262.356 < inf | logz: -272.150 +/- 0.298 | dlogz: 171.029 > 0.109
iter: 619 | bound: 3 | nc: 39 | ncall: 14077 | eff(%): 4.397 | loglstar: -inf < -262.235 < inf | logz: -271.812 +/- 0.297 | dlogz: 170.653 > 0.109
iter: 620 | bound: 3 | nc: 39 | ncall: 14116 | eff(%): 4.392 | loglstar: -inf < -260.558 < inf | logz: -271.141 +/- 0.303 | dlogz: 170.305 > 0.109
iter: 621 | bound: 3 | nc: 39 | ncall: 14155 | eff(%): 4.387 | loglstar: -inf < -260.528 < inf | logz: -270.537 +/- 0.303 | dlogz: 169.624 > 0.109
iter: 622 | bound: 3 | nc: 39 | ncall: 14194 | eff(%): 4.382 | loglstar: -inf < -258.984 < inf | logz: -269.707 +/- 0.308 | dlogz: 169.011 > 0.109
iter: 623 | bound: 3 | nc: 39 | ncall: 14233 | eff(%): 4.377 | loglstar: -inf < -258.899 < inf | logz: -269.034 +/- 0.307 | dlogz: 168.171 > 0.109
iter: 624 | bound: 3 | nc: 39 | ncall: 14272 | eff(%): 4.372 | loglstar: -inf < -258.614 < inf | logz: -268.570 +/- 0.304 | dlogz: 167.488 > 0.109
iter: 625 | bound: 3 | nc: 39 | ncall: 14311 | eff(%): 4.367 | loglstar: -inf < -258.335 < inf | logz: -268.174 +/- 0.302 | dlogz: 167.014 > 0.109
iter: 626 | bound: 3 | nc: 39 | ncall: 14350 | eff(%): 4.362 | loglstar: -inf < -258.206 < inf | logz: -267.842 +/- 0.300 | dlogz: 166.608 > 0.109
iter: 627 | bound: 3 | nc: 39 | ncall: 14389 | eff(%): 4.357 | loglstar: -inf < -258.195 < inf | logz: -267.580 +/- 0.298 | dlogz: 166.266 > 0.109
iter: 628 | bound: 3 | nc: 39 | ncall: 14428 | eff(%): 4.353 | loglstar: -inf < -258.101 < inf | logz: -267.364 +/- 0.296 | dlogz: 165.994 > 0.109
iter: 629 | bound: 3 | nc: 39 | ncall: 14467 | eff(%): 4.348 | loglstar: -inf < -257.859 < inf | logz: -267.158 +/- 0.294 | dlogz: 165.768 > 0.109
iter: 630 | bound: 3 | nc: 39 | ncall: 14506 | eff(%): 4.343 | loglstar: -inf < -257.852 < inf | logz: -266.969 +/- 0.293 | dlogz: 165.552 > 0.109
iter: 631 | bound: 3 | nc: 39 | ncall: 14545 | eff(%): 4.338 | loglstar: -inf < -257.148 < inf | logz: -266.740 +/- 0.292 | dlogz: 165.354 > 0.109
iter: 632 | bound: 3 | nc: 39 | ncall: 14584 | eff(%): 4.334 | loglstar: -inf < -257.004 < inf | logz: -266.483 +/- 0.292 | dlogz: 165.114 > 0.109
iter: 633 | bound: 3 | nc: 39 | ncall: 14623 | eff(%): 4.329 | loglstar: -inf < -256.513 < inf | logz: -266.209 +/- 0.292 | dlogz: 164.848 > 0.109
iter: 634 | bound: 3 | nc: 39 | ncall: 14662 | eff(%): 4.324 | loglstar: -inf < -256.460 < inf | logz: -265.944 +/- 0.292 | dlogz: 164.563 > 0.109
iter: 635 | bound: 3 | nc: 39 | ncall: 14701 | eff(%): 4.319 | loglstar: -inf < -256.443 < inf | logz: -265.730 +/- 0.291 | dlogz: 164.288 > 0.109
iter: 636 | bound: 3 | nc: 39 | ncall: 14740 | eff(%): 4.315 | loglstar: -inf < -256.196 < inf | logz: -265.532 +/- 0.291 | dlogz: 164.064 > 0.109
iter: 637 | bound: 3 | nc: 39 | ncall: 14779 | eff(%): 4.310 | loglstar: -inf < -254.576 < inf | logz: -265.059 +/- 0.297 | dlogz: 163.856 > 0.109
iter: 638 | bound: 3 | nc: 39 | ncall: 14818 | eff(%): 4.306 | loglstar: -inf < -253.681 < inf | logz: -264.329 +/- 0.304 | dlogz: 163.373 > 0.109
iter: 639 | bound: 3 | nc: 39 | ncall: 14857 | eff(%): 4.301 | loglstar: -inf < -253.559 < inf | logz: -263.755 +/- 0.305 | dlogz: 162.634 > 0.109
iter: 640 | bound: 3 | nc: 39 | ncall: 14896 | eff(%): 4.296 | loglstar: -inf < -253.553 < inf | logz: -263.377 +/- 0.303 | dlogz: 162.050 > 0.109
iter: 641 | bound: 3 | nc: 39 | ncall: 14935 | eff(%): 4.292 | loglstar: -inf < -253.416 < inf | logz: -263.087 +/- 0.301 | dlogz: 161.662 > 0.109
iter: 642 | bound: 3 | nc: 39 | ncall: 14974 | eff(%): 4.287 | loglstar: -inf < -253.165 < inf | logz: -262.822 +/- 0.299 | dlogz: 161.362 > 0.109
iter: 643 | bound: 3 | nc: 39 | ncall: 15013 | eff(%): 4.283 | loglstar: -inf < -251.333 < inf | logz: -262.159 +/- 0.306 | dlogz: 161.087 > 0.109
iter: 644 | bound: 3 | nc: 39 | ncall: 15052 | eff(%): 4.279 | loglstar: -inf < -251.100 < inf | logz: -261.498 +/- 0.307 | dlogz: 160.414 > 0.109
iter: 645 | bound: 3 | nc: 39 | ncall: 15091 | eff(%): 4.274 | loglstar: -inf < -250.861 < inf | logz: -261.024 +/- 0.306 | dlogz: 159.743 > 0.109
iter: 646 | bound: 3 | nc: 39 | ncall: 15130 | eff(%): 4.270 | loglstar: -inf < -250.521 < inf | logz: -260.617 +/- 0.304 | dlogz: 159.259 > 0.109
iter: 647 | bound: 3 | nc: 39 | ncall: 15169 | eff(%): 4.265 | loglstar: -inf < -249.629 < inf | logz: -260.107 +/- 0.305 | dlogz: 158.842 > 0.109
iter: 648 | bound: 3 | nc: 39 | ncall: 15208 | eff(%): 4.261 | loglstar: -inf < -249.316 < inf | logz: -259.597 +/- 0.305 | dlogz: 158.322 > 0.109
iter: 649 | bound: 3 | nc: 39 | ncall: 15247 | eff(%): 4.257 | loglstar: -inf < -248.572 < inf | logz: -259.061 +/- 0.306 | dlogz: 157.802 > 0.109
iter: 650 | bound: 3 | nc: 39 | ncall: 15286 | eff(%): 4.252 | loglstar: -inf < -246.358 < inf | logz: -257.720 +/- 0.321 | dlogz: 157.257 > 0.109
iter: 651 | bound: 3 | nc: 39 | ncall: 15325 | eff(%): 4.248 | loglstar: -inf < -246.315 < inf | logz: -256.866 +/- 0.317 | dlogz: 155.905 > 0.109
iter: 652 | bound: 4 | nc: 39 | ncall: 15364 | eff(%): 4.244 | loglstar: -inf < -246.232 < inf | logz: -256.393 +/- 0.312 | dlogz: 155.041 > 0.109
iter: 653 | bound: 4 | nc: 39 | ncall: 15403 | eff(%): 4.239 | loglstar: -inf < -246.186 < inf | logz: -256.057 +/- 0.308 | dlogz: 154.558 > 0.109
iter: 654 | bound: 4 | nc: 39 | ncall: 15442 | eff(%): 4.235 | loglstar: -inf < -245.977 < inf | logz: -255.778 +/- 0.305 | dlogz: 154.213 > 0.109
iter: 655 | bound: 4 | nc: 39 | ncall: 15481 | eff(%): 4.231 | loglstar: -inf < -245.363 < inf | logz: -255.457 +/- 0.304 | dlogz: 153.924 > 0.109
iter: 656 | bound: 4 | nc: 39 | ncall: 15520 | eff(%): 4.227 | loglstar: -inf < -244.784 < inf | logz: -255.057 +/- 0.304 | dlogz: 153.593 > 0.109
iter: 657 | bound: 4 | nc: 39 | ncall: 15559 | eff(%): 4.223 | loglstar: -inf < -244.561 < inf | logz: -254.671 +/- 0.303 | dlogz: 153.183 > 0.109
iter: 658 | bound: 4 | nc: 39 | ncall: 15598 | eff(%): 4.218 | loglstar: -inf < -244.463 < inf | logz: -254.357 +/- 0.302 | dlogz: 152.787 > 0.109
iter: 659 | bound: 4 | nc: 39 | ncall: 15637 | eff(%): 4.214 | loglstar: -inf < -243.926 < inf | logz: -254.034 +/- 0.301 | dlogz: 152.462 > 0.109
iter: 660 | bound: 4 | nc: 39 | ncall: 15676 | eff(%): 4.210 | loglstar: -inf < -243.835 < inf | logz: -253.726 +/- 0.301 | dlogz: 152.130 > 0.109
iter: 661 | bound: 4 | nc: 39 | ncall: 15715 | eff(%): 4.206 | loglstar: -inf < -243.705 < inf | logz: -253.469 +/- 0.300 | dlogz: 151.812 > 0.109
iter: 662 | bound: 4 | nc: 39 | ncall: 15754 | eff(%): 4.202 | loglstar: -inf < -243.570 < inf | logz: -253.241 +/- 0.299 | dlogz: 151.545 > 0.109
iter: 663 | bound: 4 | nc: 39 | ncall: 15793 | eff(%): 4.198 | loglstar: -inf < -243.449 < inf | logz: -253.034 +/- 0.297 | dlogz: 151.307 > 0.109
iter: 664 | bound: 4 | nc: 39 | ncall: 15832 | eff(%): 4.194 | loglstar: -inf < -242.479 < inf | logz: -252.729 +/- 0.298 | dlogz: 151.090 > 0.109
iter: 665 | bound: 4 | nc: 39 | ncall: 15871 | eff(%): 4.190 | loglstar: -inf < -242.225 < inf | logz: -252.370 +/- 0.300 | dlogz: 150.775 > 0.109
iter: 666 | bound: 4 | nc: 39 | ncall: 15910 | eff(%): 4.186 | loglstar: -inf < -242.166 < inf | logz: -252.072 +/- 0.299 | dlogz: 150.406 > 0.109
iter: 667 | bound: 4 | nc: 39 | ncall: 15949 | eff(%): 4.182 | loglstar: -inf < -242.133 < inf | logz: -251.836 +/- 0.299 | dlogz: 150.098 > 0.109
iter: 668 | bound: 4 | nc: 39 | ncall: 15988 | eff(%): 4.178 | loglstar: -inf < -240.013 < inf | logz: -251.148 +/- 0.309 | dlogz: 149.852 > 0.109
iter: 669 | bound: 4 | nc: 39 | ncall: 16027 | eff(%): 4.174 | loglstar: -inf < -239.711 < inf | logz: -250.438 +/- 0.311 | dlogz: 149.154 > 0.109
iter: 670 | bound: 4 | nc: 39 | ncall: 16066 | eff(%): 4.170 | loglstar: -inf < -239.323 < inf | logz: -249.898 +/- 0.311 | dlogz: 148.434 > 0.109
iter: 671 | bound: 4 | nc: 39 | ncall: 16105 | eff(%): 4.166 | loglstar: -inf < -238.966 < inf | logz: -249.430 +/- 0.310 | dlogz: 147.884 > 0.109
iter: 672 | bound: 4 | nc: 39 | ncall: 16144 | eff(%): 4.163 | loglstar: -inf < -238.959 < inf | logz: -249.067 +/- 0.308 | dlogz: 147.406 > 0.109
iter: 673 | bound: 4 | nc: 39 | ncall: 16183 | eff(%): 4.159 | loglstar: -inf < -238.711 < inf | logz: -248.771 +/- 0.306 | dlogz: 147.033 > 0.109
iter: 674 | bound: 4 | nc: 39 | ncall: 16222 | eff(%): 4.155 | loglstar: -inf < -237.812 < inf | logz: -248.370 +/- 0.306 | dlogz: 146.727 > 0.109
iter: 675 | bound: 4 | nc: 39 | ncall: 16261 | eff(%): 4.151 | loglstar: -inf < -237.431 < inf | logz: -247.917 +/- 0.307 | dlogz: 146.316 > 0.109
iter: 676 | bound: 4 | nc: 39 | ncall: 16300 | eff(%): 4.147 | loglstar: -inf < -236.917 < inf | logz: -247.465 +/- 0.307 | dlogz: 145.854 > 0.109
iter: 677 | bound: 4 | nc: 39 | ncall: 16339 | eff(%): 4.143 | loglstar: -inf < -236.176 < inf | logz: -246.935 +/- 0.309 | dlogz: 145.391 > 0.109
iter: 678 | bound: 4 | nc: 39 | ncall: 16378 | eff(%): 4.140 | loglstar: -inf < -234.938 < inf | logz: -246.134 +/- 0.315 | dlogz: 144.851 > 0.109
iter: 679 | bound: 4 | nc: 39 | ncall: 16417 | eff(%): 4.136 | loglstar: -inf < -234.687 < inf | logz: -245.458 +/- 0.315 | dlogz: 144.041 > 0.109
iter: 680 | bound: 4 | nc: 39 | ncall: 16456 | eff(%): 4.132 | loglstar: -inf < -234.173 < inf | logz: -244.909 +/- 0.313 | dlogz: 143.354 > 0.109
iter: 681 | bound: 4 | nc: 39 | ncall: 16495 | eff(%): 4.129 | loglstar: -inf < -233.845 < inf | logz: -244.424 +/- 0.312 | dlogz: 142.796 > 0.109
iter: 682 | bound: 4 | nc: 39 | ncall: 16534 | eff(%): 4.125 | loglstar: -inf < -233.372 < inf | logz: -243.968 +/- 0.311 | dlogz: 142.300 > 0.109
iter: 683 | bound: 4 | nc: 39 | ncall: 16573 | eff(%): 4.121 | loglstar: -inf < -233.124 < inf | logz: -243.557 +/- 0.310 | dlogz: 141.835 > 0.109
iter: 684 | bound: 4 | nc: 39 | ncall: 16612 | eff(%): 4.118 | loglstar: -inf < -232.348 < inf | logz: -243.090 +/- 0.310 | dlogz: 141.414 > 0.109
iter: 685 | bound: 4 | nc: 39 | ncall: 16651 | eff(%): 4.114 | loglstar: -inf < -232.342 < inf | logz: -242.679 +/- 0.309 | dlogz: 140.937 > 0.109
iter: 686 | bound: 4 | nc: 39 | ncall: 16690 | eff(%): 4.110 | loglstar: -inf < -232.064 < inf | logz: -242.352 +/- 0.308 | dlogz: 140.516 > 0.109
iter: 687 | bound: 4 | nc: 39 | ncall: 16729 | eff(%): 4.107 | loglstar: -inf < -231.924 < inf | logz: -242.060 +/- 0.306 | dlogz: 140.179 > 0.109
iter: 688 | bound: 4 | nc: 39 | ncall: 16768 | eff(%): 4.103 | loglstar: -inf < -231.378 < inf | logz: -241.749 +/- 0.306 | dlogz: 139.877 > 0.109
iter: 689 | bound: 4 | nc: 39 | ncall: 16807 | eff(%): 4.099 | loglstar: -inf < -231.039 < inf | logz: -241.410 +/- 0.306 | dlogz: 139.556 > 0.109
iter: 690 | bound: 4 | nc: 39 | ncall: 16846 | eff(%): 4.096 | loglstar: -inf < -230.894 < inf | logz: -241.104 +/- 0.305 | dlogz: 139.207 > 0.109
iter: 691 | bound: 4 | nc: 39 | ncall: 16885 | eff(%): 4.092 | loglstar: -inf < -230.250 < inf | logz: -240.763 +/- 0.306 | dlogz: 138.891 > 0.109
iter: 692 | bound: 4 | nc: 39 | ncall: 16924 | eff(%): 4.089 | loglstar: -inf < -229.722 < inf | logz: -240.353 +/- 0.307 | dlogz: 138.540 > 0.109
iter: 693 | bound: 4 | nc: 39 | ncall: 16963 | eff(%): 4.085 | loglstar: -inf < -229.215 < inf | logz: -239.911 +/- 0.308 | dlogz: 138.121 > 0.109
iter: 694 | bound: 4 | nc: 39 | ncall: 17002 | eff(%): 4.082 | loglstar: -inf < -227.896 < inf | logz: -239.195 +/- 0.314 | dlogz: 137.668 > 0.109
iter: 695 | bound: 4 | nc: 39 | ncall: 17041 | eff(%): 4.078 | loglstar: -inf < -227.849 < inf | logz: -238.597 +/- 0.315 | dlogz: 136.942 > 0.109
iter: 696 | bound: 4 | nc: 39 | ncall: 17080 | eff(%): 4.075 | loglstar: -inf < -227.585 < inf | logz: -238.175 +/- 0.313 | dlogz: 136.334 > 0.109
iter: 697 | bound: 4 | nc: 39 | ncall: 17119 | eff(%): 4.071 | loglstar: -inf < -226.633 < inf | logz: -237.649 +/- 0.314 | dlogz: 135.902 > 0.109
iter: 698 | bound: 4 | nc: 39 | ncall: 17158 | eff(%): 4.068 | loglstar: -inf < -226.571 < inf | logz: -237.177 +/- 0.313 | dlogz: 135.366 > 0.109
iter: 699 | bound: 4 | nc: 39 | ncall: 17197 | eff(%): 4.065 | loglstar: -inf < -224.934 < inf | logz: -236.398 +/- 0.319 | dlogz: 134.884 > 0.109
iter: 700 | bound: 4 | nc: 39 | ncall: 17236 | eff(%): 4.061 | loglstar: -inf < -224.584 < inf | logz: -235.663 +/- 0.319 | dlogz: 134.095 > 0.109
iter: 701 | bound: 4 | nc: 39 | ncall: 17275 | eff(%): 4.058 | loglstar: -inf < -224.522 < inf | logz: -235.178 +/- 0.317 | dlogz: 133.351 > 0.109
iter: 702 | bound: 4 | nc: 39 | ncall: 17314 | eff(%): 4.055 | loglstar: -inf < -224.045 < inf | logz: -234.765 +/- 0.315 | dlogz: 132.856 > 0.109
iter: 703 | bound: 4 | nc: 39 | ncall: 17353 | eff(%): 4.051 | loglstar: -inf < -223.754 < inf | logz: -234.370 +/- 0.313 | dlogz: 132.433 > 0.109
iter: 704 | bound: 4 | nc: 39 | ncall: 17392 | eff(%): 4.048 | loglstar: -inf < -223.605 < inf | logz: -234.034 +/- 0.312 | dlogz: 132.028 > 0.109
iter: 705 | bound: 4 | nc: 39 | ncall: 17431 | eff(%): 4.045 | loglstar: -inf < -223.103 < inf | logz: -233.696 +/- 0.311 | dlogz: 131.682 > 0.109
iter: 706 | bound: 4 | nc: 39 | ncall: 17470 | eff(%): 4.041 | loglstar: -inf < -222.863 < inf | logz: -233.359 +/- 0.310 | dlogz: 131.334 > 0.109
iter: 707 | bound: 4 | nc: 39 | ncall: 17509 | eff(%): 4.038 | loglstar: -inf < -222.238 < inf | logz: -232.983 +/- 0.310 | dlogz: 130.987 > 0.109
iter: 708 | bound: 4 | nc: 39 | ncall: 17548 | eff(%): 4.035 | loglstar: -inf < -222.037 < inf | logz: -232.612 +/- 0.310 | dlogz: 130.601 > 0.109
iter: 709 | bound: 4 | nc: 39 | ncall: 17587 | eff(%): 4.031 | loglstar: -inf < -221.399 < inf | logz: -232.215 +/- 0.310 | dlogz: 130.221 > 0.109
iter: 710 | bound: 4 | nc: 39 | ncall: 17626 | eff(%): 4.028 | loglstar: -inf < -221.340 < inf | logz: -231.852 +/- 0.310 | dlogz: 129.813 > 0.109
iter: 711 | bound: 4 | nc: 39 | ncall: 17665 | eff(%): 4.025 | loglstar: -inf < -221.255 < inf | logz: -231.571 +/- 0.309 | dlogz: 129.440 > 0.109
iter: 712 | bound: 4 | nc: 39 | ncall: 17704 | eff(%): 4.022 | loglstar: -inf < -221.053 < inf | logz: -231.324 +/- 0.308 | dlogz: 129.149 > 0.109
iter: 713 | bound: 4 | nc: 39 | ncall: 17743 | eff(%): 4.018 | loglstar: -inf < -221.038 < inf | logz: -231.108 +/- 0.307 | dlogz: 128.892 > 0.109
iter: 714 | bound: 4 | nc: 39 | ncall: 17782 | eff(%): 4.015 | loglstar: -inf < -221.024 < inf | logz: -230.930 +/- 0.305 | dlogz: 128.666 > 0.109
iter: 715 | bound: 4 | nc: 39 | ncall: 17821 | eff(%): 4.012 | loglstar: -inf < -220.799 < inf | logz: -230.762 +/- 0.304 | dlogz: 128.478 > 0.109
iter: 716 | bound: 4 | nc: 39 | ncall: 17860 | eff(%): 4.009 | loglstar: -inf < -220.573 < inf | logz: -230.586 +/- 0.303 | dlogz: 128.300 > 0.109
iter: 717 | bound: 4 | nc: 39 | ncall: 17899 | eff(%): 4.006 | loglstar: -inf < -220.561 < inf | logz: -230.421 +/- 0.303 | dlogz: 128.114 > 0.109
iter: 718 | bound: 4 | nc: 39 | ncall: 17938 | eff(%): 4.003 | loglstar: -inf < -220.462 < inf | logz: -230.274 +/- 0.302 | dlogz: 127.940 > 0.109
iter: 719 | bound: 4 | nc: 39 | ncall: 17977 | eff(%): 4.000 | loglstar: -inf < -220.429 < inf | logz: -230.139 +/- 0.301 | dlogz: 127.783 > 0.109
iter: 720 | bound: 4 | nc: 39 | ncall: 18016 | eff(%): 3.996 | loglstar: -inf < -220.389 < inf | logz: -230.017 +/- 0.300 | dlogz: 127.638 > 0.109
iter: 721 | bound: 4 | nc: 39 | ncall: 18055 | eff(%): 3.993 | loglstar: -inf < -220.356 < inf | logz: -229.905 +/- 0.299 | dlogz: 127.506 > 0.109
iter: 722 | bound: 4 | nc: 39 | ncall: 18094 | eff(%): 3.990 | loglstar: -inf < -220.340 < inf | logz: -229.804 +/- 0.298 | dlogz: 127.384 > 0.109
iter: 723 | bound: 4 | nc: 39 | ncall: 18133 | eff(%): 3.987 | loglstar: -inf < -219.949 < inf | logz: -229.691 +/- 0.298 | dlogz: 127.272 > 0.109
iter: 724 | bound: 4 | nc: 39 | ncall: 18172 | eff(%): 3.984 | loglstar: -inf < -219.949 < inf | logz: -229.571 +/- 0.297 | dlogz: 127.150 > 0.109
iter: 725 | bound: 4 | nc: 39 | ncall: 18211 | eff(%): 3.981 | loglstar: -inf < -219.180 < inf | logz: -229.409 +/- 0.298 | dlogz: 127.020 > 0.109
iter: 726 | bound: 4 | nc: 39 | ncall: 18250 | eff(%): 3.978 | loglstar: -inf < -218.858 < inf | logz: -229.195 +/- 0.299 | dlogz: 126.848 > 0.109
iter: 727 | bound: 4 | nc: 39 | ncall: 18289 | eff(%): 3.975 | loglstar: -inf < -218.814 < inf | logz: -228.990 +/- 0.300 | dlogz: 126.624 > 0.109
iter: 728 | bound: 4 | nc: 39 | ncall: 18328 | eff(%): 3.972 | loglstar: -inf < -218.797 < inf | logz: -228.817 +/- 0.300 | dlogz: 126.409 > 0.109
iter: 729 | bound: 4 | nc: 39 | ncall: 18367 | eff(%): 3.969 | loglstar: -inf < -217.670 < inf | logz: -228.536 +/- 0.303 | dlogz: 126.226 > 0.109
iter: 730 | bound: 4 | nc: 39 | ncall: 18406 | eff(%): 3.966 | loglstar: -inf < -217.025 < inf | logz: -228.110 +/- 0.307 | dlogz: 125.935 > 0.109
iter: 731 | bound: 4 | nc: 39 | ncall: 18445 | eff(%): 3.963 | loglstar: -inf < -216.086 < inf | logz: -227.521 +/- 0.314 | dlogz: 132.401 > 0.109
iter: 732 | bound: 4 | nc: 39 | ncall: 18484 | eff(%): 3.960 | loglstar: -inf < -215.748 < inf | logz: -226.955 +/- 0.317 | dlogz: 131.802 > 0.109
iter: 733 | bound: 4 | nc: 39 | ncall: 18523 | eff(%): 3.957 | loglstar: -inf < -215.602 < inf | logz: -226.524 +/- 0.316 | dlogz: 131.226 > 0.109
iter: 734 | bound: 4 | nc: 39 | ncall: 18562 | eff(%): 3.954 | loglstar: -inf < -215.559 < inf | logz: -226.202 +/- 0.315 | dlogz: 130.785 > 0.109
iter: 735 | bound: 4 | nc: 39 | ncall: 18601 | eff(%): 3.951 | loglstar: -inf < -215.408 < inf | logz: -225.938 +/- 0.314 | dlogz: 130.453 > 0.109
iter: 736 | bound: 4 | nc: 39 | ncall: 18640 | eff(%): 3.948 | loglstar: -inf < -215.046 < inf | logz: -225.676 +/- 0.312 | dlogz: 130.179 > 0.109
iter: 737 | bound: 4 | nc: 39 | ncall: 18679 | eff(%): 3.946 | loglstar: -inf < -214.785 < inf | logz: -225.406 +/- 0.312 | dlogz: 129.907 > 0.109
iter: 738 | bound: 4 | nc: 39 | ncall: 18718 | eff(%): 3.943 | loglstar: -inf < -214.392 < inf | logz: -225.122 +/- 0.311 | dlogz: 129.627 > 0.109
iter: 739 | bound: 4 | nc: 39 | ncall: 18757 | eff(%): 3.940 | loglstar: -inf < -212.809 < inf | logz: -224.503 +/- 0.318 | dlogz: 129.333 > 0.109
iter: 740 | bound: 4 | nc: 39 | ncall: 18796 | eff(%): 3.937 | loglstar: -inf < -211.415 < inf | logz: -223.435 +/- 0.328 | dlogz: 128.704 > 0.109
iter: 741 | bound: 4 | nc: 39 | ncall: 18835 | eff(%): 3.934 | loglstar: -inf < -210.770 < inf | logz: -222.514 +/- 0.329 | dlogz: 127.627 > 0.109
iter: 742 | bound: 4 | nc: 39 | ncall: 18874 | eff(%): 3.931 | loglstar: -inf < -210.757 < inf | logz: -221.934 +/- 0.326 | dlogz: 126.695 > 0.109
iter: 743 | bound: 4 | nc: 39 | ncall: 18913 | eff(%): 3.929 | loglstar: -inf < -210.641 < inf | logz: -221.551 +/- 0.323 | dlogz: 126.105 > 0.109
iter: 744 | bound: 4 | nc: 39 | ncall: 18952 | eff(%): 3.926 | loglstar: -inf < -210.508 < inf | logz: -221.247 +/- 0.320 | dlogz: 125.713 > 0.109
iter: 745 | bound: 4 | nc: 39 | ncall: 18991 | eff(%): 3.923 | loglstar: -inf < -210.209 < inf | logz: -220.964 +/- 0.318 | dlogz: 125.398 > 0.109
iter: 746 | bound: 4 | nc: 39 | ncall: 19030 | eff(%): 3.920 | loglstar: -inf < -209.469 < inf | logz: -220.605 +/- 0.317 | dlogz: 125.106 > 0.109
iter: 747 | bound: 4 | nc: 39 | ncall: 19069 | eff(%): 3.917 | loglstar: -inf < -209.295 < inf | logz: -220.238 +/- 0.317 | dlogz: 124.737 > 0.109
iter: 748 | bound: 4 | nc: 39 | ncall: 19108 | eff(%): 3.915 | loglstar: -inf < -208.757 < inf | logz: -219.868 +/- 0.317 | dlogz: 124.360 > 0.109
iter: 749 | bound: 4 | nc: 39 | ncall: 19147 | eff(%): 3.912 | loglstar: -inf < -208.672 < inf | logz: -219.528 +/- 0.316 | dlogz: 123.979 > 0.109
iter: 750 | bound: 4 | nc: 39 | ncall: 19186 | eff(%): 3.909 | loglstar: -inf < -208.594 < inf | logz: -219.259 +/- 0.315 | dlogz: 123.630 > 0.109
iter: 751 | bound: 4 | nc: 39 | ncall: 19225 | eff(%): 3.906 | loglstar: -inf < -208.043 < inf | logz: -218.972 +/- 0.314 | dlogz: 123.351 > 0.109
iter: 752 | bound: 5 | nc: 39 | ncall: 19264 | eff(%): 3.904 | loglstar: -inf < -207.851 < inf | logz: -218.675 +/- 0.314 | dlogz: 123.054 > 0.109
iter: 753 | bound: 5 | nc: 39 | ncall: 19303 | eff(%): 3.901 | loglstar: -inf < -207.687 < inf | logz: -218.409 +/- 0.314 | dlogz: 122.747 > 0.109
iter: 754 | bound: 5 | nc: 39 | ncall: 19342 | eff(%): 3.898 | loglstar: -inf < -207.368 < inf | logz: -218.150 +/- 0.313 | dlogz: 122.471 > 0.109
iter: 755 | bound: 5 | nc: 39 | ncall: 19381 | eff(%): 3.896 | loglstar: -inf < -207.324 < inf | logz: -217.912 +/- 0.312 | dlogz: 122.202 > 0.109
iter: 756 | bound: 5 | nc: 39 | ncall: 19420 | eff(%): 3.893 | loglstar: -inf < -206.881 < inf | logz: -217.670 +/- 0.312 | dlogz: 121.954 > 0.109
iter: 757 | bound: 5 | nc: 39 | ncall: 19459 | eff(%): 3.890 | loglstar: -inf < -206.697 < inf | logz: -217.419 +/- 0.312 | dlogz: 121.702 > 0.109
iter: 758 | bound: 5 | nc: 39 | ncall: 19498 | eff(%): 3.888 | loglstar: -inf < -206.317 < inf | logz: -217.160 +/- 0.312 | dlogz: 121.441 > 0.109
iter: 759 | bound: 5 | nc: 39 | ncall: 19537 | eff(%): 3.885 | loglstar: -inf < -205.679 < inf | logz: -216.833 +/- 0.313 | dlogz: 121.173 > 0.109
iter: 760 | bound: 5 | nc: 39 | ncall: 19576 | eff(%): 3.882 | loglstar: -inf < -205.308 < inf | logz: -216.466 +/- 0.315 | dlogz: 120.835 > 0.109
iter: 761 | bound: 5 | nc: 39 | ncall: 19615 | eff(%): 3.880 | loglstar: -inf < -205.060 < inf | logz: -216.122 +/- 0.315 | dlogz: 120.458 > 0.109
iter: 762 | bound: 5 | nc: 39 | ncall: 19654 | eff(%): 3.877 | loglstar: -inf < -204.684 < inf | logz: -215.787 +/- 0.316 | dlogz: 120.104 > 0.109
iter: 763 | bound: 5 | nc: 39 | ncall: 19693 | eff(%): 3.874 | loglstar: -inf < -204.661 < inf | logz: -215.496 +/- 0.315 | dlogz: 119.759 > 0.109
iter: 764 | bound: 5 | nc: 39 | ncall: 19732 | eff(%): 3.872 | loglstar: -inf < -204.440 < inf | logz: -215.246 +/- 0.315 | dlogz: 119.458 > 0.109
iter: 765 | bound: 5 | nc: 39 | ncall: 19771 | eff(%): 3.869 | loglstar: -inf < -204.403 < inf | logz: -215.024 +/- 0.314 | dlogz: 119.198 > 0.109
iter: 766 | bound: 5 | nc: 39 | ncall: 19810 | eff(%): 3.867 | loglstar: -inf < -204.049 < inf | logz: -214.807 +/- 0.313 | dlogz: 118.967 > 0.109
iter: 767 | bound: 5 | nc: 39 | ncall: 19849 | eff(%): 3.864 | loglstar: -inf < -202.634 < inf | logz: -214.348 +/- 0.318 | dlogz: 118.739 > 0.109
iter: 768 | bound: 5 | nc: 39 | ncall: 19888 | eff(%): 3.862 | loglstar: -inf < -202.364 < inf | logz: -213.831 +/- 0.320 | dlogz: 118.271 > 0.109
iter: 769 | bound: 5 | nc: 39 | ncall: 19927 | eff(%): 3.859 | loglstar: -inf < -202.267 < inf | logz: -213.442 +/- 0.320 | dlogz: 117.744 > 0.109
iter: 770 | bound: 5 | nc: 39 | ncall: 19966 | eff(%): 3.857 | loglstar: -inf < -201.959 < inf | logz: -213.109 +/- 0.320 | dlogz: 117.345 > 0.109
iter: 771 | bound: 5 | nc: 39 | ncall: 20005 | eff(%): 3.854 | loglstar: -inf < -201.749 < inf | logz: -212.801 +/- 0.319 | dlogz: 117.002 > 0.109
iter: 772 | bound: 5 | nc: 39 | ncall: 20044 | eff(%): 3.852 | loglstar: -inf < -201.683 < inf | logz: -212.538 +/- 0.318 | dlogz: 116.683 > 0.109
iter: 773 | bound: 5 | nc: 39 | ncall: 20083 | eff(%): 3.849 | loglstar: -inf < -201.356 < inf | logz: -212.290 +/- 0.317 | dlogz: 116.411 > 0.109
iter: 774 | bound: 5 | nc: 39 | ncall: 20122 | eff(%): 3.847 | loglstar: -inf < -200.986 < inf | logz: -212.020 +/- 0.317 | dlogz: 116.153 > 0.109
iter: 775 | bound: 5 | nc: 39 | ncall: 20161 | eff(%): 3.844 | loglstar: -inf < -199.835 < inf | logz: -211.565 +/- 0.320 | dlogz: 115.873 > 0.109
iter: 776 | bound: 5 | nc: 39 | ncall: 20200 | eff(%): 3.842 | loglstar: -inf < -199.779 < inf | logz: -211.117 +/- 0.321 | dlogz: 115.408 > 0.109
iter: 777 | bound: 5 | nc: 39 | ncall: 20239 | eff(%): 3.839 | loglstar: -inf < -199.527 < inf | logz: -210.766 +/- 0.321 | dlogz: 114.950 > 0.109
iter: 778 | bound: 5 | nc: 39 | ncall: 20278 | eff(%): 3.837 | loglstar: -inf < -199.146 < inf | logz: -210.425 +/- 0.320 | dlogz: 114.589 > 0.109
iter: 779 | bound: 5 | nc: 39 | ncall: 20317 | eff(%): 3.834 | loglstar: -inf < -197.495 < inf | logz: -209.705 +/- 0.328 | dlogz: 114.239 > 0.109
iter: 780 | bound: 5 | nc: 39 | ncall: 20356 | eff(%): 3.832 | loglstar: -inf < -196.452 < inf | logz: -208.735 +/- 0.333 | dlogz: 113.508 > 0.109
iter: 781 | bound: 5 | nc: 39 | ncall: 20395 | eff(%): 3.829 | loglstar: -inf < -196.402 < inf | logz: -208.077 +/- 0.332 | dlogz: 112.529 > 0.109
iter: 782 | bound: 5 | nc: 39 | ncall: 20434 | eff(%): 3.827 | loglstar: -inf < -196.346 < inf | logz: -207.669 +/- 0.329 | dlogz: 111.860 > 0.109
iter: 783 | bound: 5 | nc: 39 | ncall: 20473 | eff(%): 3.825 | loglstar: -inf < -196.214 < inf | logz: -207.357 +/- 0.326 | dlogz: 111.442 > 0.109
iter: 784 | bound: 5 | nc: 39 | ncall: 20512 | eff(%): 3.822 | loglstar: -inf < -196.120 < inf | logz: -207.098 +/- 0.324 | dlogz: 111.121 > 0.109
iter: 785 | bound: 5 | nc: 39 | ncall: 20551 | eff(%): 3.820 | loglstar: -inf < -195.962 < inf | logz: -206.869 +/- 0.322 | dlogz: 110.852 > 0.109
iter: 786 | bound: 5 | nc: 39 | ncall: 20590 | eff(%): 3.817 | loglstar: -inf < -195.653 < inf | logz: -206.640 +/- 0.320 | dlogz: 110.613 > 0.109
iter: 787 | bound: 5 | nc: 39 | ncall: 20629 | eff(%): 3.815 | loglstar: -inf < -195.231 < inf | logz: -206.381 +/- 0.320 | dlogz: 110.373 > 0.109
iter: 788 | bound: 5 | nc: 39 | ncall: 20668 | eff(%): 3.813 | loglstar: -inf < -194.852 < inf | logz: -206.091 +/- 0.319 | dlogz: 110.104 > 0.109
iter: 789 | bound: 5 | nc: 39 | ncall: 20707 | eff(%): 3.810 | loglstar: -inf < -194.826 < inf | logz: -205.829 +/- 0.319 | dlogz: 109.805 > 0.109
iter: 790 | bound: 5 | nc: 39 | ncall: 20746 | eff(%): 3.808 | loglstar: -inf < -194.535 < inf | logz: -205.590 +/- 0.318 | dlogz: 109.533 > 0.109
iter: 791 | bound: 5 | nc: 39 | ncall: 20785 | eff(%): 3.806 | loglstar: -inf < -194.324 < inf | logz: -205.352 +/- 0.318 | dlogz: 109.284 > 0.109
iter: 792 | bound: 5 | nc: 39 | ncall: 20824 | eff(%): 3.803 | loglstar: -inf < -194.195 < inf | logz: -205.130 +/- 0.317 | dlogz: 109.036 > 0.109
iter: 793 | bound: 5 | nc: 39 | ncall: 20863 | eff(%): 3.801 | loglstar: -inf < -193.654 < inf | logz: -204.879 +/- 0.317 | dlogz: 108.804 > 0.109
iter: 794 | bound: 5 | nc: 39 | ncall: 20902 | eff(%): 3.799 | loglstar: -inf < -193.201 < inf | logz: -204.574 +/- 0.318 | dlogz: 108.543 > 0.109
iter: 795 | bound: 5 | nc: 39 | ncall: 20941 | eff(%): 3.796 | loglstar: -inf < -193.006 < inf | logz: -204.272 +/- 0.319 | dlogz: 108.228 > 0.109
iter: 796 | bound: 5 | nc: 39 | ncall: 20980 | eff(%): 3.794 | loglstar: -inf < -192.944 < inf | logz: -204.016 +/- 0.318 | dlogz: 107.916 > 0.109
iter: 797 | bound: 5 | nc: 39 | ncall: 21019 | eff(%): 3.792 | loglstar: -inf < -192.129 < inf | logz: -203.696 +/- 0.320 | dlogz: 107.650 > 0.109
iter: 798 | bound: 5 | nc: 39 | ncall: 21058 | eff(%): 3.790 | loglstar: -inf < -191.754 < inf | logz: -203.318 +/- 0.321 | dlogz: 107.321 > 0.109
iter: 799 | bound: 5 | nc: 39 | ncall: 21097 | eff(%): 3.787 | loglstar: -inf < -190.168 < inf | logz: -202.581 +/- 0.330 | dlogz: 106.932 > 0.109
iter: 800 | bound: 5 | nc: 39 | ncall: 21136 | eff(%): 3.785 | loglstar: -inf < -190.144 < inf | logz: -201.957 +/- 0.331 | dlogz: 106.185 > 0.109
iter: 801 | bound: 5 | nc: 39 | ncall: 21175 | eff(%): 3.783 | loglstar: -inf < -189.473 < inf | logz: -201.433 +/- 0.330 | dlogz: 105.551 > 0.109
iter: 802 | bound: 5 | nc: 39 | ncall: 21214 | eff(%): 3.781 | loglstar: -inf < -189.469 < inf | logz: -201.005 +/- 0.329 | dlogz: 105.018 > 0.109
iter: 803 | bound: 5 | nc: 39 | ncall: 21253 | eff(%): 3.778 | loglstar: -inf < -189.453 < inf | logz: -200.706 +/- 0.327 | dlogz: 104.579 > 0.109
iter: 804 | bound: 5 | nc: 39 | ncall: 21292 | eff(%): 3.776 | loglstar: -inf < -189.177 < inf | logz: -200.444 +/- 0.325 | dlogz: 104.270 > 0.109
iter: 805 | bound: 5 | nc: 39 | ncall: 21331 | eff(%): 3.774 | loglstar: -inf < -189.171 < inf | logz: -200.213 +/- 0.324 | dlogz: 103.999 > 0.109
iter: 806 | bound: 5 | nc: 39 | ncall: 21370 | eff(%): 3.772 | loglstar: -inf < -189.045 < inf | logz: -200.016 +/- 0.322 | dlogz: 103.758 > 0.109
iter: 807 | bound: 5 | nc: 39 | ncall: 21409 | eff(%): 3.769 | loglstar: -inf < -188.955 < inf | logz: -199.835 +/- 0.321 | dlogz: 103.550 > 0.109
iter: 808 | bound: 5 | nc: 39 | ncall: 21448 | eff(%): 3.767 | loglstar: -inf < -188.607 < inf | logz: -199.647 +/- 0.320 | dlogz: 103.360 > 0.109
iter: 809 | bound: 5 | nc: 39 | ncall: 21487 | eff(%): 3.765 | loglstar: -inf < -188.448 < inf | logz: -199.452 +/- 0.319 | dlogz: 103.162 > 0.109
iter: 810 | bound: 5 | nc: 39 | ncall: 21526 | eff(%): 3.763 | loglstar: -inf < -188.355 < inf | logz: -199.271 +/- 0.318 | dlogz: 102.957 > 0.109
iter: 811 | bound: 5 | nc: 39 | ncall: 21565 | eff(%): 3.761 | loglstar: -inf < -187.772 < inf | logz: -199.056 +/- 0.318 | dlogz: 102.766 > 0.109
iter: 812 | bound: 5 | nc: 39 | ncall: 21604 | eff(%): 3.759 | loglstar: -inf < -187.569 < inf | logz: -198.814 +/- 0.318 | dlogz: 102.541 > 0.109
iter: 813 | bound: 5 | nc: 39 | ncall: 21643 | eff(%): 3.756 | loglstar: -inf < -187.352 < inf | logz: -198.581 +/- 0.319 | dlogz: 102.289 > 0.109
iter: 814 | bound: 5 | nc: 39 | ncall: 21682 | eff(%): 3.754 | loglstar: -inf < -187.261 < inf | logz: -198.367 +/- 0.318 | dlogz: 102.046 > 0.109
iter: 815 | bound: 5 | nc: 39 | ncall: 21721 | eff(%): 3.752 | loglstar: -inf < -186.644 < inf | logz: -198.116 +/- 0.319 | dlogz: 101.822 > 0.109
iter: 816 | bound: 5 | nc: 39 | ncall: 21760 | eff(%): 3.750 | loglstar: -inf < -186.589 < inf | logz: -197.859 +/- 0.319 | dlogz: 101.561 > 0.109
iter: 817 | bound: 5 | nc: 39 | ncall: 21799 | eff(%): 3.748 | loglstar: -inf < -185.908 < inf | logz: -197.564 +/- 0.321 | dlogz: 101.294 > 0.109
iter: 818 | bound: 5 | nc: 39 | ncall: 21838 | eff(%): 3.746 | loglstar: -inf < -185.031 < inf | logz: -197.112 +/- 0.324 | dlogz: 127.231 > 0.109
iter: 819 | bound: 5 | nc: 39 | ncall: 21877 | eff(%): 3.744 | loglstar: -inf < -184.792 < inf | logz: -196.656 +/- 0.327 | dlogz: 126.769 > 0.109
iter: 820 | bound: 5 | nc: 39 | ncall: 21916 | eff(%): 3.742 | loglstar: -inf < -184.637 < inf | logz: -196.292 +/- 0.327 | dlogz: 126.303 > 0.109
iter: 821 | bound: 5 | nc: 39 | ncall: 21955 | eff(%): 3.739 | loglstar: -inf < -184.289 < inf | logz: -195.960 +/- 0.326 | dlogz: 125.929 > 0.109
iter: 822 | bound: 5 | nc: 39 | ncall: 21994 | eff(%): 3.737 | loglstar: -inf < -184.103 < inf | logz: -195.652 +/- 0.326 | dlogz: 125.587 > 0.109
iter: 823 | bound: 5 | nc: 39 | ncall: 22033 | eff(%): 3.735 | loglstar: -inf < -183.227 < inf | logz: -195.254 +/- 0.327 | dlogz: 125.269 > 0.109
iter: 824 | bound: 5 | nc: 39 | ncall: 22072 | eff(%): 3.733 | loglstar: -inf < -183.106 < inf | logz: -194.856 +/- 0.328 | dlogz: 124.861 > 0.109
iter: 825 | bound: 5 | nc: 39 | ncall: 22111 | eff(%): 3.731 | loglstar: -inf < -182.697 < inf | logz: -194.498 +/- 0.328 | dlogz: 124.454 > 0.109
iter: 826 | bound: 5 | nc: 39 | ncall: 22150 | eff(%): 3.729 | loglstar: -inf < -182.677 < inf | logz: -194.189 +/- 0.327 | dlogz: 124.085 > 0.109
iter: 827 | bound: 5 | nc: 39 | ncall: 22189 | eff(%): 3.727 | loglstar: -inf < -182.625 < inf | logz: -193.947 +/- 0.326 | dlogz: 123.766 > 0.109
iter: 828 | bound: 5 | nc: 39 | ncall: 22228 | eff(%): 3.725 | loglstar: -inf < -182.296 < inf | logz: -193.716 +/- 0.325 | dlogz: 123.515 > 0.109
iter: 829 | bound: 5 | nc: 39 | ncall: 22267 | eff(%): 3.723 | loglstar: -inf < -181.983 < inf | logz: -193.468 +/- 0.324 | dlogz: 123.274 > 0.109
iter: 830 | bound: 5 | nc: 39 | ncall: 22306 | eff(%): 3.721 | loglstar: -inf < -181.654 < inf | logz: -193.205 +/- 0.324 | dlogz: 123.015 > 0.109
iter: 831 | bound: 5 | nc: 39 | ncall: 22345 | eff(%): 3.719 | loglstar: -inf < -181.456 < inf | logz: -192.947 +/- 0.324 | dlogz: 122.743 > 0.109
iter: 832 | bound: 5 | nc: 39 | ncall: 22384 | eff(%): 3.717 | loglstar: -inf < -181.205 < inf | logz: -192.698 +/- 0.324 | dlogz: 122.475 > 0.109
iter: 833 | bound: 5 | nc: 39 | ncall: 22423 | eff(%): 3.715 | loglstar: -inf < -181.070 < inf | logz: -192.464 +/- 0.323 | dlogz: 122.215 > 0.109
iter: 834 | bound: 5 | nc: 39 | ncall: 22462 | eff(%): 3.713 | loglstar: -inf < -181.002 < inf | logz: -192.258 +/- 0.323 | dlogz: 121.971 > 0.109
iter: 835 | bound: 5 | nc: 39 | ncall: 22501 | eff(%): 3.711 | loglstar: -inf < -180.864 < inf | logz: -192.072 +/- 0.322 | dlogz: 121.756 > 0.109
iter: 836 | bound: 5 | nc: 39 | ncall: 22540 | eff(%): 3.709 | loglstar: -inf < -180.383 < inf | logz: -191.861 +/- 0.322 | dlogz: 121.560 > 0.109
iter: 837 | bound: 5 | nc: 39 | ncall: 22579 | eff(%): 3.707 | loglstar: -inf < -179.787 < inf | logz: -191.578 +/- 0.323 | dlogz: 121.339 > 0.109
iter: 838 | bound: 5 | nc: 39 | ncall: 22618 | eff(%): 3.705 | loglstar: -inf < -179.735 < inf | logz: -191.297 +/- 0.324 | dlogz: 121.046 > 0.109
iter: 839 | bound: 5 | nc: 39 | ncall: 22657 | eff(%): 3.703 | loglstar: -inf < -179.669 < inf | logz: -191.069 +/- 0.323 | dlogz: 120.755 > 0.109
iter: 840 | bound: 5 | nc: 39 | ncall: 22696 | eff(%): 3.701 | loglstar: -inf < -179.467 < inf | logz: -190.860 +/- 0.323 | dlogz: 120.517 > 0.109
iter: 841 | bound: 5 | nc: 39 | ncall: 22735 | eff(%): 3.699 | loglstar: -inf < -179.440 < inf | logz: -190.671 +/- 0.323 | dlogz: 120.298 > 0.109
iter: 842 | bound: 5 | nc: 39 | ncall: 22774 | eff(%): 3.697 | loglstar: -inf < -178.512 < inf | logz: -190.405 +/- 0.324 | dlogz: 120.099 > 0.109
iter: 843 | bound: 5 | nc: 39 | ncall: 22813 | eff(%): 3.695 | loglstar: -inf < -178.464 < inf | logz: -190.112 +/- 0.324 | dlogz: 119.823 > 0.109
iter: 844 | bound: 5 | nc: 39 | ncall: 22852 | eff(%): 3.693 | loglstar: -inf < -177.943 < inf | logz: -189.815 +/- 0.325 | dlogz: 119.520 > 0.109
iter: 845 | bound: 5 | nc: 39 | ncall: 22891 | eff(%): 3.691 | loglstar: -inf < -177.806 < inf | logz: -189.521 +/- 0.326 | dlogz: 119.214 > 0.109
iter: 846 | bound: 5 | nc: 39 | ncall: 22930 | eff(%): 3.689 | loglstar: -inf < -177.547 < inf | logz: -189.251 +/- 0.326 | dlogz: 118.909 > 0.109
iter: 847 | bound: 5 | nc: 39 | ncall: 22969 | eff(%): 3.688 | loglstar: -inf < -177.423 < inf | logz: -189.003 +/- 0.326 | dlogz: 118.630 > 0.109
iter: 848 | bound: 5 | nc: 39 | ncall: 23008 | eff(%): 3.686 | loglstar: -inf < -177.086 < inf | logz: -188.758 +/- 0.326 | dlogz: 118.372 > 0.109
iter: 849 | bound: 5 | nc: 39 | ncall: 23047 | eff(%): 3.684 | loglstar: -inf < -176.579 < inf | logz: -188.470 +/- 0.326 | dlogz: 118.117 > 0.109
iter: 850 | bound: 5 | nc: 39 | ncall: 23086 | eff(%): 3.682 | loglstar: -inf < -176.480 < inf | logz: -188.189 +/- 0.327 | dlogz: 117.819 > 0.109
iter: 851 | bound: 5 | nc: 39 | ncall: 23125 | eff(%): 3.680 | loglstar: -inf < -176.061 < inf | logz: -187.910 +/- 0.327 | dlogz: 117.527 > 0.109
iter: 852 | bound: 6 | nc: 39 | ncall: 23164 | eff(%): 3.678 | loglstar: -inf < -175.572 < inf | logz: -187.586 +/- 0.328 | dlogz: 117.239 > 0.109
iter: 853 | bound: 6 | nc: 39 | ncall: 23203 | eff(%): 3.676 | loglstar: -inf < -175.274 < inf | logz: -187.251 +/- 0.329 | dlogz: 116.905 > 0.109
iter: 854 | bound: 6 | nc: 39 | ncall: 23242 | eff(%): 3.674 | loglstar: -inf < -174.697 < inf | logz: -186.879 +/- 0.330 | dlogz: 116.560 > 0.109
iter: 855 | bound: 6 | nc: 39 | ncall: 23281 | eff(%): 3.673 | loglstar: -inf < -174.487 < inf | logz: -186.515 +/- 0.331 | dlogz: 116.178 > 0.109
iter: 856 | bound: 6 | nc: 39 | ncall: 23320 | eff(%): 3.671 | loglstar: -inf < -174.467 < inf | logz: -186.225 +/- 0.330 | dlogz: 115.804 > 0.109
iter: 857 | bound: 6 | nc: 39 | ncall: 23359 | eff(%): 3.669 | loglstar: -inf < -174.172 < inf | logz: -185.966 +/- 0.330 | dlogz: 115.503 > 0.109
iter: 858 | bound: 6 | nc: 39 | ncall: 23398 | eff(%): 3.667 | loglstar: -inf < -172.629 < inf | logz: -185.414 +/- 0.335 | dlogz: 115.235 > 0.109
iter: 859 | bound: 6 | nc: 39 | ncall: 23437 | eff(%): 3.665 | loglstar: -inf < -172.234 < inf | logz: -184.794 +/- 0.337 | dlogz: 114.673 > 0.109
iter: 860 | bound: 6 | nc: 39 | ncall: 23476 | eff(%): 3.663 | loglstar: -inf < -171.747 < inf | logz: -184.253 +/- 0.338 | dlogz: 114.044 > 0.109
iter: 861 | bound: 6 | nc: 39 | ncall: 23515 | eff(%): 3.661 | loglstar: -inf < -171.453 < inf | logz: -183.783 +/- 0.338 | dlogz: 113.492 > 0.109
iter: 862 | bound: 6 | nc: 39 | ncall: 23554 | eff(%): 3.660 | loglstar: -inf < -171.305 < inf | logz: -183.405 +/- 0.336 | dlogz: 113.012 > 0.109
iter: 863 | bound: 6 | nc: 39 | ncall: 23593 | eff(%): 3.658 | loglstar: -inf < -171.227 < inf | logz: -183.106 +/- 0.335 | dlogz: 112.624 > 0.109
iter: 864 | bound: 6 | nc: 39 | ncall: 23632 | eff(%): 3.656 | loglstar: -inf < -170.644 < inf | logz: -182.791 +/- 0.334 | dlogz: 112.316 > 0.109
iter: 865 | bound: 6 | nc: 39 | ncall: 23671 | eff(%): 3.654 | loglstar: -inf < -169.164 < inf | logz: -182.135 +/- 0.339 | dlogz: 111.990 > 0.109
iter: 866 | bound: 6 | nc: 39 | ncall: 23710 | eff(%): 3.652 | loglstar: -inf < -168.319 < inf | logz: -181.306 +/- 0.343 | dlogz: 111.324 > 0.109
iter: 867 | bound: 6 | nc: 39 | ncall: 23749 | eff(%): 3.651 | loglstar: -inf < -167.798 < inf | logz: -180.589 +/- 0.344 | dlogz: 110.485 > 0.109
iter: 868 | bound: 6 | nc: 39 | ncall: 23788 | eff(%): 3.649 | loglstar: -inf < -167.791 < inf | logz: -180.096 +/- 0.342 | dlogz: 109.759 > 0.109
iter: 869 | bound: 6 | nc: 39 | ncall: 23827 | eff(%): 3.647 | loglstar: -inf < -167.566 < inf | logz: -179.734 +/- 0.339 | dlogz: 109.255 > 0.109
iter: 870 | bound: 6 | nc: 39 | ncall: 23866 | eff(%): 3.645 | loglstar: -inf < -166.863 < inf | logz: -179.326 +/- 0.339 | dlogz: 108.884 > 0.109
iter: 871 | bound: 6 | nc: 39 | ncall: 23905 | eff(%): 3.644 | loglstar: -inf < -166.763 < inf | logz: -178.942 +/- 0.337 | dlogz: 108.465 > 0.109
iter: 872 | bound: 6 | nc: 39 | ncall: 23944 | eff(%): 3.642 | loglstar: -inf < -166.705 < inf | logz: -178.649 +/- 0.336 | dlogz: 108.072 > 0.109
iter: 873 | bound: 6 | nc: 39 | ncall: 23983 | eff(%): 3.640 | loglstar: -inf < -166.704 < inf | logz: -178.418 +/- 0.334 | dlogz: 107.768 > 0.109
iter: 874 | bound: 6 | nc: 39 | ncall: 24022 | eff(%): 3.638 | loglstar: -inf < -166.684 < inf | logz: -178.231 +/- 0.333 | dlogz: 107.528 > 0.109
iter: 875 | bound: 6 | nc: 39 | ncall: 24061 | eff(%): 3.637 | loglstar: -inf < -166.356 < inf | logz: -178.045 +/- 0.331 | dlogz: 107.331 > 0.109
iter: 876 | bound: 6 | nc: 39 | ncall: 24100 | eff(%): 3.635 | loglstar: -inf < -166.352 < inf | logz: -177.867 +/- 0.330 | dlogz: 107.135 > 0.109
iter: 877 | bound: 6 | nc: 39 | ncall: 24139 | eff(%): 3.633 | loglstar: -inf < -165.750 < inf | logz: -177.660 +/- 0.330 | dlogz: 106.947 > 0.109
iter: 878 | bound: 6 | nc: 39 | ncall: 24178 | eff(%): 3.631 | loglstar: -inf < -165.669 < inf | logz: -177.438 +/- 0.329 | dlogz: 106.730 > 0.109
iter: 879 | bound: 6 | nc: 39 | ncall: 24217 | eff(%): 3.630 | loglstar: -inf < -165.557 < inf | logz: -177.242 +/- 0.329 | dlogz: 106.498 > 0.109
iter: 880 | bound: 6 | nc: 39 | ncall: 24256 | eff(%): 3.628 | loglstar: -inf < -165.445 < inf | logz: -177.061 +/- 0.328 | dlogz: 106.292 > 0.109
iter: 881 | bound: 6 | nc: 39 | ncall: 24295 | eff(%): 3.626 | loglstar: -inf < -165.257 < inf | logz: -176.887 +/- 0.328 | dlogz: 106.102 > 0.109
iter: 882 | bound: 6 | nc: 39 | ncall: 24334 | eff(%): 3.625 | loglstar: -inf < -164.779 < inf | logz: -176.683 +/- 0.328 | dlogz: 126.883 > 0.109
iter: 883 | bound: 6 | nc: 39 | ncall: 24373 | eff(%): 3.623 | loglstar: -inf < -164.669 < inf | logz: -176.469 +/- 0.328 | dlogz: 126.669 > 0.109
iter: 884 | bound: 6 | nc: 39 | ncall: 24412 | eff(%): 3.621 | loglstar: -inf < -164.371 < inf | logz: -176.257 +/- 0.328 | dlogz: 126.445 > 0.109
iter: 885 | bound: 6 | nc: 39 | ncall: 24451 | eff(%): 3.619 | loglstar: -inf < -163.922 < inf | logz: -176.011 +/- 0.329 | dlogz: 126.223 > 0.109
iter: 886 | bound: 6 | nc: 39 | ncall: 24490 | eff(%): 3.618 | loglstar: -inf < -163.531 < inf | logz: -175.729 +/- 0.330 | dlogz: 125.967 > 0.109
iter: 887 | bound: 6 | nc: 39 | ncall: 24529 | eff(%): 3.616 | loglstar: -inf < -163.396 < inf | logz: -175.458 +/- 0.330 | dlogz: 125.675 > 0.109
iter: 888 | bound: 6 | nc: 39 | ncall: 24568 | eff(%): 3.614 | loglstar: -inf < -163.245 < inf | logz: -175.217 +/- 0.330 | dlogz: 125.393 > 0.109
iter: 889 | bound: 6 | nc: 39 | ncall: 24607 | eff(%): 3.613 | loglstar: -inf < -162.401 < inf | logz: -174.897 +/- 0.332 | dlogz: 125.143 > 0.109
iter: 890 | bound: 6 | nc: 39 | ncall: 24646 | eff(%): 3.611 | loglstar: -inf < -162.019 < inf | logz: -174.512 +/- 0.334 | dlogz: 124.813 > 0.109
iter: 891 | bound: 6 | nc: 39 | ncall: 24685 | eff(%): 3.609 | loglstar: -inf < -161.257 < inf | logz: -174.049 +/- 0.337 | dlogz: 124.418 > 0.109
iter: 892 | bound: 6 | nc: 39 | ncall: 24724 | eff(%): 3.608 | loglstar: -inf < -160.695 < inf | logz: -173.524 +/- 0.340 | dlogz: 123.945 > 0.109
iter: 893 | bound: 6 | nc: 39 | ncall: 24763 | eff(%): 3.606 | loglstar: -inf < -159.790 < inf | logz: -172.886 +/- 0.343 | dlogz: 123.410 > 0.109
iter: 894 | bound: 6 | nc: 39 | ncall: 24802 | eff(%): 3.605 | loglstar: -inf < -159.673 < inf | logz: -172.351 +/- 0.343 | dlogz: 122.762 > 0.109
iter: 895 | bound: 6 | nc: 39 | ncall: 24841 | eff(%): 3.603 | loglstar: -inf < -159.406 < inf | logz: -171.945 +/- 0.342 | dlogz: 122.217 > 0.109
iter: 896 | bound: 6 | nc: 39 | ncall: 24880 | eff(%): 3.601 | loglstar: -inf < -158.954 < inf | logz: -171.553 +/- 0.341 | dlogz: 121.802 > 0.109
iter: 897 | bound: 6 | nc: 39 | ncall: 24919 | eff(%): 3.600 | loglstar: -inf < -157.976 < inf | logz: -171.011 +/- 0.343 | dlogz: 121.399 > 0.109
iter: 898 | bound: 6 | nc: 39 | ncall: 24958 | eff(%): 3.598 | loglstar: -inf < -156.681 < inf | logz: -170.136 +/- 0.349 | dlogz: 120.847 > 0.109
iter: 899 | bound: 6 | nc: 39 | ncall: 24997 | eff(%): 3.596 | loglstar: -inf < -156.528 < inf | logz: -169.452 +/- 0.348 | dlogz: 119.962 > 0.109
iter: 900 | bound: 6 | nc: 39 | ncall: 25036 | eff(%): 3.595 | loglstar: -inf < -155.908 < inf | logz: -168.889 +/- 0.347 | dlogz: 119.268 > 0.109
iter: 901 | bound: 6 | nc: 39 | ncall: 25075 | eff(%): 3.593 | loglstar: -inf < -155.642 < inf | logz: -168.396 +/- 0.346 | dlogz: 118.696 > 0.109
iter: 902 | bound: 6 | nc: 39 | ncall: 25114 | eff(%): 3.592 | loglstar: -inf < -155.027 < inf | logz: -167.912 +/- 0.345 | dlogz: 118.193 > 0.109
iter: 903 | bound: 6 | nc: 39 | ncall: 25153 | eff(%): 3.590 | loglstar: -inf < -154.760 < inf | logz: -167.462 +/- 0.344 | dlogz: 117.699 > 0.109
iter: 904 | bound: 6 | nc: 39 | ncall: 25192 | eff(%): 3.588 | loglstar: -inf < -154.705 < inf | logz: -167.113 +/- 0.342 | dlogz: 117.239 > 0.109
iter: 905 | bound: 6 | nc: 39 | ncall: 25231 | eff(%): 3.587 | loglstar: -inf < -153.847 < inf | logz: -166.705 +/- 0.342 | dlogz: 116.880 > 0.109
iter: 906 | bound: 6 | nc: 39 | ncall: 25270 | eff(%): 3.585 | loglstar: -inf < -153.629 < inf | logz: -166.285 +/- 0.342 | dlogz: 116.462 > 0.109
iter: 907 | bound: 6 | nc: 39 | ncall: 25309 | eff(%): 3.584 | loglstar: -inf < -153.451 < inf | logz: -165.939 +/- 0.341 | dlogz: 116.032 > 0.109
iter: 908 | bound: 6 | nc: 39 | ncall: 25348 | eff(%): 3.582 | loglstar: -inf < -153.398 < inf | logz: -165.658 +/- 0.340 | dlogz: 115.676 > 0.109
iter: 909 | bound: 6 | nc: 39 | ncall: 25387 | eff(%): 3.581 | loglstar: -inf < -153.250 < inf | logz: -165.420 +/- 0.339 | dlogz: 115.385 > 0.109
iter: 910 | bound: 6 | nc: 39 | ncall: 25426 | eff(%): 3.579 | loglstar: -inf < -152.841 < inf | logz: -165.172 +/- 0.338 | dlogz: 115.137 > 0.109
iter: 911 | bound: 6 | nc: 39 | ncall: 25465 | eff(%): 3.577 | loglstar: -inf < -152.709 < inf | logz: -164.925 +/- 0.337 | dlogz: 114.879 > 0.109
iter: 912 | bound: 6 | nc: 39 | ncall: 25504 | eff(%): 3.576 | loglstar: -inf < -152.444 < inf | logz: -164.689 +/- 0.337 | dlogz: 114.622 > 0.109
iter: 913 | bound: 6 | nc: 39 | ncall: 25543 | eff(%): 3.574 | loglstar: -inf < -152.433 < inf | logz: -164.477 +/- 0.336 | dlogz: 114.377 > 0.109
iter: 914 | bound: 6 | nc: 39 | ncall: 25582 | eff(%): 3.573 | loglstar: -inf < -152.357 < inf | logz: -164.296 +/- 0.335 | dlogz: 114.154 > 0.109
iter: 915 | bound: 6 | nc: 39 | ncall: 25621 | eff(%): 3.571 | loglstar: -inf < -152.300 < inf | logz: -164.135 +/- 0.334 | dlogz: 113.964 > 0.109
iter: 916 | bound: 6 | nc: 39 | ncall: 25660 | eff(%): 3.570 | loglstar: -inf < -152.299 < inf | logz: -163.994 +/- 0.333 | dlogz: 113.793 > 0.109
iter: 917 | bound: 6 | nc: 39 | ncall: 25699 | eff(%): 3.568 | loglstar: -inf < -152.239 < inf | logz: -163.868 +/- 0.332 | dlogz: 113.641 > 0.109
iter: 918 | bound: 6 | nc: 39 | ncall: 25738 | eff(%): 3.567 | loglstar: -inf < -151.962 < inf | logz: -163.737 +/- 0.331 | dlogz: 113.505 > 0.109
iter: 919 | bound: 6 | nc: 39 | ncall: 25777 | eff(%): 3.565 | loglstar: -inf < -151.797 < inf | logz: -163.596 +/- 0.331 | dlogz: 113.364 > 0.109
iter: 920 | bound: 6 | nc: 39 | ncall: 25816 | eff(%): 3.564 | loglstar: -inf < -151.306 < inf | logz: -163.426 +/- 0.331 | dlogz: 113.214 > 0.109
iter: 921 | bound: 6 | nc: 39 | ncall: 25855 | eff(%): 3.562 | loglstar: -inf < -151.082 < inf | logz: -163.231 +/- 0.331 | dlogz: 113.034 > 0.109
iter: 922 | bound: 6 | nc: 39 | ncall: 25894 | eff(%): 3.561 | loglstar: -inf < -151.027 < inf | logz: -163.048 +/- 0.331 | dlogz: 112.829 > 0.109
iter: 923 | bound: 6 | nc: 39 | ncall: 25933 | eff(%): 3.559 | loglstar: -inf < -150.156 < inf | logz: -162.794 +/- 0.333 | dlogz: 112.636 > 0.109
iter: 924 | bound: 6 | nc: 39 | ncall: 25972 | eff(%): 3.558 | loglstar: -inf < -149.950 < inf | logz: -162.495 +/- 0.335 | dlogz: 112.372 > 0.109
iter: 925 | bound: 6 | nc: 39 | ncall: 26011 | eff(%): 3.556 | loglstar: -inf < -149.258 < inf | logz: -162.143 +/- 0.337 | dlogz: 112.063 > 0.109
iter: 926 | bound: 6 | nc: 39 | ncall: 26050 | eff(%): 3.555 | loglstar: -inf < -148.951 < inf | logz: -161.763 +/- 0.339 | dlogz: 111.701 > 0.109
iter: 927 | bound: 6 | nc: 39 | ncall: 26089 | eff(%): 3.553 | loglstar: -inf < -148.466 < inf | logz: -161.375 +/- 0.341 | dlogz: 111.311 > 0.109
iter: 928 | bound: 6 | nc: 39 | ncall: 26128 | eff(%): 3.552 | loglstar: -inf < -148.173 < inf | logz: -160.996 +/- 0.341 | dlogz: 110.913 > 0.109
iter: 929 | bound: 6 | nc: 39 | ncall: 26167 | eff(%): 3.550 | loglstar: -inf < -147.331 < inf | logz: -160.530 +/- 0.344 | dlogz: 110.524 > 0.109
iter: 930 | bound: 6 | nc: 39 | ncall: 26206 | eff(%): 3.549 | loglstar: -inf < -147.045 < inf | logz: -160.059 +/- 0.345 | dlogz: 110.048 > 0.109
iter: 931 | bound: 6 | nc: 39 | ncall: 26245 | eff(%): 3.547 | loglstar: -inf < -146.847 < inf | logz: -159.674 +/- 0.345 | dlogz: 109.567 > 0.109
iter: 932 | bound: 6 | nc: 39 | ncall: 26284 | eff(%): 3.546 | loglstar: -inf < -145.960 < inf | logz: -159.205 +/- 0.346 | dlogz: 109.172 > 0.109
iter: 933 | bound: 6 | nc: 39 | ncall: 26323 | eff(%): 3.544 | loglstar: -inf < -145.635 < inf | logz: -158.720 +/- 0.347 | dlogz: 108.693 > 0.109
iter: 934 | bound: 6 | nc: 39 | ncall: 26362 | eff(%): 3.543 | loglstar: -inf < -145.592 < inf | logz: -158.347 +/- 0.346 | dlogz: 108.198 > 0.109
iter: 935 | bound: 6 | nc: 39 | ncall: 26401 | eff(%): 3.542 | loglstar: -inf < -145.522 < inf | logz: -158.065 +/- 0.344 | dlogz: 107.815 > 0.109
iter: 936 | bound: 6 | nc: 39 | ncall: 26440 | eff(%): 3.540 | loglstar: -inf < -145.222 < inf | logz: -157.805 +/- 0.343 | dlogz: 107.523 > 0.109
iter: 937 | bound: 6 | nc: 39 | ncall: 26479 | eff(%): 3.539 | loglstar: -inf < -144.696 < inf | logz: -157.505 +/- 0.343 | dlogz: 107.254 > 0.109
iter: 938 | bound: 6 | nc: 39 | ncall: 26518 | eff(%): 3.537 | loglstar: -inf < -143.894 < inf | logz: -157.086 +/- 0.344 | dlogz: 106.944 > 0.109
iter: 939 | bound: 6 | nc: 39 | ncall: 26557 | eff(%): 3.536 | loglstar: -inf < -143.754 < inf | logz: -156.678 +/- 0.345 | dlogz: 106.514 > 0.109
iter: 940 | bound: 6 | nc: 39 | ncall: 26596 | eff(%): 3.534 | loglstar: -inf < -143.614 < inf | logz: -156.355 +/- 0.344 | dlogz: 106.097 > 0.109
iter: 941 | bound: 6 | nc: 39 | ncall: 26635 | eff(%): 3.533 | loglstar: -inf < -143.385 < inf | logz: -156.070 +/- 0.344 | dlogz: 105.764 > 0.109
iter: 942 | bound: 6 | nc: 39 | ncall: 26674 | eff(%): 3.532 | loglstar: -inf < -143.360 < inf | logz: -155.825 +/- 0.343 | dlogz: 105.469 > 0.109
iter: 943 | bound: 6 | nc: 39 | ncall: 26713 | eff(%): 3.530 | loglstar: -inf < -143.047 < inf | logz: -155.596 +/- 0.342 | dlogz: 105.214 > 0.109
iter: 944 | bound: 6 | nc: 39 | ncall: 26752 | eff(%): 3.529 | loglstar: -inf < -142.035 < inf | logz: -155.232 +/- 0.343 | dlogz: 104.975 > 0.109
iter: 945 | bound: 6 | nc: 39 | ncall: 26791 | eff(%): 3.527 | loglstar: -inf < -141.939 < inf | logz: -154.849 +/- 0.344 | dlogz: 104.601 > 0.109
iter: 946 | bound: 6 | nc: 39 | ncall: 26830 | eff(%): 3.526 | loglstar: -inf < -141.761 < inf | logz: -154.541 +/- 0.344 | dlogz: 104.208 > 0.109
iter: 947 | bound: 6 | nc: 39 | ncall: 26869 | eff(%): 3.525 | loglstar: -inf < -141.755 < inf | logz: -154.288 +/- 0.343 | dlogz: 103.890 > 0.109
iter: 948 | bound: 6 | nc: 39 | ncall: 26908 | eff(%): 3.523 | loglstar: -inf < -141.722 < inf | logz: -154.085 +/- 0.342 | dlogz: 103.627 > 0.109
iter: 949 | bound: 6 | nc: 39 | ncall: 26947 | eff(%): 3.522 | loglstar: -inf < -141.544 < inf | logz: -153.900 +/- 0.341 | dlogz: 103.414 > 0.109
iter: 950 | bound: 6 | nc: 39 | ncall: 26986 | eff(%): 3.520 | loglstar: -inf < -141.372 < inf | logz: -153.719 +/- 0.340 | dlogz: 103.219 > 0.109
iter: 951 | bound: 6 | nc: 39 | ncall: 27025 | eff(%): 3.519 | loglstar: -inf < -140.416 < inf | logz: -153.440 +/- 0.341 | dlogz: 103.028 > 0.109
iter: 952 | bound: 7 | nc: 39 | ncall: 27064 | eff(%): 3.518 | loglstar: -inf < -140.401 < inf | logz: -153.140 +/- 0.342 | dlogz: 102.739 > 0.109
iter: 953 | bound: 7 | nc: 39 | ncall: 27103 | eff(%): 3.516 | loglstar: -inf < -140.257 < inf | logz: -152.894 +/- 0.341 | dlogz: 102.429 > 0.109
iter: 954 | bound: 7 | nc: 39 | ncall: 27142 | eff(%): 3.515 | loglstar: -inf < -139.375 < inf | logz: -152.561 +/- 0.343 | dlogz: 102.173 > 0.109
iter: 955 | bound: 7 | nc: 39 | ncall: 27181 | eff(%): 3.513 | loglstar: -inf < -139.271 < inf | logz: -152.211 +/- 0.344 | dlogz: 101.830 > 0.109
iter: 956 | bound: 7 | nc: 39 | ncall: 27220 | eff(%): 3.512 | loglstar: -inf < -139.030 < inf | logz: -151.912 +/- 0.344 | dlogz: 101.470 > 0.109
iter: 957 | bound: 7 | nc: 39 | ncall: 27259 | eff(%): 3.511 | loglstar: -inf < -138.994 < inf | logz: -151.655 +/- 0.343 | dlogz: 101.161 > 0.109
iter: 958 | bound: 7 | nc: 39 | ncall: 27298 | eff(%): 3.509 | loglstar: -inf < -138.860 < inf | logz: -151.437 +/- 0.343 | dlogz: 100.895 > 0.109
iter: 959 | bound: 7 | nc: 39 | ncall: 27337 | eff(%): 3.508 | loglstar: -inf < -138.857 < inf | logz: -151.248 +/- 0.342 | dlogz: 100.666 > 0.109
iter: 960 | bound: 7 | nc: 39 | ncall: 27376 | eff(%): 3.507 | loglstar: -inf < -138.127 < inf | logz: -151.015 +/- 0.342 | dlogz: 100.467 > 0.109
iter: 961 | bound: 7 | nc: 39 | ncall: 27415 | eff(%): 3.505 | loglstar: -inf < -138.079 < inf | logz: -150.765 +/- 0.342 | dlogz: 100.225 > 0.109
iter: 962 | bound: 7 | nc: 39 | ncall: 27454 | eff(%): 3.504 | loglstar: -inf < -137.943 < inf | logz: -150.549 +/- 0.342 | dlogz: 99.964 > 0.109
iter: 963 | bound: 7 | nc: 39 | ncall: 27493 | eff(%): 3.503 | loglstar: -inf < -137.620 < inf | logz: -150.330 +/- 0.341 | dlogz: 99.739 > 0.109
iter: 964 | bound: 7 | nc: 39 | ncall: 27532 | eff(%): 3.501 | loglstar: -inf < -137.393 < inf | logz: -150.104 +/- 0.341 | dlogz: 99.510 > 0.109
iter: 965 | bound: 7 | nc: 39 | ncall: 27571 | eff(%): 3.500 | loglstar: -inf < -137.138 < inf | logz: -149.876 +/- 0.341 | dlogz: 99.274 > 0.109
iter: 966 | bound: 7 | nc: 39 | ncall: 27610 | eff(%): 3.499 | loglstar: -inf < -136.817 < inf | logz: -149.637 +/- 0.342 | dlogz: 99.036 > 0.109
iter: 967 | bound: 7 | nc: 39 | ncall: 27649 | eff(%): 3.497 | loglstar: -inf < -136.757 < inf | logz: -149.412 +/- 0.342 | dlogz: 98.787 > 0.109
iter: 968 | bound: 7 | nc: 39 | ncall: 27688 | eff(%): 3.496 | loglstar: -inf < -136.598 < inf | logz: -149.211 +/- 0.341 | dlogz: 98.552 > 0.109
iter: 969 | bound: 7 | nc: 39 | ncall: 27727 | eff(%): 3.495 | loglstar: -inf < -136.037 < inf | logz: -148.974 +/- 0.342 | dlogz: 98.341 > 0.109
iter: 970 | bound: 7 | nc: 39 | ncall: 27766 | eff(%): 3.493 | loglstar: -inf < -134.738 < inf | logz: -148.490 +/- 0.347 | dlogz: 98.094 > 0.109
iter: 971 | bound: 7 | nc: 39 | ncall: 27805 | eff(%): 3.492 | loglstar: -inf < -134.631 < inf | logz: -148.002 +/- 0.349 | dlogz: 97.600 > 0.109
iter: 972 | bound: 7 | nc: 39 | ncall: 27844 | eff(%): 3.491 | loglstar: -inf < -134.608 < inf | logz: -147.660 +/- 0.349 | dlogz: 97.102 > 0.109
iter: 973 | bound: 7 | nc: 39 | ncall: 27883 | eff(%): 3.490 | loglstar: -inf < -134.448 < inf | logz: -147.386 +/- 0.348 | dlogz: 96.750 > 0.109
iter: 974 | bound: 7 | nc: 39 | ncall: 27922 | eff(%): 3.488 | loglstar: -inf < -134.433 < inf | logz: -147.156 +/- 0.347 | dlogz: 96.466 > 0.109
iter: 975 | bound: 7 | nc: 39 | ncall: 27961 | eff(%): 3.487 | loglstar: -inf < -134.413 < inf | logz: -146.968 +/- 0.346 | dlogz: 96.226 > 0.109
iter: 976 | bound: 7 | nc: 39 | ncall: 28000 | eff(%): 3.486 | loglstar: -inf < -134.199 < inf | logz: -146.793 +/- 0.345 | dlogz: 96.028 > 0.109
iter: 977 | bound: 7 | nc: 39 | ncall: 28039 | eff(%): 3.484 | loglstar: -inf < -134.139 < inf | logz: -146.626 +/- 0.344 | dlogz: 95.843 > 0.109
iter: 978 | bound: 7 | nc: 39 | ncall: 28078 | eff(%): 3.483 | loglstar: -inf < -134.128 < inf | logz: -146.479 +/- 0.343 | dlogz: 95.666 > 0.109
iter: 979 | bound: 7 | nc: 39 | ncall: 28117 | eff(%): 3.482 | loglstar: -inf < -133.778 < inf | logz: -146.327 +/- 0.342 | dlogz: 95.510 > 0.109
iter: 980 | bound: 7 | nc: 39 | ncall: 28156 | eff(%): 3.481 | loglstar: -inf < -132.985 < inf | logz: -146.094 +/- 0.343 | dlogz: 95.348 > 0.109
iter: 981 | bound: 7 | nc: 39 | ncall: 28195 | eff(%): 3.479 | loglstar: -inf < -132.609 < inf | logz: -145.795 +/- 0.344 | dlogz: 95.104 > 0.109
iter: 982 | bound: 7 | nc: 39 | ncall: 28234 | eff(%): 3.478 | loglstar: -inf < -132.539 < inf | logz: -145.521 +/- 0.345 | dlogz: 94.795 > 0.109
iter: 983 | bound: 7 | nc: 39 | ncall: 28273 | eff(%): 3.477 | loglstar: -inf < -132.218 < inf | logz: -145.266 +/- 0.345 | dlogz: 94.512 > 0.109
iter: 984 | bound: 7 | nc: 39 | ncall: 28312 | eff(%): 3.476 | loglstar: -inf < -132.018 < inf | logz: -145.013 +/- 0.345 | dlogz: 94.246 > 0.109
iter: 985 | bound: 7 | nc: 39 | ncall: 28351 | eff(%): 3.474 | loglstar: -inf < -131.970 < inf | logz: -144.790 +/- 0.345 | dlogz: 93.984 > 0.109
iter: 986 | bound: 7 | nc: 39 | ncall: 28390 | eff(%): 3.473 | loglstar: -inf < -130.396 < inf | logz: -144.327 +/- 0.350 | dlogz: 93.751 > 0.109
iter: 987 | bound: 7 | nc: 39 | ncall: 28429 | eff(%): 3.472 | loglstar: -inf < -130.153 < inf | logz: -143.801 +/- 0.352 | dlogz: 93.278 > 0.109
iter: 988 | bound: 7 | nc: 39 | ncall: 28468 | eff(%): 3.471 | loglstar: -inf < -129.941 < inf | logz: -143.391 +/- 0.353 | dlogz: 92.742 > 0.109
iter: 989 | bound: 7 | nc: 39 | ncall: 28507 | eff(%): 3.469 | loglstar: -inf < -129.939 < inf | logz: -143.077 +/- 0.352 | dlogz: 92.322 > 0.109
iter: 990 | bound: 7 | nc: 39 | ncall: 28546 | eff(%): 3.468 | loglstar: -inf < -129.894 < inf | logz: -142.835 +/- 0.350 | dlogz: 91.998 > 0.109
iter: 991 | bound: 7 | nc: 39 | ncall: 28585 | eff(%): 3.467 | loglstar: -inf < -129.883 < inf | logz: -142.638 +/- 0.349 | dlogz: 91.746 > 0.109
iter: 992 | bound: 7 | nc: 39 | ncall: 28624 | eff(%): 3.466 | loglstar: -inf < -128.752 < inf | logz: -142.326 +/- 0.350 | dlogz: 91.539 > 0.109
iter: 993 | bound: 7 | nc: 39 | ncall: 28663 | eff(%): 3.464 | loglstar: -inf < -127.778 < inf | logz: -141.777 +/- 0.354 | dlogz: 91.217 > 0.109
iter: 994 | bound: 7 | nc: 39 | ncall: 28702 | eff(%): 3.463 | loglstar: -inf < -127.482 < inf | logz: -141.240 +/- 0.355 | dlogz: 90.658 > 0.109
iter: 995 | bound: 7 | nc: 39 | ncall: 28741 | eff(%): 3.462 | loglstar: -inf < -127.399 < inf | logz: -140.839 +/- 0.355 | dlogz: 90.111 > 0.109
iter: 996 | bound: 7 | nc: 39 | ncall: 28780 | eff(%): 3.461 | loglstar: -inf < -126.534 < inf | logz: -140.385 +/- 0.355 | dlogz: 89.700 > 0.109
iter: 997 | bound: 7 | nc: 39 | ncall: 28819 | eff(%): 3.460 | loglstar: -inf < -125.751 < inf | logz: -139.792 +/- 0.358 | dlogz: 89.237 > 0.109
iter: 998 | bound: 7 | nc: 39 | ncall: 28858 | eff(%): 3.458 | loglstar: -inf < -125.598 < inf | logz: -139.286 +/- 0.357 | dlogz: 88.633 > 0.109
iter: 999 | bound: 7 | nc: 39 | ncall: 28897 | eff(%): 3.457 | loglstar: -inf < -125.509 < inf | logz: -138.919 +/- 0.356 | dlogz: 88.117 > 0.109
iter: 1000 | bound: 7 | nc: 39 | ncall: 28936 | eff(%): 3.456 | loglstar: -inf < -125.467 < inf | logz: -138.638 +/- 0.354 | dlogz: 87.741 > 0.109
iter: 1001 | bound: 7 | nc: 39 | ncall: 28975 | eff(%): 3.455 | loglstar: -inf < -125.282 < inf | logz: -138.397 +/- 0.353 | dlogz: 87.450 > 0.109
iter: 1002 | bound: 7 | nc: 39 | ncall: 29014 | eff(%): 3.454 | loglstar: -inf < -124.513 < inf | logz: -138.086 +/- 0.353 | dlogz: 87.199 > 0.109
iter: 1003 | bound: 7 | nc: 39 | ncall: 29053 | eff(%): 3.452 | loglstar: -inf < -123.999 < inf | logz: -137.691 +/- 0.353 | dlogz: 86.877 > 0.109
iter: 1004 | bound: 7 | nc: 39 | ncall: 29092 | eff(%): 3.451 | loglstar: -inf < -123.874 < inf | logz: -137.332 +/- 0.353 | dlogz: 86.473 > 0.109
iter: 1005 | bound: 7 | nc: 39 | ncall: 29131 | eff(%): 3.450 | loglstar: -inf < -123.520 < inf | logz: -137.007 +/- 0.353 | dlogz: 86.104 > 0.109
iter: 1006 | bound: 7 | nc: 39 | ncall: 29170 | eff(%): 3.449 | loglstar: -inf < -123.400 < inf | logz: -136.712 +/- 0.353 | dlogz: 85.769 > 0.109
iter: 1007 | bound: 7 | nc: 39 | ncall: 29209 | eff(%): 3.448 | loglstar: -inf < -123.150 < inf | logz: -136.445 +/- 0.352 | dlogz: 85.464 > 0.109
iter: 1008 | bound: 7 | nc: 39 | ncall: 29248 | eff(%): 3.446 | loglstar: -inf < -123.089 < inf | logz: -136.206 +/- 0.351 | dlogz: 85.187 > 0.109
iter: 1009 | bound: 7 | nc: 39 | ncall: 29287 | eff(%): 3.445 | loglstar: -inf < -122.983 < inf | logz: -136.000 +/- 0.350 | dlogz: 84.938 > 0.109
iter: 1010 | bound: 7 | nc: 39 | ncall: 29326 | eff(%): 3.444 | loglstar: -inf < -122.095 < inf | logz: -135.713 +/- 0.351 | dlogz: 84.722 > 0.109
iter: 1011 | bound: 7 | nc: 39 | ncall: 29365 | eff(%): 3.443 | loglstar: -inf < -121.818 < inf | logz: -135.372 +/- 0.352 | dlogz: 84.425 > 0.109
iter: 1012 | bound: 7 | nc: 39 | ncall: 29404 | eff(%): 3.442 | loglstar: -inf < -121.805 < inf | logz: -135.089 +/- 0.351 | dlogz: 84.074 > 0.109
iter: 1013 | bound: 7 | nc: 39 | ncall: 29443 | eff(%): 3.441 | loglstar: -inf < -121.699 < inf | logz: -134.858 +/- 0.351 | dlogz: 83.781 > 0.109
iter: 1014 | bound: 7 | nc: 39 | ncall: 29482 | eff(%): 3.439 | loglstar: -inf < -121.690 < inf | logz: -134.663 +/- 0.350 | dlogz: 83.540 > 0.109
iter: 1015 | bound: 7 | nc: 39 | ncall: 29521 | eff(%): 3.438 | loglstar: -inf < -121.687 < inf | logz: -134.500 +/- 0.349 | dlogz: 83.335 > 0.109
iter: 1016 | bound: 7 | nc: 39 | ncall: 29560 | eff(%): 3.437 | loglstar: -inf < -121.122 < inf | logz: -134.313 +/- 0.349 | dlogz: 83.162 > 0.109
iter: 1017 | bound: 7 | nc: 39 | ncall: 29599 | eff(%): 3.436 | loglstar: -inf < -120.780 < inf | logz: -134.082 +/- 0.349 | dlogz: 82.965 > 0.109
iter: 1018 | bound: 7 | nc: 39 | ncall: 29638 | eff(%): 3.435 | loglstar: -inf < -120.593 < inf | logz: -133.849 +/- 0.349 | dlogz: 82.725 > 0.109
iter: 1019 | bound: 7 | nc: 39 | ncall: 29677 | eff(%): 3.434 | loglstar: -inf < -120.574 < inf | logz: -133.644 +/- 0.349 | dlogz: 82.481 > 0.109
iter: 1020 | bound: 7 | nc: 39 | ncall: 29716 | eff(%): 3.432 | loglstar: -inf < -120.506 < inf | logz: -133.469 +/- 0.348 | dlogz: 82.267 > 0.109
iter: 1021 | bound: 7 | nc: 39 | ncall: 29755 | eff(%): 3.431 | loglstar: -inf < -120.223 < inf | logz: -133.293 +/- 0.348 | dlogz: 82.081 > 0.109
iter: 1022 | bound: 7 | nc: 39 | ncall: 29794 | eff(%): 3.430 | loglstar: -inf < -119.667 < inf | logz: -133.071 +/- 0.348 | dlogz: 81.896 > 0.109
iter: 1023 | bound: 7 | nc: 39 | ncall: 29833 | eff(%): 3.429 | loglstar: -inf < -119.626 < inf | logz: -132.843 +/- 0.348 | dlogz: 81.664 > 0.109
iter: 1024 | bound: 7 | nc: 39 | ncall: 29872 | eff(%): 3.428 | loglstar: -inf < -118.207 < inf | logz: -132.419 +/- 0.353 | dlogz: 81.426 > 0.109
iter: 1025 | bound: 7 | nc: 39 | ncall: 29911 | eff(%): 3.427 | loglstar: -inf < -117.682 < inf | logz: -131.864 +/- 0.357 | dlogz: 80.991 > 0.109
iter: 1026 | bound: 7 | nc: 39 | ncall: 29950 | eff(%): 3.426 | loglstar: -inf < -117.561 < inf | logz: -131.416 +/- 0.358 | dlogz: 80.426 > 0.109
iter: 1027 | bound: 7 | nc: 39 | ncall: 29989 | eff(%): 3.425 | loglstar: -inf < -117.506 < inf | logz: -131.088 +/- 0.357 | dlogz: 79.969 > 0.109
iter: 1028 | bound: 7 | nc: 39 | ncall: 30028 | eff(%): 3.423 | loglstar: -inf < -117.006 < inf | logz: -130.767 +/- 0.357 | dlogz: 79.630 > 0.109
iter: 1029 | bound: 7 | nc: 39 | ncall: 30067 | eff(%): 3.422 | loglstar: -inf < -116.364 < inf | logz: -130.368 +/- 0.357 | dlogz: 79.300 > 0.109
iter: 1030 | bound: 7 | nc: 39 | ncall: 30106 | eff(%): 3.421 | loglstar: -inf < -115.999 < inf | logz: -129.949 +/- 0.358 | dlogz: 78.891 > 0.109
iter: 1031 | bound: 7 | nc: 39 | ncall: 30145 | eff(%): 3.420 | loglstar: -inf < -115.921 < inf | logz: -129.601 +/- 0.358 | dlogz: 78.462 > 0.109
iter: 1032 | bound: 7 | nc: 39 | ncall: 30184 | eff(%): 3.419 | loglstar: -inf < -115.056 < inf | logz: -129.189 +/- 0.359 | dlogz: 78.104 > 0.109
iter: 1033 | bound: 7 | nc: 39 | ncall: 30223 | eff(%): 3.418 | loglstar: -inf < -114.696 < inf | logz: -128.736 +/- 0.359 | dlogz: 77.682 > 0.109
iter: 1034 | bound: 7 | nc: 39 | ncall: 30262 | eff(%): 3.417 | loglstar: -inf < -114.343 < inf | logz: -128.321 +/- 0.360 | dlogz: 77.219 > 0.109
iter: 1035 | bound: 7 | nc: 39 | ncall: 30301 | eff(%): 3.416 | loglstar: -inf < -113.700 < inf | logz: -127.867 +/- 0.360 | dlogz: 76.794 > 0.109
iter: 1036 | bound: 7 | nc: 39 | ncall: 30340 | eff(%): 3.415 | loglstar: -inf < -113.350 < inf | logz: -127.415 +/- 0.361 | dlogz: 76.331 > 0.109
iter: 1037 | bound: 7 | nc: 39 | ncall: 30379 | eff(%): 3.414 | loglstar: -inf < -113.335 < inf | logz: -127.060 +/- 0.360 | dlogz: 75.868 > 0.109
iter: 1038 | bound: 7 | nc: 39 | ncall: 30418 | eff(%): 3.412 | loglstar: -inf < -112.928 < inf | logz: -126.743 +/- 0.359 | dlogz: 75.504 > 0.109
iter: 1039 | bound: 7 | nc: 39 | ncall: 30457 | eff(%): 3.411 | loglstar: -inf < -112.646 < inf | logz: -126.424 +/- 0.358 | dlogz: 75.177 > 0.109
iter: 1040 | bound: 7 | nc: 39 | ncall: 30496 | eff(%): 3.410 | loglstar: -inf < -111.989 < inf | logz: -126.052 +/- 0.359 | dlogz: 74.848 > 0.109
iter: 1041 | bound: 7 | nc: 39 | ncall: 30535 | eff(%): 3.409 | loglstar: -inf < -111.337 < inf | logz: -125.587 +/- 0.360 | dlogz: 74.466 > 0.109
iter: 1042 | bound: 7 | nc: 39 | ncall: 30574 | eff(%): 3.408 | loglstar: -inf < -111.090 < inf | logz: -125.148 +/- 0.361 | dlogz: 73.991 > 0.109
iter: 1043 | bound: 7 | nc: 39 | ncall: 30613 | eff(%): 3.407 | loglstar: -inf < -110.987 < inf | logz: -124.799 +/- 0.360 | dlogz: 73.541 > 0.109
iter: 1044 | bound: 7 | nc: 39 | ncall: 30652 | eff(%): 3.406 | loglstar: -inf < -110.962 < inf | logz: -124.529 +/- 0.359 | dlogz: 73.183 > 0.109
iter: 1045 | bound: 7 | nc: 39 | ncall: 30691 | eff(%): 3.405 | loglstar: -inf < -110.759 < inf | logz: -124.295 +/- 0.358 | dlogz: 72.903 > 0.109
iter: 1046 | bound: 7 | nc: 39 | ncall: 30730 | eff(%): 3.404 | loglstar: -inf < -110.521 < inf | logz: -124.065 +/- 0.357 | dlogz: 72.659 > 0.109
iter: 1047 | bound: 7 | nc: 39 | ncall: 30769 | eff(%): 3.403 | loglstar: -inf < -110.503 < inf | logz: -123.859 +/- 0.356 | dlogz: 72.419 > 0.109
iter: 1048 | bound: 7 | nc: 39 | ncall: 30808 | eff(%): 3.402 | loglstar: -inf < -110.353 < inf | logz: -123.675 +/- 0.355 | dlogz: 72.202 > 0.109
iter: 1049 | bound: 7 | nc: 39 | ncall: 30847 | eff(%): 3.401 | loglstar: -inf < -110.301 < inf | logz: -123.507 +/- 0.354 | dlogz: 72.009 > 0.109
iter: 1050 | bound: 7 | nc: 39 | ncall: 30886 | eff(%): 3.400 | loglstar: -inf < -110.212 < inf | logz: -123.354 +/- 0.353 | dlogz: 71.831 > 0.109
iter: 1051 | bound: 7 | nc: 39 | ncall: 30925 | eff(%): 3.399 | loglstar: -inf < -110.165 < inf | logz: -123.215 +/- 0.352 | dlogz: 71.668 > 0.109
iter: 1052 | bound: 8 | nc: 39 | ncall: 30964 | eff(%): 3.397 | loglstar: -inf < -110.140 < inf | logz: -123.089 +/- 0.351 | dlogz: 71.519 > 0.109
iter: 1053 | bound: 8 | nc: 39 | ncall: 31003 | eff(%): 3.396 | loglstar: -inf < -109.764 < inf | logz: -122.954 +/- 0.351 | dlogz: 71.384 > 0.109
iter: 1054 | bound: 8 | nc: 39 | ncall: 31042 | eff(%): 3.395 | loglstar: -inf < -109.739 < inf | logz: -122.814 +/- 0.350 | dlogz: 71.238 > 0.109
iter: 1055 | bound: 8 | nc: 39 | ncall: 31081 | eff(%): 3.394 | loglstar: -inf < -109.044 < inf | logz: -122.634 +/- 0.351 | dlogz: 71.088 > 0.109
iter: 1056 | bound: 8 | nc: 39 | ncall: 31120 | eff(%): 3.393 | loglstar: -inf < -108.744 < inf | logz: -122.406 +/- 0.351 | dlogz: 70.898 > 0.109
iter: 1057 | bound: 8 | nc: 39 | ncall: 31159 | eff(%): 3.392 | loglstar: -inf < -108.207 < inf | logz: -122.133 +/- 0.353 | dlogz: 70.660 > 0.109
iter: 1058 | bound: 8 | nc: 39 | ncall: 31198 | eff(%): 3.391 | loglstar: -inf < -107.513 < inf | logz: -121.763 +/- 0.356 | dlogz: 70.377 > 0.109
iter: 1059 | bound: 8 | nc: 39 | ncall: 31237 | eff(%): 3.390 | loglstar: -inf < -107.044 < inf | logz: -121.337 +/- 0.358 | dlogz: 69.997 > 0.109
iter: 1060 | bound: 8 | nc: 39 | ncall: 31276 | eff(%): 3.389 | loglstar: -inf < -106.983 < inf | logz: -120.975 +/- 0.359 | dlogz: 69.561 > 0.109
iter: 1061 | bound: 8 | nc: 39 | ncall: 31315 | eff(%): 3.388 | loglstar: -inf < -106.931 < inf | logz: -120.699 +/- 0.359 | dlogz: 82.096 > 0.109
iter: 1062 | bound: 8 | nc: 39 | ncall: 31354 | eff(%): 3.387 | loglstar: -inf < -106.845 < inf | logz: -120.471 +/- 0.358 | dlogz: 81.810 > 0.109
iter: 1063 | bound: 8 | nc: 39 | ncall: 31393 | eff(%): 3.386 | loglstar: -inf < -106.797 < inf | logz: -120.276 +/- 0.357 | dlogz: 81.572 > 0.109
iter: 1064 | bound: 8 | nc: 39 | ncall: 31432 | eff(%): 3.385 | loglstar: -inf < -106.719 < inf | logz: -120.104 +/- 0.356 | dlogz: 81.367 > 0.109
iter: 1065 | bound: 8 | nc: 39 | ncall: 31471 | eff(%): 3.384 | loglstar: -inf < -106.550 < inf | logz: -119.941 +/- 0.356 | dlogz: 84.091 > 0.109
iter: 1066 | bound: 8 | nc: 39 | ncall: 31510 | eff(%): 3.383 | loglstar: -inf < -106.285 < inf | logz: -119.771 +/- 0.355 | dlogz: 83.918 > 0.109
iter: 1067 | bound: 8 | nc: 39 | ncall: 31549 | eff(%): 3.382 | loglstar: -inf < -105.944 < inf | logz: -119.579 +/- 0.355 | dlogz: 83.737 > 0.109
iter: 1068 | bound: 8 | nc: 39 | ncall: 31588 | eff(%): 3.381 | loglstar: -inf < -105.354 < inf | logz: -119.329 +/- 0.355 | dlogz: 83.535 > 0.109
iter: 1069 | bound: 8 | nc: 39 | ncall: 31627 | eff(%): 3.380 | loglstar: -inf < -105.216 < inf | logz: -119.065 +/- 0.356 | dlogz: 83.276 > 0.109
iter: 1070 | bound: 8 | nc: 39 | ncall: 31666 | eff(%): 3.379 | loglstar: -inf < -105.042 < inf | logz: -118.827 +/- 0.356 | dlogz: 83.002 > 0.109
iter: 1071 | bound: 8 | nc: 39 | ncall: 31705 | eff(%): 3.378 | loglstar: -inf < -104.757 < inf | logz: -118.592 +/- 0.356 | dlogz: 82.754 > 0.109
iter: 1072 | bound: 8 | nc: 39 | ncall: 31744 | eff(%): 3.377 | loglstar: -inf < -104.597 < inf | logz: -118.363 +/- 0.356 | dlogz: 82.509 > 0.109
iter: 1073 | bound: 8 | nc: 39 | ncall: 31783 | eff(%): 3.376 | loglstar: -inf < -104.545 < inf | logz: -118.160 +/- 0.356 | dlogz: 82.270 > 0.109
iter: 1074 | bound: 8 | nc: 39 | ncall: 31822 | eff(%): 3.375 | loglstar: -inf < -104.529 < inf | logz: -117.988 +/- 0.356 | dlogz: 82.057 > 0.109
iter: 1075 | bound: 8 | nc: 39 | ncall: 31861 | eff(%): 3.374 | loglstar: -inf < -104.364 < inf | logz: -117.829 +/- 0.355 | dlogz: 81.874 > 0.109
iter: 1076 | bound: 8 | nc: 39 | ncall: 31900 | eff(%): 3.373 | loglstar: -inf < -104.138 < inf | logz: -117.665 +/- 0.355 | dlogz: 81.706 > 0.109
iter: 1077 | bound: 8 | nc: 39 | ncall: 31939 | eff(%): 3.372 | loglstar: -inf < -104.047 < inf | logz: -117.505 +/- 0.354 | dlogz: 81.532 > 0.109
iter: 1078 | bound: 8 | nc: 39 | ncall: 31978 | eff(%): 3.371 | loglstar: -inf < -103.891 < inf | logz: -117.352 +/- 0.354 | dlogz: 81.362 > 0.109
iter: 1079 | bound: 8 | nc: 39 | ncall: 32017 | eff(%): 3.370 | loglstar: -inf < -103.889 < inf | logz: -117.210 +/- 0.354 | dlogz: 81.199 > 0.109
iter: 1080 | bound: 8 | nc: 39 | ncall: 32056 | eff(%): 3.369 | loglstar: -inf < -103.618 < inf | logz: -117.069 +/- 0.353 | dlogz: 81.047 > 0.109
iter: 1081 | bound: 8 | nc: 39 | ncall: 32095 | eff(%): 3.368 | loglstar: -inf < -103.558 < inf | logz: -116.927 +/- 0.353 | dlogz: 80.896 > 0.109
iter: 1082 | bound: 8 | nc: 39 | ncall: 32134 | eff(%): 3.367 | loglstar: -inf < -103.305 < inf | logz: -116.784 +/- 0.353 | dlogz: 80.744 > 0.109
iter: 1083 | bound: 8 | nc: 39 | ncall: 32173 | eff(%): 3.366 | loglstar: -inf < -103.067 < inf | logz: -116.628 +/- 0.353 | dlogz: 80.591 > 0.109
iter: 1084 | bound: 8 | nc: 39 | ncall: 32212 | eff(%): 3.365 | loglstar: -inf < -103.040 < inf | logz: -116.478 +/- 0.353 | dlogz: 80.425 > 0.109
iter: 1085 | bound: 8 | nc: 39 | ncall: 32251 | eff(%): 3.364 | loglstar: -inf < -102.817 < inf | logz: -116.331 +/- 0.353 | dlogz: 80.265 > 0.109
iter: 1086 | bound: 8 | nc: 39 | ncall: 32290 | eff(%): 3.363 | loglstar: -inf < -102.412 < inf | logz: -116.160 +/- 0.353 | dlogz: 80.109 > 0.109
iter: 1087 | bound: 8 | nc: 39 | ncall: 32329 | eff(%): 3.362 | loglstar: -inf < -102.386 < inf | logz: -115.986 +/- 0.353 | dlogz: 79.927 > 0.109
iter: 1088 | bound: 8 | nc: 39 | ncall: 32368 | eff(%): 3.361 | loglstar: -inf < -102.255 < inf | logz: -115.828 +/- 0.353 | dlogz: 79.744 > 0.109
iter: 1089 | bound: 8 | nc: 39 | ncall: 32407 | eff(%): 3.360 | loglstar: -inf < -102.245 < inf | logz: -115.684 +/- 0.353 | dlogz: 79.576 > 0.109
iter: 1090 | bound: 8 | nc: 39 | ncall: 32446 | eff(%): 3.359 | loglstar: -inf < -102.041 < inf | logz: -115.546 +/- 0.353 | dlogz: 79.422 > 0.109
iter: 1091 | bound: 8 | nc: 39 | ncall: 32485 | eff(%): 3.358 | loglstar: -inf < -101.987 < inf | logz: -115.410 +/- 0.353 | dlogz: 79.273 > 0.109
iter: 1092 | bound: 8 | nc: 39 | ncall: 32524 | eff(%): 3.358 | loglstar: -inf < -101.536 < inf | logz: -115.257 +/- 0.353 | dlogz: 79.128 > 0.109
iter: 1093 | bound: 8 | nc: 39 | ncall: 32563 | eff(%): 3.357 | loglstar: -inf < -100.728 < inf | logz: -115.012 +/- 0.355 | dlogz: 78.965 > 0.109
iter: 1094 | bound: 8 | nc: 39 | ncall: 32602 | eff(%): 3.356 | loglstar: -inf < -100.452 < inf | logz: -114.715 +/- 0.357 | dlogz: 78.709 > 0.109
iter: 1095 | bound: 8 | nc: 39 | ncall: 32641 | eff(%): 3.355 | loglstar: -inf < -100.389 < inf | logz: -114.453 +/- 0.358 | dlogz: 78.402 > 0.109
iter: 1096 | bound: 8 | nc: 39 | ncall: 32680 | eff(%): 3.354 | loglstar: -inf < -100.352 < inf | logz: -114.239 +/- 0.358 | dlogz: 78.131 > 0.109
iter: 1097 | bound: 8 | nc: 39 | ncall: 32719 | eff(%): 3.353 | loglstar: -inf < -100.235 < inf | logz: -114.051 +/- 0.358 | dlogz: 77.907 > 0.109
iter: 1098 | bound: 8 | nc: 39 | ncall: 32758 | eff(%): 3.352 | loglstar: -inf < -100.186 < inf | logz: -113.882 +/- 0.358 | dlogz: 77.709 > 0.109
iter: 1099 | bound: 8 | nc: 39 | ncall: 32797 | eff(%): 3.351 | loglstar: -inf < -100.166 < inf | logz: -113.734 +/- 0.357 | dlogz: 77.530 > 0.109
iter: 1100 | bound: 8 | nc: 39 | ncall: 32836 | eff(%): 3.350 | loglstar: -inf < -100.039 < inf | logz: -113.597 +/- 0.357 | dlogz: 77.372 > 0.109
iter: 1101 | bound: 8 | nc: 39 | ncall: 32875 | eff(%): 3.349 | loglstar: -inf < -99.940 < inf | logz: -113.465 +/- 0.356 | dlogz: 77.225 > 0.109
iter: 1102 | bound: 8 | nc: 39 | ncall: 32914 | eff(%): 3.348 | loglstar: -inf < -99.259 < inf | logz: -113.289 +/- 0.357 | dlogz: 77.083 > 0.109
iter: 1103 | bound: 8 | nc: 39 | ncall: 32953 | eff(%): 3.347 | loglstar: -inf < -98.649 < inf | logz: -113.026 +/- 0.358 | dlogz: 76.897 > 0.109
iter: 1104 | bound: 8 | nc: 39 | ncall: 32992 | eff(%): 3.346 | loglstar: -inf < -98.345 < inf | logz: -112.727 +/- 0.360 | dlogz: 76.625 > 0.109
iter: 1105 | bound: 8 | nc: 39 | ncall: 33031 | eff(%): 3.345 | loglstar: -inf < -98.342 < inf | logz: -112.468 +/- 0.361 | dlogz: 76.315 > 0.109
iter: 1106 | bound: 8 | nc: 39 | ncall: 33070 | eff(%): 3.344 | loglstar: -inf < -98.081 < inf | logz: -112.237 +/- 0.361 | dlogz: 76.046 > 0.109
iter: 1107 | bound: 8 | nc: 39 | ncall: 33109 | eff(%): 3.344 | loglstar: -inf < -97.977 < inf | logz: -112.019 +/- 0.361 | dlogz: 75.805 > 0.109
iter: 1108 | bound: 8 | nc: 39 | ncall: 33148 | eff(%): 3.343 | loglstar: -inf < -97.680 < inf | logz: -111.804 +/- 0.361 | dlogz: 75.577 > 0.109
iter: 1109 | bound: 8 | nc: 39 | ncall: 33187 | eff(%): 3.342 | loglstar: -inf < -97.602 < inf | logz: -111.599 +/- 0.361 | dlogz: 75.353 > 0.109
iter: 1110 | bound: 8 | nc: 39 | ncall: 33226 | eff(%): 3.341 | loglstar: -inf < -97.576 < inf | logz: -111.422 +/- 0.360 | dlogz: 75.138 > 0.109
iter: 1111 | bound: 8 | nc: 39 | ncall: 33265 | eff(%): 3.340 | loglstar: -inf < -97.398 < inf | logz: -111.258 +/- 0.360 | dlogz: 74.951 > 0.109
iter: 1112 | bound: 8 | nc: 39 | ncall: 33304 | eff(%): 3.339 | loglstar: -inf < -97.256 < inf | logz: -111.096 +/- 0.359 | dlogz: 74.777 > 0.109
iter: 1113 | bound: 8 | nc: 39 | ncall: 33343 | eff(%): 3.338 | loglstar: -inf < -96.936 < inf | logz: -110.923 +/- 0.359 | dlogz: 74.605 > 0.109
iter: 1114 | bound: 8 | nc: 39 | ncall: 33382 | eff(%): 3.337 | loglstar: -inf < -96.744 < inf | logz: -110.740 +/- 0.359 | dlogz: 74.422 > 0.109
iter: 1115 | bound: 8 | nc: 39 | ncall: 33421 | eff(%): 3.336 | loglstar: -inf < -96.306 < inf | logz: -110.532 +/- 0.360 | dlogz: 74.229 > 0.109
iter: 1116 | bound: 8 | nc: 39 | ncall: 33460 | eff(%): 3.335 | loglstar: -inf < -96.297 < inf | logz: -110.327 +/- 0.360 | dlogz: 74.011 > 0.109
iter: 1117 | bound: 8 | nc: 39 | ncall: 33499 | eff(%): 3.334 | loglstar: -inf < -96.253 < inf | logz: -110.154 +/- 0.360 | dlogz: 73.796 > 0.109
iter: 1118 | bound: 8 | nc: 39 | ncall: 33538 | eff(%): 3.334 | loglstar: -inf < -96.210 < inf | logz: -110.003 +/- 0.359 | dlogz: 73.613 > 0.109
iter: 1119 | bound: 8 | nc: 39 | ncall: 33577 | eff(%): 3.333 | loglstar: -inf < -96.185 < inf | logz: -109.868 +/- 0.359 | dlogz: 73.452 > 0.109
iter: 1120 | bound: 8 | nc: 39 | ncall: 33616 | eff(%): 3.332 | loglstar: -inf < -95.937 < inf | logz: -109.733 +/- 0.359 | dlogz: 73.307 > 0.109
iter: 1121 | bound: 8 | nc: 39 | ncall: 33655 | eff(%): 3.331 | loglstar: -inf < -95.922 < inf | logz: -109.601 +/- 0.358 | dlogz: 73.162 > 0.109
iter: 1122 | bound: 8 | nc: 39 | ncall: 33694 | eff(%): 3.330 | loglstar: -inf < -95.890 < inf | logz: -109.483 +/- 0.358 | dlogz: 73.020 > 0.109
iter: 1123 | bound: 8 | nc: 39 | ncall: 33733 | eff(%): 3.329 | loglstar: -inf < -95.689 < inf | logz: -109.366 +/- 0.357 | dlogz: 72.892 > 0.109
iter: 1124 | bound: 8 | nc: 39 | ncall: 33772 | eff(%): 3.328 | loglstar: -inf < -95.376 < inf | logz: -109.232 +/- 0.357 | dlogz: 72.765 > 0.109
iter: 1125 | bound: 8 | nc: 39 | ncall: 33811 | eff(%): 3.327 | loglstar: -inf < -95.345 < inf | logz: -109.097 +/- 0.357 | dlogz: 72.622 > 0.109
iter: 1126 | bound: 8 | nc: 39 | ncall: 33850 | eff(%): 3.326 | loglstar: -inf < -95.342 < inf | logz: -108.976 +/- 0.357 | dlogz: 72.476 > 0.109
iter: 1127 | bound: 8 | nc: 39 | ncall: 33889 | eff(%): 3.326 | loglstar: -inf < -95.130 < inf | logz: -108.858 +/- 0.357 | dlogz: 72.346 > 0.109
iter: 1128 | bound: 8 | nc: 39 | ncall: 33928 | eff(%): 3.325 | loglstar: -inf < -94.858 < inf | logz: -108.726 +/- 0.357 | dlogz: 72.218 > 0.109
iter: 1129 | bound: 8 | nc: 39 | ncall: 33967 | eff(%): 3.324 | loglstar: -inf < -94.804 < inf | logz: -108.593 +/- 0.357 | dlogz: 72.076 > 0.109
iter: 1130 | bound: 8 | nc: 39 | ncall: 34006 | eff(%): 3.323 | loglstar: -inf < -94.734 < inf | logz: -108.469 +/- 0.357 | dlogz: 71.932 > 0.109
iter: 1131 | bound: 8 | nc: 39 | ncall: 34045 | eff(%): 3.322 | loglstar: -inf < -94.698 < inf | logz: -108.354 +/- 0.357 | dlogz: 71.799 > 0.109
iter: 1132 | bound: 8 | nc: 39 | ncall: 34084 | eff(%): 3.321 | loglstar: -inf < -94.469 < inf | logz: -108.238 +/- 0.356 | dlogz: 71.674 > 0.109
iter: 1133 | bound: 8 | nc: 39 | ncall: 34123 | eff(%): 3.320 | loglstar: -inf < -94.368 < inf | logz: -108.118 +/- 0.356 | dlogz: 71.548 > 0.109
iter: 1134 | bound: 8 | nc: 39 | ncall: 34162 | eff(%): 3.319 | loglstar: -inf < -94.355 < inf | logz: -108.006 +/- 0.356 | dlogz: 71.418 > 0.109
iter: 1135 | bound: 8 | nc: 39 | ncall: 34201 | eff(%): 3.319 | loglstar: -inf < -94.219 < inf | logz: -107.899 +/- 0.356 | dlogz: 71.296 > 0.109
iter: 1136 | bound: 8 | nc: 39 | ncall: 34240 | eff(%): 3.318 | loglstar: -inf < -93.914 < inf | logz: -107.780 +/- 0.356 | dlogz: 71.179 > 0.109
iter: 1137 | bound: 8 | nc: 39 | ncall: 34279 | eff(%): 3.317 | loglstar: -inf < -93.544 < inf | logz: -107.634 +/- 0.357 | dlogz: 71.050 > 0.109
iter: 1138 | bound: 8 | nc: 39 | ncall: 34318 | eff(%): 3.316 | loglstar: -inf < -93.352 < inf | logz: -107.473 +/- 0.357 | dlogz: 70.894 > 0.109
iter: 1139 | bound: 8 | nc: 39 | ncall: 34357 | eff(%): 3.315 | loglstar: -inf < -93.316 < inf | logz: -107.320 +/- 0.358 | dlogz: 70.723 > 0.109
iter: 1140 | bound: 8 | nc: 39 | ncall: 34396 | eff(%): 3.314 | loglstar: -inf < -93.290 < inf | logz: -107.185 +/- 0.358 | dlogz: 70.560 > 0.109
iter: 1141 | bound: 8 | nc: 39 | ncall: 34435 | eff(%): 3.313 | loglstar: -inf < -93.178 < inf | logz: -107.059 +/- 0.358 | dlogz: 70.415 > 0.109
iter: 1142 | bound: 8 | nc: 39 | ncall: 34474 | eff(%): 3.313 | loglstar: -inf < -92.637 < inf | logz: -106.904 +/- 0.358 | dlogz: 70.279 > 0.109
iter: 1143 | bound: 8 | nc: 39 | ncall: 34513 | eff(%): 3.312 | loglstar: -inf < -92.538 < inf | logz: -106.730 +/- 0.359 | dlogz: 70.114 > 0.109
iter: 1144 | bound: 8 | nc: 39 | ncall: 34552 | eff(%): 3.311 | loglstar: -inf < -91.559 < inf | logz: -106.465 +/- 0.362 | dlogz: 69.930 > 0.109
iter: 1145 | bound: 8 | nc: 39 | ncall: 34591 | eff(%): 3.310 | loglstar: -inf < -91.282 < inf | logz: -106.137 +/- 0.364 | dlogz: 69.656 > 0.109
iter: 1146 | bound: 8 | nc: 39 | ncall: 34630 | eff(%): 3.309 | loglstar: -inf < -91.119 < inf | logz: -105.842 +/- 0.366 | dlogz: 69.318 > 0.109
iter: 1147 | bound: 8 | nc: 39 | ncall: 34669 | eff(%): 3.308 | loglstar: -inf < -91.028 < inf | logz: -105.590 +/- 0.366 | dlogz: 69.013 > 0.109
iter: 1148 | bound: 8 | nc: 39 | ncall: 34708 | eff(%): 3.308 | loglstar: -inf < -90.900 < inf | logz: -105.370 +/- 0.366 | dlogz: 68.751 > 0.109
iter: 1149 | bound: 8 | nc: 39 | ncall: 34747 | eff(%): 3.307 | loglstar: -inf < -90.794 < inf | logz: -105.172 +/- 0.366 | dlogz: 68.521 > 0.109
iter: 1150 | bound: 8 | nc: 39 | ncall: 34786 | eff(%): 3.306 | loglstar: -inf < -90.523 < inf | logz: -104.975 +/- 0.366 | dlogz: 68.312 > 0.109
iter: 1151 | bound: 8 | nc: 39 | ncall: 34825 | eff(%): 3.305 | loglstar: -inf < -90.405 < inf | logz: -104.783 +/- 0.366 | dlogz: 68.106 > 0.109
iter: 1152 | bound: 9 | nc: 39 | ncall: 34864 | eff(%): 3.304 | loglstar: -inf < -90.390 < inf | logz: -104.612 +/- 0.365 | dlogz: 67.903 > 0.109
iter: 1153 | bound: 9 | nc: 39 | ncall: 34903 | eff(%): 3.303 | loglstar: -inf < -90.321 < inf | logz: -104.463 +/- 0.365 | dlogz: 67.723 > 0.109
iter: 1154 | bound: 9 | nc: 39 | ncall: 34942 | eff(%): 3.303 | loglstar: -inf < -90.115 < inf | logz: -104.315 +/- 0.365 | dlogz: 67.564 > 0.109
iter: 1155 | bound: 9 | nc: 39 | ncall: 34981 | eff(%): 3.302 | loglstar: -inf < -89.982 < inf | logz: -104.167 +/- 0.364 | dlogz: 67.406 > 0.109
iter: 1156 | bound: 9 | nc: 39 | ncall: 35020 | eff(%): 3.301 | loglstar: -inf < -89.924 < inf | logz: -104.027 +/- 0.364 | dlogz: 67.248 > 0.109
iter: 1157 | bound: 9 | nc: 39 | ncall: 35059 | eff(%): 3.300 | loglstar: -inf < -89.892 < inf | logz: -103.900 +/- 0.363 | dlogz: 67.098 > 0.109
iter: 1158 | bound: 9 | nc: 39 | ncall: 35098 | eff(%): 3.299 | loglstar: -inf < -89.873 < inf | logz: -103.786 +/- 0.363 | dlogz: 66.961 > 0.109
iter: 1159 | bound: 9 | nc: 39 | ncall: 35137 | eff(%): 3.299 | loglstar: -inf < -89.837 < inf | logz: -103.682 +/- 0.362 | dlogz: 66.837 > 0.109
iter: 1160 | bound: 9 | nc: 39 | ncall: 35176 | eff(%): 3.298 | loglstar: -inf < -89.700 < inf | logz: -103.580 +/- 0.362 | dlogz: 66.723 > 0.109
iter: 1161 | bound: 9 | nc: 39 | ncall: 35215 | eff(%): 3.297 | loglstar: -inf < -89.443 < inf | logz: -103.469 +/- 0.362 | dlogz: 66.611 > 0.109
iter: 1162 | bound: 9 | nc: 39 | ncall: 35254 | eff(%): 3.296 | loglstar: -inf < -89.420 < inf | logz: -103.357 +/- 0.361 | dlogz: 66.490 > 0.109
iter: 1163 | bound: 9 | nc: 39 | ncall: 35293 | eff(%): 3.295 | loglstar: -inf < -89.242 < inf | logz: -103.247 +/- 0.361 | dlogz: 66.368 > 0.109
iter: 1164 | bound: 9 | nc: 39 | ncall: 35332 | eff(%): 3.294 | loglstar: -inf < -89.197 < inf | logz: -103.138 +/- 0.361 | dlogz: 66.248 > 0.109
iter: 1165 | bound: 9 | nc: 39 | ncall: 35371 | eff(%): 3.294 | loglstar: -inf < -89.177 < inf | logz: -103.038 +/- 0.361 | dlogz: 66.129 > 0.109
iter: 1166 | bound: 9 | nc: 39 | ncall: 35410 | eff(%): 3.293 | loglstar: -inf < -88.622 < inf | logz: -102.914 +/- 0.361 | dlogz: 66.019 > 0.109
iter: 1167 | bound: 9 | nc: 39 | ncall: 35449 | eff(%): 3.292 | loglstar: -inf < -88.473 < inf | logz: -102.768 +/- 0.361 | dlogz: 65.886 > 0.109
iter: 1168 | bound: 9 | nc: 39 | ncall: 35488 | eff(%): 3.291 | loglstar: -inf < -88.443 < inf | logz: -102.631 +/- 0.361 | dlogz: 65.730 > 0.109
iter: 1169 | bound: 9 | nc: 39 | ncall: 35527 | eff(%): 3.290 | loglstar: -inf < -88.065 < inf | logz: -102.485 +/- 0.362 | dlogz: 65.583 > 0.109
iter: 1170 | bound: 9 | nc: 39 | ncall: 35566 | eff(%): 3.290 | loglstar: -inf < -87.610 < inf | logz: -102.297 +/- 0.363 | dlogz: 65.426 > 0.109
iter: 1171 | bound: 9 | nc: 39 | ncall: 35605 | eff(%): 3.289 | loglstar: -inf < -87.548 < inf | logz: -102.103 +/- 0.364 | dlogz: 65.228 > 0.109
iter: 1172 | bound: 9 | nc: 39 | ncall: 35644 | eff(%): 3.288 | loglstar: -inf < -87.312 < inf | logz: -101.917 +/- 0.364 | dlogz: 65.024 > 0.109
iter: 1173 | bound: 9 | nc: 39 | ncall: 35683 | eff(%): 3.287 | loglstar: -inf < -87.211 < inf | logz: -101.737 +/- 0.365 | dlogz: 64.829 > 0.109
iter: 1174 | bound: 9 | nc: 39 | ncall: 35722 | eff(%): 3.286 | loglstar: -inf < -86.566 < inf | logz: -101.514 +/- 0.366 | dlogz: 64.639 > 0.109
iter: 1175 | bound: 9 | nc: 39 | ncall: 35761 | eff(%): 3.286 | loglstar: -inf < -86.452 < inf | logz: -101.272 +/- 0.367 | dlogz: 64.406 > 0.109
iter: 1176 | bound: 9 | nc: 39 | ncall: 35800 | eff(%): 3.285 | loglstar: -inf < -86.329 < inf | logz: -101.056 +/- 0.368 | dlogz: 64.154 > 0.109
iter: 1177 | bound: 9 | nc: 39 | ncall: 35839 | eff(%): 3.284 | loglstar: -inf < -86.302 < inf | logz: -100.869 +/- 0.368 | dlogz: 63.928 > 0.109
iter: 1178 | bound: 9 | nc: 39 | ncall: 35878 | eff(%): 3.283 | loglstar: -inf < -86.279 < inf | logz: -100.709 +/- 0.368 | dlogz: 63.731 > 0.109
iter: 1179 | bound: 9 | nc: 39 | ncall: 35917 | eff(%): 3.283 | loglstar: -inf < -86.257 < inf | logz: -100.569 +/- 0.367 | dlogz: 63.561 > 0.109
iter: 1180 | bound: 9 | nc: 39 | ncall: 35956 | eff(%): 3.282 | loglstar: -inf < -86.016 < inf | logz: -100.431 +/- 0.367 | dlogz: 63.411 > 0.109
iter: 1181 | bound: 9 | nc: 39 | ncall: 35995 | eff(%): 3.281 | loglstar: -inf < -85.704 < inf | logz: -100.274 +/- 0.367 | dlogz: 63.263 > 0.109
iter: 1182 | bound: 9 | nc: 39 | ncall: 36034 | eff(%): 3.280 | loglstar: -inf < -85.654 < inf | logz: -100.117 +/- 0.367 | dlogz: 63.097 > 0.109
iter: 1183 | bound: 9 | nc: 39 | ncall: 36073 | eff(%): 3.279 | loglstar: -inf < -85.577 < inf | logz: -99.975 +/- 0.367 | dlogz: 62.930 > 0.109
iter: 1184 | bound: 9 | nc: 39 | ncall: 36112 | eff(%): 3.279 | loglstar: -inf < -85.449 < inf | logz: -99.839 +/- 0.366 | dlogz: 62.777 > 0.109
iter: 1185 | bound: 9 | nc: 39 | ncall: 36151 | eff(%): 3.278 | loglstar: -inf < -85.296 < inf | logz: -99.703 +/- 0.366 | dlogz: 62.631 > 0.109
iter: 1186 | bound: 9 | nc: 39 | ncall: 36190 | eff(%): 3.277 | loglstar: -inf < -85.076 < inf | logz: -99.562 +/- 0.366 | dlogz: 62.485 > 0.109
iter: 1187 | bound: 9 | nc: 39 | ncall: 36229 | eff(%): 3.276 | loglstar: -inf < -84.679 < inf | logz: -99.396 +/- 0.366 | dlogz: 62.334 > 0.109
iter: 1188 | bound: 9 | nc: 39 | ncall: 36268 | eff(%): 3.276 | loglstar: -inf < -83.967 < inf | logz: -99.154 +/- 0.368 | dlogz: 62.159 > 0.109
iter: 1189 | bound: 9 | nc: 39 | ncall: 36307 | eff(%): 3.275 | loglstar: -inf < -83.728 < inf | logz: -98.873 +/- 0.370 | dlogz: 61.906 > 0.109
iter: 1190 | bound: 9 | nc: 39 | ncall: 36346 | eff(%): 3.274 | loglstar: -inf < -83.679 < inf | logz: -98.627 +/- 0.371 | dlogz: 61.615 > 0.109
iter: 1191 | bound: 9 | nc: 39 | ncall: 36385 | eff(%): 3.273 | loglstar: -inf < -83.380 < inf | logz: -98.396 +/- 0.371 | dlogz: 61.360 > 0.109
iter: 1192 | bound: 9 | nc: 39 | ncall: 36424 | eff(%): 3.273 | loglstar: -inf < -83.208 < inf | logz: -98.168 +/- 0.371 | dlogz: 61.119 > 0.109
iter: 1193 | bound: 9 | nc: 39 | ncall: 36463 | eff(%): 3.272 | loglstar: -inf < -83.015 < inf | logz: -97.951 +/- 0.372 | dlogz: 60.881 > 0.109
iter: 1194 | bound: 9 | nc: 39 | ncall: 36502 | eff(%): 3.271 | loglstar: -inf < -82.268 < inf | logz: -97.666 +/- 0.373 | dlogz: 60.654 > 0.109
iter: 1195 | bound: 9 | nc: 39 | ncall: 36541 | eff(%): 3.270 | loglstar: -inf < -82.219 < inf | logz: -97.373 +/- 0.374 | dlogz: 60.359 > 0.109
iter: 1196 | bound: 9 | nc: 39 | ncall: 36580 | eff(%): 3.270 | loglstar: -inf < -81.997 < inf | logz: -97.118 +/- 0.374 | dlogz: 60.056 > 0.109
iter: 1197 | bound: 9 | nc: 39 | ncall: 36619 | eff(%): 3.269 | loglstar: -inf < -81.760 < inf | logz: -96.871 +/- 0.374 | dlogz: 59.791 > 0.109
iter: 1198 | bound: 9 | nc: 39 | ncall: 36658 | eff(%): 3.268 | loglstar: -inf < -81.728 < inf | logz: -96.650 +/- 0.374 | dlogz: 59.534 > 0.109
iter: 1199 | bound: 9 | nc: 39 | ncall: 36697 | eff(%): 3.267 | loglstar: -inf < -81.715 < inf | logz: -96.468 +/- 0.373 | dlogz: 59.304 > 0.109
iter: 1200 | bound: 9 | nc: 39 | ncall: 36736 | eff(%): 3.267 | loglstar: -inf < -81.588 < inf | logz: -96.305 +/- 0.373 | dlogz: 59.111 > 0.109
iter: 1201 | bound: 9 | nc: 39 | ncall: 36775 | eff(%): 3.266 | loglstar: -inf < -81.470 < inf | logz: -96.149 +/- 0.372 | dlogz: 58.938 > 0.109
iter: 1202 | bound: 9 | nc: 39 | ncall: 36814 | eff(%): 3.265 | loglstar: -inf < -81.466 < inf | logz: -96.008 +/- 0.372 | dlogz: 58.772 > 0.109
iter: 1203 | bound: 9 | nc: 39 | ncall: 36853 | eff(%): 3.264 | loglstar: -inf < -81.215 < inf | logz: -95.869 +/- 0.371 | dlogz: 58.621 > 0.109
iter: 1204 | bound: 9 | nc: 39 | ncall: 36892 | eff(%): 3.264 | loglstar: -inf < -81.162 < inf | logz: -95.730 +/- 0.371 | dlogz: 58.472 > 0.109
iter: 1205 | bound: 9 | nc: 39 | ncall: 36931 | eff(%): 3.263 | loglstar: -inf < -81.018 < inf | logz: -95.598 +/- 0.370 | dlogz: 58.324 > 0.109
iter: 1206 | bound: 9 | nc: 39 | ncall: 36970 | eff(%): 3.262 | loglstar: -inf < -80.838 < inf | logz: -95.463 +/- 0.370 | dlogz: 58.181 > 0.109
iter: 1207 | bound: 9 | nc: 39 | ncall: 37009 | eff(%): 3.261 | loglstar: -inf < -80.592 < inf | logz: -95.318 +/- 0.370 | dlogz: 58.036 > 0.109
iter: 1208 | bound: 9 | nc: 39 | ncall: 37048 | eff(%): 3.261 | loglstar: -inf < -80.320 < inf | logz: -95.159 +/- 0.370 | dlogz: 57.882 > 0.109
iter: 1209 | bound: 9 | nc: 39 | ncall: 37087 | eff(%): 3.260 | loglstar: -inf < -79.841 < inf | logz: -94.963 +/- 0.371 | dlogz: 57.712 > 0.109
iter: 1210 | bound: 9 | nc: 39 | ncall: 37126 | eff(%): 3.259 | loglstar: -inf < -79.576 < inf | logz: -94.739 +/- 0.371 | dlogz: 57.507 > 0.109
iter: 1211 | bound: 9 | nc: 39 | ncall: 37165 | eff(%): 3.258 | loglstar: -inf < -79.557 < inf | logz: -94.535 +/- 0.372 | dlogz: 57.273 > 0.109
iter: 1212 | bound: 9 | nc: 39 | ncall: 37204 | eff(%): 3.258 | loglstar: -inf < -79.333 < inf | logz: -94.346 +/- 0.372 | dlogz: 57.059 > 0.109
iter: 1213 | bound: 9 | nc: 39 | ncall: 37243 | eff(%): 3.257 | loglstar: -inf < -79.079 < inf | logz: -94.150 +/- 0.372 | dlogz: 56.860 > 0.109
iter: 1214 | bound: 9 | nc: 39 | ncall: 37282 | eff(%): 3.256 | loglstar: -inf < -78.910 < inf | logz: -93.954 +/- 0.373 | dlogz: 56.654 > 0.109
iter: 1215 | bound: 9 | nc: 39 | ncall: 37321 | eff(%): 3.256 | loglstar: -inf < -78.825 < inf | logz: -93.772 +/- 0.373 | dlogz: 56.448 > 0.109
iter: 1216 | bound: 9 | nc: 39 | ncall: 37360 | eff(%): 3.255 | loglstar: -inf < -78.668 < inf | logz: -93.600 +/- 0.373 | dlogz: 56.255 > 0.109
iter: 1217 | bound: 9 | nc: 39 | ncall: 37399 | eff(%): 3.254 | loglstar: -inf < -78.613 < inf | logz: -93.441 +/- 0.372 | dlogz: 56.074 > 0.109
iter: 1218 | bound: 9 | nc: 39 | ncall: 37438 | eff(%): 3.253 | loglstar: -inf < -77.975 < inf | logz: -93.245 +/- 0.373 | dlogz: 55.905 > 0.109
iter: 1219 | bound: 9 | nc: 39 | ncall: 37477 | eff(%): 3.253 | loglstar: -inf < -77.898 < inf | logz: -93.030 +/- 0.373 | dlogz: 55.699 > 0.109
iter: 1220 | bound: 9 | nc: 39 | ncall: 37516 | eff(%): 3.252 | loglstar: -inf < -77.467 < inf | logz: -92.805 +/- 0.374 | dlogz: 55.474 > 0.109
iter: 1221 | bound: 9 | nc: 39 | ncall: 37555 | eff(%): 3.251 | loglstar: -inf < -76.983 < inf | logz: -92.529 +/- 0.375 | dlogz: 55.239 > 0.109
iter: 1222 | bound: 9 | nc: 39 | ncall: 37594 | eff(%): 3.251 | loglstar: -inf < -76.363 < inf | logz: -92.177 +/- 0.378 | dlogz: 54.953 > 0.109
iter: 1223 | bound: 9 | nc: 39 | ncall: 37633 | eff(%): 3.250 | loglstar: -inf < -76.253 < inf | logz: -91.838 +/- 0.379 | dlogz: 54.591 > 0.109
iter: 1224 | bound: 9 | nc: 39 | ncall: 37672 | eff(%): 3.249 | loglstar: -inf < -76.110 < inf | logz: -91.557 +/- 0.379 | dlogz: 54.242 > 0.109
iter: 1225 | bound: 9 | nc: 39 | ncall: 37711 | eff(%): 3.248 | loglstar: -inf < -75.966 < inf | logz: -91.311 +/- 0.379 | dlogz: 53.951 > 0.109
iter: 1226 | bound: 9 | nc: 39 | ncall: 37750 | eff(%): 3.248 | loglstar: -inf < -75.493 < inf | logz: -91.047 +/- 0.379 | dlogz: 53.695 > 0.109
iter: 1227 | bound: 9 | nc: 39 | ncall: 37789 | eff(%): 3.247 | loglstar: -inf < -75.403 < inf | logz: -90.787 +/- 0.379 | dlogz: 53.421 > 0.109
iter: 1228 | bound: 9 | nc: 39 | ncall: 37828 | eff(%): 3.246 | loglstar: -inf < -75.364 < inf | logz: -90.571 +/- 0.379 | dlogz: 53.152 > 0.109
iter: 1229 | bound: 9 | nc: 39 | ncall: 37867 | eff(%): 3.246 | loglstar: -inf < -75.344 < inf | logz: -90.391 +/- 0.378 | dlogz: 52.926 > 0.109
iter: 1230 | bound: 9 | nc: 39 | ncall: 37906 | eff(%): 3.245 | loglstar: -inf < -75.219 < inf | logz: -90.228 +/- 0.377 | dlogz: 52.735 > 0.109
iter: 1231 | bound: 9 | nc: 39 | ncall: 37945 | eff(%): 3.244 | loglstar: -inf < -75.212 < inf | logz: -90.081 +/- 0.377 | dlogz: 52.563 > 0.109
iter: 1232 | bound: 9 | nc: 39 | ncall: 37984 | eff(%): 3.243 | loglstar: -inf < -75.151 < inf | logz: -89.950 +/- 0.376 | dlogz: 52.406 > 0.109
iter: 1233 | bound: 9 | nc: 39 | ncall: 38023 | eff(%): 3.243 | loglstar: -inf < -75.092 < inf | logz: -89.829 +/- 0.375 | dlogz: 52.265 > 0.109
iter: 1234 | bound: 9 | nc: 39 | ncall: 38062 | eff(%): 3.242 | loglstar: -inf < -75.072 < inf | logz: -89.717 +/- 0.375 | dlogz: 52.134 > 0.109
iter: 1235 | bound: 9 | nc: 39 | ncall: 38101 | eff(%): 3.241 | loglstar: -inf < -74.996 < inf | logz: -89.614 +/- 0.374 | dlogz: 52.012 > 0.109
iter: 1236 | bound: 9 | nc: 39 | ncall: 38140 | eff(%): 3.241 | loglstar: -inf < -74.374 < inf | logz: -89.478 +/- 0.374 | dlogz: 51.898 > 0.109
iter: 1237 | bound: 9 | nc: 39 | ncall: 38179 | eff(%): 3.240 | loglstar: -inf < -74.263 < inf | logz: -89.319 +/- 0.374 | dlogz: 51.753 > 0.109
iter: 1238 | bound: 9 | nc: 39 | ncall: 38218 | eff(%): 3.239 | loglstar: -inf < -74.262 < inf | logz: -89.175 +/- 0.374 | dlogz: 51.583 > 0.109
iter: 1239 | bound: 9 | nc: 39 | ncall: 38257 | eff(%): 3.239 | loglstar: -inf < -74.257 < inf | logz: -89.051 +/- 0.373 | dlogz: 51.430 > 0.109
iter: 1240 | bound: 9 | nc: 39 | ncall: 38296 | eff(%): 3.238 | loglstar: -inf < -74.147 < inf | logz: -88.935 +/- 0.373 | dlogz: 51.296 > 0.109
iter: 1241 | bound: 9 | nc: 39 | ncall: 38335 | eff(%): 3.237 | loglstar: -inf < -74.079 < inf | logz: -88.823 +/- 0.373 | dlogz: 51.170 > 0.109
iter: 1242 | bound: 9 | nc: 39 | ncall: 38374 | eff(%): 3.237 | loglstar: -inf < -73.981 < inf | logz: -88.715 +/- 0.372 | dlogz: 51.048 > 0.109
iter: 1243 | bound: 9 | nc: 39 | ncall: 38413 | eff(%): 3.236 | loglstar: -inf < -73.959 < inf | logz: -88.613 +/- 0.372 | dlogz: 50.930 > 0.109
iter: 1244 | bound: 9 | nc: 39 | ncall: 38452 | eff(%): 3.235 | loglstar: -inf < -73.934 < inf | logz: -88.519 +/- 0.372 | dlogz: 50.818 > 0.109
iter: 1245 | bound: 9 | nc: 39 | ncall: 38491 | eff(%): 3.235 | loglstar: -inf < -73.491 < inf | logz: -88.410 +/- 0.371 | dlogz: 50.714 > 0.109
iter: 1246 | bound: 9 | nc: 39 | ncall: 38530 | eff(%): 3.234 | loglstar: -inf < -73.450 < inf | logz: -88.291 +/- 0.371 | dlogz: 50.596 > 0.109
iter: 1247 | bound: 9 | nc: 39 | ncall: 38569 | eff(%): 3.233 | loglstar: -inf < -73.396 < inf | logz: -88.180 +/- 0.371 | dlogz: 50.466 > 0.109
iter: 1248 | bound: 9 | nc: 39 | ncall: 38608 | eff(%): 3.232 | loglstar: -inf < -73.387 < inf | logz: -88.079 +/- 0.371 | dlogz: 50.346 > 0.109
iter: 1249 | bound: 9 | nc: 39 | ncall: 38647 | eff(%): 3.232 | loglstar: -inf < -73.376 < inf | logz: -87.987 +/- 0.371 | dlogz: 50.234 > 0.109
iter: 1250 | bound: 9 | nc: 39 | ncall: 38686 | eff(%): 3.231 | loglstar: -inf < -73.338 < inf | logz: -87.901 +/- 0.371 | dlogz: 50.132 > 0.109
iter: 1251 | bound: 9 | nc: 39 | ncall: 38725 | eff(%): 3.230 | loglstar: -inf < -73.221 < inf | logz: -87.817 +/- 0.370 | dlogz: 50.037 > 0.109
iter: 1252 | bound: 10 | nc: 39 | ncall: 38764 | eff(%): 3.230 | loglstar: -inf < -73.124 < inf | logz: -87.732 +/- 0.370 | dlogz: 49.943 > 0.109
iter: 1253 | bound: 10 | nc: 39 | ncall: 38803 | eff(%): 3.229 | loglstar: -inf < -73.014 < inf | logz: -87.646 +/- 0.370 | dlogz: 49.847 > 0.109
iter: 1254 | bound: 10 | nc: 39 | ncall: 38842 | eff(%): 3.228 | loglstar: -inf < -72.993 < inf | logz: -87.562 +/- 0.370 | dlogz: 49.752 > 0.109
iter: 1255 | bound: 10 | nc: 39 | ncall: 38881 | eff(%): 3.228 | loglstar: -inf < -72.413 < inf | logz: -87.457 +/- 0.370 | dlogz: 49.658 > 0.109
iter: 1256 | bound: 10 | nc: 39 | ncall: 38920 | eff(%): 3.227 | loglstar: -inf < -72.271 < inf | logz: -87.328 +/- 0.370 | dlogz: 49.543 > 0.109
iter: 1257 | bound: 10 | nc: 39 | ncall: 38959 | eff(%): 3.226 | loglstar: -inf < -72.203 < inf | logz: -87.204 +/- 0.371 | dlogz: 49.404 > 0.109
iter: 1258 | bound: 10 | nc: 39 | ncall: 38998 | eff(%): 3.226 | loglstar: -inf < -72.098 < inf | logz: -87.085 +/- 0.371 | dlogz: 49.270 > 0.109
iter: 1259 | bound: 10 | nc: 39 | ncall: 39037 | eff(%): 3.225 | loglstar: -inf < -71.626 < inf | logz: -86.944 +/- 0.372 | dlogz: 49.141 > 0.109
iter: 1260 | bound: 10 | nc: 39 | ncall: 39076 | eff(%): 3.224 | loglstar: -inf < -71.596 < inf | logz: -86.792 +/- 0.372 | dlogz: 48.990 > 0.109
iter: 1261 | bound: 10 | nc: 39 | ncall: 39115 | eff(%): 3.224 | loglstar: -inf < -71.504 < inf | logz: -86.654 +/- 0.373 | dlogz: 48.829 > 0.109
iter: 1262 | bound: 10 | nc: 39 | ncall: 39154 | eff(%): 3.223 | loglstar: -inf < -71.467 < inf | logz: -86.527 +/- 0.373 | dlogz: 48.681 > 0.109
iter: 1263 | bound: 10 | nc: 39 | ncall: 39193 | eff(%): 3.223 | loglstar: -inf < -71.379 < inf | logz: -86.408 +/- 0.373 | dlogz: 48.543 > 0.109
iter: 1264 | bound: 10 | nc: 39 | ncall: 39232 | eff(%): 3.222 | loglstar: -inf < -71.271 < inf | logz: -86.293 +/- 0.373 | dlogz: 48.414 > 0.109
iter: 1265 | bound: 10 | nc: 39 | ncall: 39271 | eff(%): 3.221 | loglstar: -inf < -71.249 < inf | logz: -86.184 +/- 0.373 | dlogz: 48.289 > 0.109
iter: 1266 | bound: 10 | nc: 39 | ncall: 39310 | eff(%): 3.221 | loglstar: -inf < -70.674 < inf | logz: -86.050 +/- 0.373 | dlogz: 48.170 > 0.109
iter: 1267 | bound: 10 | nc: 39 | ncall: 39349 | eff(%): 3.220 | loglstar: -inf < -70.374 < inf | logz: -85.878 +/- 0.374 | dlogz: 48.026 > 0.109
iter: 1268 | bound: 10 | nc: 39 | ncall: 39388 | eff(%): 3.219 | loglstar: -inf < -70.162 < inf | logz: -85.696 +/- 0.375 | dlogz: 47.845 > 0.109
iter: 1269 | bound: 10 | nc: 39 | ncall: 39427 | eff(%): 3.219 | loglstar: -inf < -69.982 < inf | logz: -85.513 +/- 0.376 | dlogz: 47.652 > 0.109
iter: 1270 | bound: 10 | nc: 39 | ncall: 39466 | eff(%): 3.218 | loglstar: -inf < -69.972 < inf | logz: -85.346 +/- 0.376 | dlogz: 47.460 > 0.109
iter: 1271 | bound: 10 | nc: 39 | ncall: 39505 | eff(%): 3.217 | loglstar: -inf < -69.825 < inf | logz: -85.194 +/- 0.377 | dlogz: 47.283 > 0.109
iter: 1272 | bound: 10 | nc: 39 | ncall: 39544 | eff(%): 3.217 | loglstar: -inf < -69.820 < inf | logz: -85.054 +/- 0.377 | dlogz: 47.121 > 0.109
iter: 1273 | bound: 10 | nc: 39 | ncall: 39583 | eff(%): 3.216 | loglstar: -inf < -69.771 < inf | logz: -84.929 +/- 0.377 | dlogz: 46.970 > 0.109
iter: 1274 | bound: 10 | nc: 39 | ncall: 39622 | eff(%): 3.215 | loglstar: -inf < -69.442 < inf | logz: -84.795 +/- 0.377 | dlogz: 46.835 > 0.109
iter: 1275 | bound: 10 | nc: 39 | ncall: 39661 | eff(%): 3.215 | loglstar: -inf < -69.369 < inf | logz: -84.656 +/- 0.377 | dlogz: 46.692 > 0.109
iter: 1276 | bound: 10 | nc: 39 | ncall: 39700 | eff(%): 3.214 | loglstar: -inf < -69.337 < inf | logz: -84.530 +/- 0.377 | dlogz: 46.543 > 0.109
iter: 1277 | bound: 10 | nc: 39 | ncall: 39739 | eff(%): 3.213 | loglstar: -inf < -69.297 < inf | logz: -84.414 +/- 0.376 | dlogz: 46.406 > 0.109
iter: 1278 | bound: 10 | nc: 39 | ncall: 39778 | eff(%): 3.213 | loglstar: -inf < -69.274 < inf | logz: -84.309 +/- 0.376 | dlogz: 46.281 > 0.109
iter: 1279 | bound: 10 | nc: 39 | ncall: 39817 | eff(%): 3.212 | loglstar: -inf < -68.882 < inf | logz: -84.191 +/- 0.376 | dlogz: 46.166 > 0.109
iter: 1280 | bound: 10 | nc: 39 | ncall: 39856 | eff(%): 3.212 | loglstar: -inf < -68.571 < inf | logz: -84.048 +/- 0.376 | dlogz: 46.038 > 0.109
iter: 1281 | bound: 10 | nc: 39 | ncall: 39895 | eff(%): 3.211 | loglstar: -inf < -68.454 < inf | logz: -83.897 +/- 0.377 | dlogz: 45.885 > 0.109
iter: 1282 | bound: 10 | nc: 39 | ncall: 39934 | eff(%): 3.210 | loglstar: -inf < -68.447 < inf | logz: -83.760 +/- 0.377 | dlogz: 45.724 > 0.109
iter: 1283 | bound: 10 | nc: 39 | ncall: 39973 | eff(%): 3.210 | loglstar: -inf < -68.395 < inf | logz: -83.637 +/- 0.377 | dlogz: 45.577 > 0.109
iter: 1284 | bound: 10 | nc: 39 | ncall: 40012 | eff(%): 3.209 | loglstar: -inf < -68.271 < inf | logz: -83.519 +/- 0.377 | dlogz: 45.444 > 0.109
iter: 1285 | bound: 10 | nc: 39 | ncall: 40051 | eff(%): 3.208 | loglstar: -inf < -67.944 < inf | logz: -83.388 +/- 0.377 | dlogz: 45.316 > 0.109
iter: 1286 | bound: 10 | nc: 39 | ncall: 40090 | eff(%): 3.208 | loglstar: -inf < -67.633 < inf | logz: -83.234 +/- 0.377 | dlogz: 45.176 > 0.109
iter: 1287 | bound: 10 | nc: 39 | ncall: 40129 | eff(%): 3.207 | loglstar: -inf < -67.583 < inf | logz: -83.079 +/- 0.378 | dlogz: 45.012 > 0.109
iter: 1288 | bound: 10 | nc: 39 | ncall: 40168 | eff(%): 3.207 | loglstar: -inf < -67.423 < inf | logz: -82.932 +/- 0.378 | dlogz: 44.847 > 0.109
iter: 1289 | bound: 10 | nc: 39 | ncall: 40207 | eff(%): 3.206 | loglstar: -inf < -67.147 < inf | logz: -82.776 +/- 0.378 | dlogz: 44.690 > 0.109
iter: 1290 | bound: 10 | nc: 39 | ncall: 40246 | eff(%): 3.205 | loglstar: -inf < -67.108 < inf | logz: -82.622 +/- 0.379 | dlogz: 44.524 > 0.109
iter: 1291 | bound: 10 | nc: 39 | ncall: 40285 | eff(%): 3.205 | loglstar: -inf < -66.806 < inf | logz: -82.466 +/- 0.379 | dlogz: 44.360 > 0.109
iter: 1292 | bound: 10 | nc: 39 | ncall: 40324 | eff(%): 3.204 | loglstar: -inf < -66.731 < inf | logz: -82.308 +/- 0.379 | dlogz: 44.194 > 0.109
iter: 1293 | bound: 10 | nc: 39 | ncall: 40363 | eff(%): 3.203 | loglstar: -inf < -66.584 < inf | logz: -82.158 +/- 0.380 | dlogz: 44.026 > 0.109
iter: 1294 | bound: 10 | nc: 39 | ncall: 40402 | eff(%): 3.203 | loglstar: -inf < -66.034 < inf | logz: -81.973 +/- 0.380 | dlogz: 43.866 > 0.109
iter: 1295 | bound: 10 | nc: 39 | ncall: 40441 | eff(%): 3.202 | loglstar: -inf < -65.746 < inf | logz: -81.753 +/- 0.381 | dlogz: 43.671 > 0.109
iter: 1296 | bound: 10 | nc: 39 | ncall: 40480 | eff(%): 3.202 | loglstar: -inf < -65.737 < inf | logz: -81.550 +/- 0.382 | dlogz: 43.441 > 0.109
iter: 1297 | bound: 10 | nc: 39 | ncall: 40519 | eff(%): 3.201 | loglstar: -inf < -65.598 < inf | logz: -81.371 +/- 0.382 | dlogz: 43.228 > 0.109
iter: 1298 | bound: 10 | nc: 39 | ncall: 40558 | eff(%): 3.200 | loglstar: -inf < -65.432 < inf | logz: -81.197 +/- 0.382 | dlogz: 43.039 > 0.109
iter: 1299 | bound: 10 | nc: 39 | ncall: 40597 | eff(%): 3.200 | loglstar: -inf < -65.429 < inf | logz: -81.039 +/- 0.382 | dlogz: 42.855 > 0.109
iter: 1300 | bound: 10 | nc: 39 | ncall: 40636 | eff(%): 3.199 | loglstar: -inf < -65.369 < inf | logz: -80.900 +/- 0.382 | dlogz: 42.687 > 0.109
iter: 1301 | bound: 10 | nc: 39 | ncall: 40675 | eff(%): 3.199 | loglstar: -inf < -65.096 < inf | logz: -80.758 +/- 0.382 | dlogz: 42.538 > 0.109
iter: 1302 | bound: 10 | nc: 39 | ncall: 40714 | eff(%): 3.198 | loglstar: -inf < -65.077 < inf | logz: -80.617 +/- 0.382 | dlogz: 42.386 > 0.109
iter: 1303 | bound: 10 | nc: 39 | ncall: 40753 | eff(%): 3.197 | loglstar: -inf < -64.849 < inf | logz: -80.479 +/- 0.382 | dlogz: 42.235 > 0.109
iter: 1304 | bound: 10 | nc: 39 | ncall: 40792 | eff(%): 3.197 | loglstar: -inf < -64.787 < inf | logz: -80.343 +/- 0.382 | dlogz: 42.087 > 0.109
iter: 1305 | bound: 10 | nc: 39 | ncall: 40831 | eff(%): 3.196 | loglstar: -inf < -64.693 < inf | logz: -80.214 +/- 0.381 | dlogz: 41.941 > 0.109
iter: 1306 | bound: 10 | nc: 39 | ncall: 40870 | eff(%): 3.195 | loglstar: -inf < -64.690 < inf | logz: -80.096 +/- 0.381 | dlogz: 41.803 > 0.109
iter: 1307 | bound: 10 | nc: 39 | ncall: 40909 | eff(%): 3.195 | loglstar: -inf < -64.598 < inf | logz: -79.987 +/- 0.381 | dlogz: 41.675 > 0.109
iter: 1308 | bound: 10 | nc: 39 | ncall: 40948 | eff(%): 3.194 | loglstar: -inf < -64.431 < inf | logz: -79.877 +/- 0.381 | dlogz: 41.556 > 0.109
iter: 1309 | bound: 10 | nc: 39 | ncall: 40987 | eff(%): 3.194 | loglstar: -inf < -64.409 < inf | logz: -79.769 +/- 0.380 | dlogz: 41.435 > 0.109
iter: 1310 | bound: 10 | nc: 39 | ncall: 41026 | eff(%): 3.193 | loglstar: -inf < -64.408 < inf | logz: -79.672 +/- 0.380 | dlogz: 41.318 > 0.109
iter: 1311 | bound: 10 | nc: 39 | ncall: 41065 | eff(%): 3.192 | loglstar: -inf < -64.054 < inf | logz: -79.566 +/- 0.380 | dlogz: 41.211 > 0.109
iter: 1312 | bound: 10 | nc: 39 | ncall: 41104 | eff(%): 3.192 | loglstar: -inf < -64.036 < inf | logz: -79.455 +/- 0.380 | dlogz: 41.095 > 0.109
iter: 1313 | bound: 10 | nc: 39 | ncall: 41143 | eff(%): 3.191 | loglstar: -inf < -63.950 < inf | logz: -79.351 +/- 0.380 | dlogz: 40.974 > 0.109
iter: 1314 | bound: 10 | nc: 39 | ncall: 41182 | eff(%): 3.191 | loglstar: -inf < -63.855 < inf | logz: -79.249 +/- 0.380 | dlogz: 40.860 > 0.109
iter: 1315 | bound: 10 | nc: 39 | ncall: 41221 | eff(%): 3.190 | loglstar: -inf < -63.229 < inf | logz: -79.114 +/- 0.380 | dlogz: 40.748 > 0.109
iter: 1316 | bound: 10 | nc: 39 | ncall: 41260 | eff(%): 3.190 | loglstar: -inf < -63.059 < inf | logz: -78.951 +/- 0.381 | dlogz: 40.603 > 0.109
iter: 1317 | bound: 10 | nc: 39 | ncall: 41299 | eff(%): 3.189 | loglstar: -inf < -63.004 < inf | logz: -78.797 +/- 0.381 | dlogz: 40.430 > 0.109
iter: 1318 | bound: 10 | nc: 39 | ncall: 41338 | eff(%): 3.188 | loglstar: -inf < -62.875 < inf | logz: -78.652 +/- 0.381 | dlogz: 40.266 > 0.109
iter: 1319 | bound: 10 | nc: 39 | ncall: 41377 | eff(%): 3.188 | loglstar: -inf < -62.810 < inf | logz: -78.516 +/- 0.382 | dlogz: 40.111 > 0.109
iter: 1320 | bound: 10 | nc: 39 | ncall: 41416 | eff(%): 3.187 | loglstar: -inf < -62.799 < inf | logz: -78.392 +/- 0.382 | dlogz: 39.965 > 0.109
iter: 1321 | bound: 10 | nc: 39 | ncall: 41455 | eff(%): 3.187 | loglstar: -inf < -62.552 < inf | logz: -78.269 +/- 0.382 | dlogz: 39.832 > 0.109
iter: 1322 | bound: 10 | nc: 39 | ncall: 41494 | eff(%): 3.186 | loglstar: -inf < -62.495 < inf | logz: -78.144 +/- 0.382 | dlogz: 39.698 > 0.109
iter: 1323 | bound: 10 | nc: 39 | ncall: 41533 | eff(%): 3.185 | loglstar: -inf < -62.416 < inf | logz: -78.026 +/- 0.382 | dlogz: 39.563 > 0.109
iter: 1324 | bound: 10 | nc: 39 | ncall: 41572 | eff(%): 3.185 | loglstar: -inf < -62.351 < inf | logz: -77.915 +/- 0.382 | dlogz: 39.435 > 0.109
iter: 1325 | bound: 10 | nc: 39 | ncall: 41611 | eff(%): 3.184 | loglstar: -inf < -62.298 < inf | logz: -77.810 +/- 0.381 | dlogz: 39.314 > 0.109
iter: 1326 | bound: 10 | nc: 39 | ncall: 41650 | eff(%): 3.184 | loglstar: -inf < -62.214 < inf | logz: -77.709 +/- 0.381 | dlogz: 39.199 > 0.109
iter: 1327 | bound: 10 | nc: 39 | ncall: 41689 | eff(%): 3.183 | loglstar: -inf < -62.201 < inf | logz: -77.615 +/- 0.381 | dlogz: 39.089 > 0.109
iter: 1328 | bound: 10 | nc: 39 | ncall: 41728 | eff(%): 3.183 | loglstar: -inf < -62.140 < inf | logz: -77.526 +/- 0.381 | dlogz: 38.984 > 0.109
iter: 1329 | bound: 10 | nc: 39 | ncall: 41767 | eff(%): 3.182 | loglstar: -inf < -61.362 < inf | logz: -77.397 +/- 0.381 | dlogz: 38.885 > 0.109
iter: 1330 | bound: 10 | nc: 39 | ncall: 41806 | eff(%): 3.181 | loglstar: -inf < -61.195 < inf | logz: -77.232 +/- 0.382 | dlogz: 38.746 > 0.109
iter: 1331 | bound: 10 | nc: 39 | ncall: 41845 | eff(%): 3.181 | loglstar: -inf < -61.189 < inf | logz: -77.081 +/- 0.383 | dlogz: 38.572 > 0.109
iter: 1332 | bound: 10 | nc: 39 | ncall: 41884 | eff(%): 3.180 | loglstar: -inf < -60.700 < inf | logz: -76.912 +/- 0.383 | dlogz: 38.410 > 0.109
iter: 1333 | bound: 10 | nc: 39 | ncall: 41923 | eff(%): 3.180 | loglstar: -inf < -60.606 < inf | logz: -76.730 +/- 0.384 | dlogz: 38.232 > 0.109
iter: 1334 | bound: 11 | nc: 39 | ncall: 41962 | eff(%): 3.179 | loglstar: -inf < -60.457 < inf | logz: -76.559 +/- 0.385 | dlogz: 38.040 > 0.109
iter: 1335 | bound: 11 | nc: 39 | ncall: 42001 | eff(%): 3.178 | loglstar: -inf < -60.448 < inf | logz: -76.404 +/- 0.385 | dlogz: 37.859 > 0.109
iter: 1336 | bound: 11 | nc: 39 | ncall: 42040 | eff(%): 3.178 | loglstar: -inf < -60.222 < inf | logz: -76.255 +/- 0.385 | dlogz: 37.694 > 0.109
iter: 1337 | bound: 11 | nc: 39 | ncall: 42079 | eff(%): 3.177 | loglstar: -inf < -59.998 < inf | logz: -76.096 +/- 0.385 | dlogz: 37.535 > 0.109
iter: 1338 | bound: 11 | nc: 39 | ncall: 42118 | eff(%): 3.177 | loglstar: -inf < -59.791 < inf | logz: -75.930 +/- 0.386 | dlogz: 37.366 > 0.109
iter: 1339 | bound: 11 | nc: 39 | ncall: 42157 | eff(%): 3.176 | loglstar: -inf < -59.772 < inf | logz: -75.775 +/- 0.386 | dlogz: 37.190 > 0.109
iter: 1340 | bound: 11 | nc: 39 | ncall: 42196 | eff(%): 3.176 | loglstar: -inf < -59.515 < inf | logz: -75.622 +/- 0.386 | dlogz: 37.025 > 0.109
iter: 1341 | bound: 11 | nc: 39 | ncall: 42235 | eff(%): 3.175 | loglstar: -inf < -59.451 < inf | logz: -75.471 +/- 0.386 | dlogz: 36.862 > 0.109
iter: 1342 | bound: 11 | nc: 39 | ncall: 42274 | eff(%): 3.175 | loglstar: -inf < -59.328 < inf | logz: -75.328 +/- 0.386 | dlogz: 36.701 > 0.109
iter: 1343 | bound: 11 | nc: 39 | ncall: 42313 | eff(%): 3.174 | loglstar: -inf < -59.107 < inf | logz: -75.183 +/- 0.386 | dlogz: 36.548 > 0.109
iter: 1344 | bound: 11 | nc: 39 | ncall: 42352 | eff(%): 3.173 | loglstar: -inf < -58.876 < inf | logz: -75.027 +/- 0.386 | dlogz: 36.393 > 0.109
iter: 1345 | bound: 11 | nc: 39 | ncall: 42391 | eff(%): 3.173 | loglstar: -inf < -58.764 < inf | logz: -74.872 +/- 0.387 | dlogz: 36.227 > 0.109
iter: 1346 | bound: 11 | nc: 39 | ncall: 42430 | eff(%): 3.172 | loglstar: -inf < -58.661 < inf | logz: -74.724 +/- 0.387 | dlogz: 36.062 > 0.109
iter: 1347 | bound: 11 | nc: 39 | ncall: 42469 | eff(%): 3.172 | loglstar: -inf < -58.638 < inf | logz: -74.589 +/- 0.387 | dlogz: 35.905 > 0.109
iter: 1348 | bound: 11 | nc: 39 | ncall: 42508 | eff(%): 3.171 | loglstar: -inf < -58.506 < inf | logz: -74.463 +/- 0.387 | dlogz: 35.760 > 0.109
iter: 1349 | bound: 11 | nc: 39 | ncall: 42547 | eff(%): 3.171 | loglstar: -inf < -58.436 < inf | logz: -74.340 +/- 0.386 | dlogz: 35.623 > 0.109
iter: 1350 | bound: 11 | nc: 39 | ncall: 42586 | eff(%): 3.170 | loglstar: -inf < -58.418 < inf | logz: -74.228 +/- 0.386 | dlogz: 35.491 > 0.109
iter: 1351 | bound: 11 | nc: 39 | ncall: 42625 | eff(%): 3.170 | loglstar: -inf < -58.367 < inf | logz: -74.124 +/- 0.386 | dlogz: 35.368 > 0.109
iter: 1352 | bound: 11 | nc: 39 | ncall: 42664 | eff(%): 3.169 | loglstar: -inf < -58.319 < inf | logz: -74.026 +/- 0.386 | dlogz: 35.255 > 0.109
iter: 1353 | bound: 11 | nc: 39 | ncall: 42703 | eff(%): 3.168 | loglstar: -inf < -58.227 < inf | logz: -73.932 +/- 0.385 | dlogz: 35.147 > 0.109
iter: 1354 | bound: 11 | nc: 39 | ncall: 42742 | eff(%): 3.168 | loglstar: -inf < -58.185 < inf | logz: -73.842 +/- 0.385 | dlogz: 35.043 > 0.109
iter: 1355 | bound: 11 | nc: 39 | ncall: 42781 | eff(%): 3.167 | loglstar: -inf < -58.185 < inf | logz: -73.757 +/- 0.385 | dlogz: 34.942 > 0.109
iter: 1356 | bound: 11 | nc: 39 | ncall: 42820 | eff(%): 3.167 | loglstar: -inf < -57.966 < inf | logz: -73.672 +/- 0.384 | dlogz: 34.848 > 0.109
iter: 1357 | bound: 11 | nc: 39 | ncall: 42859 | eff(%): 3.166 | loglstar: -inf < -57.708 < inf | logz: -73.573 +/- 0.384 | dlogz: 34.752 > 0.109
iter: 1358 | bound: 11 | nc: 39 | ncall: 42898 | eff(%): 3.166 | loglstar: -inf < -57.545 < inf | logz: -73.465 +/- 0.384 | dlogz: 34.644 > 0.109
iter: 1359 | bound: 11 | nc: 39 | ncall: 42937 | eff(%): 3.165 | loglstar: -inf < -57.490 < inf | logz: -73.358 +/- 0.384 | dlogz: 34.526 > 0.109
iter: 1360 | bound: 11 | nc: 39 | ncall: 42976 | eff(%): 3.165 | loglstar: -inf < -57.458 < inf | logz: -73.258 +/- 0.384 | dlogz: 34.409 > 0.109
iter: 1361 | bound: 11 | nc: 39 | ncall: 43015 | eff(%): 3.164 | loglstar: -inf < -57.424 < inf | logz: -73.166 +/- 0.384 | dlogz: 34.300 > 0.109
iter: 1362 | bound: 11 | nc: 39 | ncall: 43054 | eff(%): 3.163 | loglstar: -inf < -57.133 < inf | logz: -73.067 +/- 0.384 | dlogz: 34.197 > 0.109
iter: 1363 | bound: 11 | nc: 39 | ncall: 43093 | eff(%): 3.163 | loglstar: -inf < -56.930 < inf | logz: -72.954 +/- 0.384 | dlogz: 34.088 > 0.109
iter: 1364 | bound: 11 | nc: 39 | ncall: 43132 | eff(%): 3.162 | loglstar: -inf < -56.907 < inf | logz: -72.843 +/- 0.385 | dlogz: 33.966 > 0.109
iter: 1365 | bound: 11 | nc: 39 | ncall: 43171 | eff(%): 3.162 | loglstar: -inf < -56.888 < inf | logz: -72.743 +/- 0.385 | dlogz: 33.845 > 0.109
iter: 1366 | bound: 11 | nc: 39 | ncall: 43210 | eff(%): 3.161 | loglstar: -inf < -56.609 < inf | logz: -72.637 +/- 0.385 | dlogz: 33.734 > 0.109
iter: 1367 | bound: 11 | nc: 39 | ncall: 43249 | eff(%): 3.161 | loglstar: -inf < -56.515 < inf | logz: -72.525 +/- 0.385 | dlogz: 33.618 > 0.109
iter: 1368 | bound: 11 | nc: 39 | ncall: 43288 | eff(%): 3.160 | loglstar: -inf < -56.295 < inf | logz: -72.409 +/- 0.385 | dlogz: 33.497 > 0.109
iter: 1369 | bound: 11 | nc: 39 | ncall: 43327 | eff(%): 3.160 | loglstar: -inf < -56.211 < inf | logz: -72.290 +/- 0.385 | dlogz: 33.370 > 0.109
iter: 1370 | bound: 11 | nc: 39 | ncall: 43366 | eff(%): 3.159 | loglstar: -inf < -56.008 < inf | logz: -72.170 +/- 0.386 | dlogz: 33.242 > 0.109
iter: 1371 | bound: 11 | nc: 39 | ncall: 43405 | eff(%): 3.159 | loglstar: -inf < -55.937 < inf | logz: -72.049 +/- 0.386 | dlogz: 33.111 > 0.109
iter: 1372 | bound: 11 | nc: 39 | ncall: 43444 | eff(%): 3.158 | loglstar: -inf < -55.802 < inf | logz: -71.931 +/- 0.386 | dlogz: 32.980 > 0.109
iter: 1373 | bound: 11 | nc: 39 | ncall: 43483 | eff(%): 3.158 | loglstar: -inf < -55.687 < inf | logz: -71.813 +/- 0.386 | dlogz: 32.852 > 0.109
iter: 1374 | bound: 11 | nc: 39 | ncall: 43522 | eff(%): 3.157 | loglstar: -inf < -55.430 < inf | logz: -71.688 +/- 0.387 | dlogz: 32.725 > 0.109
iter: 1375 | bound: 11 | nc: 39 | ncall: 43561 | eff(%): 3.156 | loglstar: -inf < -55.376 < inf | logz: -71.562 +/- 0.387 | dlogz: 32.590 > 0.109
iter: 1376 | bound: 11 | nc: 39 | ncall: 43600 | eff(%): 3.156 | loglstar: -inf < -55.374 < inf | logz: -71.447 +/- 0.387 | dlogz: 32.453 > 0.109
iter: 1377 | bound: 11 | nc: 39 | ncall: 43639 | eff(%): 3.155 | loglstar: -inf < -55.264 < inf | logz: -71.340 +/- 0.387 | dlogz: 32.329 > 0.109
iter: 1378 | bound: 11 | nc: 39 | ncall: 43678 | eff(%): 3.155 | loglstar: -inf < -55.215 < inf | logz: -71.237 +/- 0.387 | dlogz: 32.212 > 0.109
iter: 1379 | bound: 11 | nc: 39 | ncall: 43717 | eff(%): 3.154 | loglstar: -inf < -54.868 < inf | logz: -71.123 +/- 0.387 | dlogz: 32.099 > 0.109
iter: 1380 | bound: 11 | nc: 39 | ncall: 43756 | eff(%): 3.154 | loglstar: -inf < -54.763 < inf | logz: -71.000 +/- 0.387 | dlogz: 31.975 > 0.109
iter: 1381 | bound: 11 | nc: 39 | ncall: 43795 | eff(%): 3.153 | loglstar: -inf < -54.663 < inf | logz: -70.880 +/- 0.388 | dlogz: 31.842 > 0.109
iter: 1382 | bound: 11 | nc: 39 | ncall: 43834 | eff(%): 3.153 | loglstar: -inf < -54.471 < inf | logz: -70.758 +/- 0.388 | dlogz: 31.712 > 0.109
iter: 1383 | bound: 11 | nc: 39 | ncall: 43873 | eff(%): 3.152 | loglstar: -inf < -54.446 < inf | logz: -70.639 +/- 0.388 | dlogz: 31.580 > 0.109
iter: 1384 | bound: 11 | nc: 39 | ncall: 43912 | eff(%): 3.152 | loglstar: -inf < -54.372 < inf | logz: -70.529 +/- 0.388 | dlogz: 31.451 > 0.109
iter: 1385 | bound: 11 | nc: 39 | ncall: 43951 | eff(%): 3.151 | loglstar: -inf < -54.304 < inf | logz: -70.423 +/- 0.388 | dlogz: 31.331 > 0.109
iter: 1386 | bound: 11 | nc: 39 | ncall: 43990 | eff(%): 3.151 | loglstar: -inf < -54.227 < inf | logz: -70.322 +/- 0.388 | dlogz: 31.216 > 0.109
iter: 1387 | bound: 11 | nc: 39 | ncall: 44029 | eff(%): 3.150 | loglstar: -inf < -54.153 < inf | logz: -70.224 +/- 0.388 | dlogz: 31.105 > 0.109
iter: 1388 | bound: 11 | nc: 39 | ncall: 44068 | eff(%): 3.150 | loglstar: -inf < -54.126 < inf | logz: -70.132 +/- 0.388 | dlogz: 30.997 > 0.109
iter: 1389 | bound: 11 | nc: 39 | ncall: 44107 | eff(%): 3.149 | loglstar: -inf < -54.037 < inf | logz: -70.043 +/- 0.388 | dlogz: 30.894 > 0.109
iter: 1390 | bound: 11 | nc: 39 | ncall: 44146 | eff(%): 3.149 | loglstar: -inf < -53.956 < inf | logz: -69.955 +/- 0.387 | dlogz: 30.796 > 0.109
iter: 1391 | bound: 11 | nc: 39 | ncall: 44185 | eff(%): 3.148 | loglstar: -inf < -53.749 < inf | logz: -69.864 +/- 0.387 | dlogz: 30.698 > 0.109
iter: 1392 | bound: 11 | nc: 39 | ncall: 44224 | eff(%): 3.148 | loglstar: -inf < -53.732 < inf | logz: -69.771 +/- 0.387 | dlogz: 30.596 > 0.109
iter: 1393 | bound: 11 | nc: 39 | ncall: 44263 | eff(%): 3.147 | loglstar: -inf < -53.385 < inf | logz: -69.670 +/- 0.387 | dlogz: 30.494 > 0.109
iter: 1394 | bound: 11 | nc: 39 | ncall: 44302 | eff(%): 3.147 | loglstar: -inf < -52.773 < inf | logz: -69.523 +/- 0.388 | dlogz: 30.383 > 0.109
iter: 1395 | bound: 11 | nc: 39 | ncall: 44341 | eff(%): 3.146 | loglstar: -inf < -52.352 < inf | logz: -69.322 +/- 0.390 | dlogz: 30.226 > 0.109
iter: 1396 | bound: 11 | nc: 39 | ncall: 44380 | eff(%): 3.146 | loglstar: -inf < -52.339 < inf | logz: -69.125 +/- 0.391 | dlogz: 30.015 > 0.109
iter: 1397 | bound: 11 | nc: 39 | ncall: 44419 | eff(%): 3.145 | loglstar: -inf < -52.310 < inf | logz: -68.958 +/- 0.392 | dlogz: 29.808 > 0.109
iter: 1398 | bound: 11 | nc: 39 | ncall: 44458 | eff(%): 3.145 | loglstar: -inf < -52.301 < inf | logz: -68.814 +/- 0.392 | dlogz: 29.631 > 0.109
iter: 1399 | bound: 11 | nc: 39 | ncall: 44497 | eff(%): 3.144 | loglstar: -inf < -51.620 < inf | logz: -68.633 +/- 0.393 | dlogz: 29.477 > 0.109
iter: 1400 | bound: 11 | nc: 39 | ncall: 44536 | eff(%): 3.144 | loglstar: -inf < -51.607 < inf | logz: -68.435 +/- 0.394 | dlogz: 29.286 > 0.109
iter: 1401 | bound: 11 | nc: 39 | ncall: 44575 | eff(%): 3.143 | loglstar: -inf < -51.545 < inf | logz: -68.265 +/- 0.394 | dlogz: 29.078 > 0.109
iter: 1402 | bound: 11 | nc: 39 | ncall: 44614 | eff(%): 3.143 | loglstar: -inf < -51.422 < inf | logz: -68.109 +/- 0.394 | dlogz: 28.899 > 0.109
iter: 1403 | bound: 11 | nc: 39 | ncall: 44653 | eff(%): 3.142 | loglstar: -inf < -51.389 < inf | logz: -67.965 +/- 0.394 | dlogz: 28.732 > 0.109
iter: 1404 | bound: 11 | nc: 39 | ncall: 44692 | eff(%): 3.142 | loglstar: -inf < -51.363 < inf | logz: -67.836 +/- 0.394 | dlogz: 28.578 > 0.109
iter: 1405 | bound: 11 | nc: 39 | ncall: 44731 | eff(%): 3.141 | loglstar: -inf < -51.196 < inf | logz: -67.713 +/- 0.394 | dlogz: 28.440 > 0.109
iter: 1406 | bound: 11 | nc: 39 | ncall: 44770 | eff(%): 3.140 | loglstar: -inf < -50.952 < inf | logz: -67.580 +/- 0.394 | dlogz: 28.306 > 0.109
iter: 1407 | bound: 11 | nc: 39 | ncall: 44809 | eff(%): 3.140 | loglstar: -inf < -50.942 < inf | logz: -67.450 +/- 0.394 | dlogz: 28.163 > 0.109
iter: 1408 | bound: 11 | nc: 39 | ncall: 44848 | eff(%): 3.139 | loglstar: -inf < -50.798 < inf | logz: -67.327 +/- 0.394 | dlogz: 28.023 > 0.109
iter: 1409 | bound: 11 | nc: 39 | ncall: 44887 | eff(%): 3.139 | loglstar: -inf < -50.652 < inf | logz: -67.203 +/- 0.394 | dlogz: 27.890 > 0.109
iter: 1410 | bound: 11 | nc: 39 | ncall: 44926 | eff(%): 3.138 | loglstar: -inf < -50.578 < inf | logz: -67.081 +/- 0.394 | dlogz: 27.756 > 0.109
iter: 1411 | bound: 11 | nc: 39 | ncall: 44965 | eff(%): 3.138 | loglstar: -inf < -50.554 < inf | logz: -66.969 +/- 0.393 | dlogz: 27.625 > 0.109
iter: 1412 | bound: 11 | nc: 39 | ncall: 45004 | eff(%): 3.137 | loglstar: -inf < -50.501 < inf | logz: -66.866 +/- 0.393 | dlogz: 27.503 > 0.109
iter: 1413 | bound: 11 | nc: 39 | ncall: 45043 | eff(%): 3.137 | loglstar: -inf < -50.388 < inf | logz: -66.765 +/- 0.393 | dlogz: 27.389 > 0.109
iter: 1414 | bound: 11 | nc: 39 | ncall: 45082 | eff(%): 3.137 | loglstar: -inf < -50.280 < inf | logz: -66.664 +/- 0.393 | dlogz: 27.279 > 0.109
iter: 1415 | bound: 11 | nc: 39 | ncall: 45121 | eff(%): 3.136 | loglstar: -inf < -50.206 < inf | logz: -66.565 +/- 0.393 | dlogz: 27.168 > 0.109
iter: 1416 | bound: 11 | nc: 39 | ncall: 45160 | eff(%): 3.136 | loglstar: -inf < -50.157 < inf | logz: -66.471 +/- 0.392 | dlogz: 27.059 > 0.109
iter: 1417 | bound: 11 | nc: 39 | ncall: 45199 | eff(%): 3.135 | loglstar: -inf < -49.808 < inf | logz: -66.366 +/- 0.392 | dlogz: 26.955 > 0.109
iter: 1418 | bound: 11 | nc: 39 | ncall: 45238 | eff(%): 3.135 | loglstar: -inf < -49.664 < inf | logz: -66.249 +/- 0.392 | dlogz: 26.840 > 0.109
iter: 1419 | bound: 11 | nc: 39 | ncall: 45277 | eff(%): 3.134 | loglstar: -inf < -49.629 < inf | logz: -66.136 +/- 0.393 | dlogz: 27.766 > 0.109
iter: 1420 | bound: 11 | nc: 39 | ncall: 45316 | eff(%): 3.134 | loglstar: -inf < -49.618 < inf | logz: -66.033 +/- 0.392 | dlogz: 27.643 > 0.109
iter: 1421 | bound: 11 | nc: 39 | ncall: 45355 | eff(%): 3.133 | loglstar: -inf < -49.566 < inf | logz: -65.938 +/- 0.392 | dlogz: 27.530 > 0.109
iter: 1422 | bound: 11 | nc: 39 | ncall: 45394 | eff(%): 3.133 | loglstar: -inf < -49.531 < inf | logz: -65.849 +/- 0.392 | dlogz: 27.425 > 0.109
iter: 1423 | bound: 11 | nc: 39 | ncall: 45433 | eff(%): 3.132 | loglstar: -inf < -49.501 < inf | logz: -65.765 +/- 0.392 | dlogz: 27.326 > 0.109
iter: 1424 | bound: 11 | nc: 39 | ncall: 45472 | eff(%): 3.132 | loglstar: -inf < -49.438 < inf | logz: -65.684 +/- 0.392 | dlogz: 27.232 > 0.109
iter: 1425 | bound: 11 | nc: 39 | ncall: 45511 | eff(%): 3.131 | loglstar: -inf < -49.427 < inf | logz: -65.608 +/- 0.392 | dlogz: 27.141 > 0.109
iter: 1426 | bound: 11 | nc: 39 | ncall: 45550 | eff(%): 3.131 | loglstar: -inf < -49.407 < inf | logz: -65.537 +/- 0.391 | dlogz: 27.210 > 0.109
iter: 1427 | bound: 11 | nc: 39 | ncall: 45589 | eff(%): 3.130 | loglstar: -inf < -49.149 < inf | logz: -65.461 +/- 0.391 | dlogz: 27.129 > 0.109
iter: 1428 | bound: 11 | nc: 39 | ncall: 45628 | eff(%): 3.130 | loglstar: -inf < -48.920 < inf | logz: -65.373 +/- 0.391 | dlogz: 27.043 > 0.109
iter: 1429 | bound: 11 | nc: 39 | ncall: 45667 | eff(%): 3.129 | loglstar: -inf < -48.904 < inf | logz: -65.283 +/- 0.391 | dlogz: 26.945 > 0.109
iter: 1430 | bound: 11 | nc: 39 | ncall: 45706 | eff(%): 3.129 | loglstar: -inf < -48.891 < inf | logz: -65.200 +/- 0.391 | dlogz: 26.845 > 0.109
iter: 1431 | bound: 11 | nc: 39 | ncall: 45745 | eff(%): 3.128 | loglstar: -inf < -48.679 < inf | logz: -65.115 +/- 0.391 | dlogz: 26.753 > 0.109
iter: 1432 | bound: 11 | nc: 39 | ncall: 45784 | eff(%): 3.128 | loglstar: -inf < -48.665 < inf | logz: -65.030 +/- 0.391 | dlogz: 26.658 > 0.109
iter: 1433 | bound: 12 | nc: 39 | ncall: 45823 | eff(%): 3.127 | loglstar: -inf < -48.475 < inf | logz: -64.943 +/- 0.391 | dlogz: 26.562 > 0.109
iter: 1434 | bound: 12 | nc: 39 | ncall: 45862 | eff(%): 3.127 | loglstar: -inf < -48.457 < inf | logz: -64.856 +/- 0.391 | dlogz: 26.466 > 0.109
iter: 1435 | bound: 12 | nc: 39 | ncall: 45901 | eff(%): 3.126 | loglstar: -inf < -48.209 < inf | logz: -64.765 +/- 0.391 | dlogz: 26.369 > 0.109
iter: 1436 | bound: 12 | nc: 39 | ncall: 45940 | eff(%): 3.126 | loglstar: -inf < -48.205 < inf | logz: -64.673 +/- 0.391 | dlogz: 31.684 > 0.109
iter: 1437 | bound: 12 | nc: 39 | ncall: 45979 | eff(%): 3.125 | loglstar: -inf < -48.111 < inf | logz: -64.585 +/- 0.391 | dlogz: 31.582 > 0.109
iter: 1438 | bound: 12 | nc: 39 | ncall: 46018 | eff(%): 3.125 | loglstar: -inf < -48.096 < inf | logz: -64.501 +/- 0.391 | dlogz: 31.485 > 0.109
iter: 1439 | bound: 12 | nc: 39 | ncall: 46057 | eff(%): 3.124 | loglstar: -inf < -48.054 < inf | logz: -64.423 +/- 0.391 | dlogz: 31.391 > 0.109
iter: 1440 | bound: 12 | nc: 39 | ncall: 46096 | eff(%): 3.124 | loglstar: -inf < -47.873 < inf | logz: -64.342 +/- 0.391 | dlogz: 31.302 > 0.109
iter: 1441 | bound: 12 | nc: 39 | ncall: 46135 | eff(%): 3.123 | loglstar: -inf < -47.717 < inf | logz: -64.254 +/- 0.392 | dlogz: 31.211 > 0.109
iter: 1442 | bound: 12 | nc: 39 | ncall: 46174 | eff(%): 3.123 | loglstar: -inf < -47.503 < inf | logz: -64.159 +/- 0.392 | dlogz: 31.114 > 0.109
iter: 1443 | bound: 12 | nc: 39 | ncall: 46213 | eff(%): 3.122 | loglstar: -inf < -47.391 < inf | logz: -64.059 +/- 0.392 | dlogz: 31.009 > 0.109
iter: 1444 | bound: 12 | nc: 39 | ncall: 46252 | eff(%): 3.122 | loglstar: -inf < -47.169 < inf | logz: -63.953 +/- 0.392 | dlogz: 30.899 > 0.109
iter: 1445 | bound: 12 | nc: 39 | ncall: 46291 | eff(%): 3.122 | loglstar: -inf < -47.129 < inf | logz: -63.846 +/- 0.393 | dlogz: 30.783 > 0.109
iter: 1446 | bound: 12 | nc: 39 | ncall: 46330 | eff(%): 3.121 | loglstar: -inf < -46.917 < inf | logz: -63.738 +/- 0.393 | dlogz: 30.666 > 0.109
iter: 1447 | bound: 12 | nc: 39 | ncall: 46369 | eff(%): 3.121 | loglstar: -inf < -46.685 < inf | logz: -63.618 +/- 0.394 | dlogz: 30.547 > 0.109
iter: 1448 | bound: 12 | nc: 39 | ncall: 46408 | eff(%): 3.120 | loglstar: -inf < -46.662 < inf | logz: -63.499 +/- 0.394 | dlogz: 38.865 > 0.109
iter: 1449 | bound: 12 | nc: 39 | ncall: 46447 | eff(%): 3.120 | loglstar: -inf < -46.577 < inf | logz: -63.389 +/- 0.394 | dlogz: 38.736 > 0.109
iter: 1450 | bound: 12 | nc: 39 | ncall: 46486 | eff(%): 3.119 | loglstar: -inf < -46.439 < inf | logz: -63.279 +/- 0.394 | dlogz: 38.615 > 0.109
iter: 1451 | bound: 12 | nc: 39 | ncall: 46525 | eff(%): 3.119 | loglstar: -inf < -46.169 < inf | logz: -63.159 +/- 0.395 | dlogz: 38.496 > 0.109
iter: 1452 | bound: 12 | nc: 39 | ncall: 46564 | eff(%): 3.118 | loglstar: -inf < -46.161 < inf | logz: -63.039 +/- 0.395 | dlogz: 38.366 > 0.109
iter: 1453 | bound: 12 | nc: 39 | ncall: 46603 | eff(%): 3.118 | loglstar: -inf < -46.061 < inf | logz: -62.927 +/- 0.395 | dlogz: 38.236 > 0.109
iter: 1454 | bound: 12 | nc: 39 | ncall: 46642 | eff(%): 3.117 | loglstar: -inf < -46.060 < inf | logz: -62.823 +/- 0.396 | dlogz: 38.114 > 0.109
iter: 1455 | bound: 12 | nc: 39 | ncall: 46681 | eff(%): 3.117 | loglstar: -inf < -45.692 < inf | logz: -62.710 +/- 0.396 | dlogz: 38.000 > 0.109
iter: 1456 | bound: 12 | nc: 39 | ncall: 46720 | eff(%): 3.116 | loglstar: -inf < -45.583 < inf | logz: -62.585 +/- 0.396 | dlogz: 37.877 > 0.109
iter: 1457 | bound: 12 | nc: 39 | ncall: 46759 | eff(%): 3.116 | loglstar: -inf < -45.424 < inf | logz: -62.461 +/- 0.396 | dlogz: 37.743 > 0.109
iter: 1458 | bound: 12 | nc: 39 | ncall: 46798 | eff(%): 3.116 | loglstar: -inf < -45.410 < inf | logz: -62.342 +/- 0.397 | dlogz: 37.608 > 0.109
iter: 1459 | bound: 12 | nc: 39 | ncall: 46837 | eff(%): 3.115 | loglstar: -inf < -45.394 < inf | logz: -62.236 +/- 0.397 | dlogz: 37.480 > 0.109
iter: 1460 | bound: 12 | nc: 39 | ncall: 46876 | eff(%): 3.115 | loglstar: -inf < -45.390 < inf | logz: -62.139 +/- 0.397 | dlogz: 37.363 > 0.109
iter: 1461 | bound: 12 | nc: 39 | ncall: 46915 | eff(%): 3.114 | loglstar: -inf < -45.387 < inf | logz: -62.052 +/- 0.397 | dlogz: 37.257 > 0.109
iter: 1462 | bound: 12 | nc: 39 | ncall: 46954 | eff(%): 3.114 | loglstar: -inf < -45.304 < inf | logz: -61.969 +/- 0.396 | dlogz: 37.159 > 0.109
iter: 1463 | bound: 12 | nc: 39 | ncall: 46993 | eff(%): 3.113 | loglstar: -inf < -45.261 < inf | logz: -61.888 +/- 0.396 | dlogz: 37.066 > 0.109
iter: 1464 | bound: 12 | nc: 39 | ncall: 47032 | eff(%): 3.113 | loglstar: -inf < -45.231 < inf | logz: -61.812 +/- 0.396 | dlogz: 36.976 > 0.109
iter: 1465 | bound: 12 | nc: 39 | ncall: 47071 | eff(%): 3.112 | loglstar: -inf < -45.132 < inf | logz: -61.737 +/- 0.396 | dlogz: 36.889 > 0.109
iter: 1466 | bound: 12 | nc: 39 | ncall: 47110 | eff(%): 3.112 | loglstar: -inf < -45.090 < inf | logz: -61.663 +/- 0.396 | dlogz: 36.805 > 0.109
iter: 1467 | bound: 12 | nc: 39 | ncall: 47149 | eff(%): 3.111 | loglstar: -inf < -45.055 < inf | logz: -61.592 +/- 0.396 | dlogz: 36.721 > 0.109
iter: 1468 | bound: 12 | nc: 39 | ncall: 47188 | eff(%): 3.111 | loglstar: -inf < -44.672 < inf | logz: -61.511 +/- 0.396 | dlogz: 36.640 > 0.109
iter: 1469 | bound: 12 | nc: 39 | ncall: 47227 | eff(%): 3.111 | loglstar: -inf < -44.569 < inf | logz: -61.418 +/- 0.396 | dlogz: 36.549 > 0.109
iter: 1470 | bound: 12 | nc: 39 | ncall: 47266 | eff(%): 3.110 | loglstar: -inf < -44.568 < inf | logz: -61.330 +/- 0.396 | dlogz: 36.446 > 0.109
iter: 1471 | bound: 12 | nc: 39 | ncall: 47305 | eff(%): 3.110 | loglstar: -inf < -44.419 < inf | logz: -61.244 +/- 0.396 | dlogz: 36.348 > 0.109
iter: 1472 | bound: 12 | nc: 39 | ncall: 47344 | eff(%): 3.109 | loglstar: -inf < -44.372 < inf | logz: -61.157 +/- 0.396 | dlogz: 36.252 > 0.109
iter: 1473 | bound: 12 | nc: 39 | ncall: 47383 | eff(%): 3.109 | loglstar: -inf < -44.350 < inf | logz: -61.076 +/- 0.396 | dlogz: 36.155 > 0.109
iter: 1474 | bound: 12 | nc: 39 | ncall: 47422 | eff(%): 3.108 | loglstar: -inf < -44.283 < inf | logz: -60.998 +/- 0.396 | dlogz: 36.064 > 0.109
iter: 1475 | bound: 12 | nc: 39 | ncall: 47461 | eff(%): 3.108 | loglstar: -inf < -44.212 < inf | logz: -60.922 +/- 0.396 | dlogz: 35.976 > 0.109
iter: 1476 | bound: 12 | nc: 39 | ncall: 47500 | eff(%): 3.107 | loglstar: -inf < -44.176 < inf | logz: -60.848 +/- 0.396 | dlogz: 35.890 > 0.109
iter: 1477 | bound: 12 | nc: 39 | ncall: 47539 | eff(%): 3.107 | loglstar: -inf < -44.148 < inf | logz: -60.777 +/- 0.396 | dlogz: 35.806 > 0.109
iter: 1478 | bound: 12 | nc: 39 | ncall: 47578 | eff(%): 3.106 | loglstar: -inf < -44.010 < inf | logz: -60.707 +/- 0.395 | dlogz: 35.726 > 0.109
iter: 1479 | bound: 12 | nc: 39 | ncall: 47617 | eff(%): 3.106 | loglstar: -inf < -43.891 < inf | logz: -60.633 +/- 0.395 | dlogz: 35.645 > 0.109
iter: 1480 | bound: 12 | nc: 39 | ncall: 47656 | eff(%): 3.106 | loglstar: -inf < -43.875 < inf | logz: -60.560 +/- 0.395 | dlogz: 35.561 > 0.109
iter: 1481 | bound: 12 | nc: 39 | ncall: 47695 | eff(%): 3.105 | loglstar: -inf < -43.869 < inf | logz: -60.492 +/- 0.395 | dlogz: 35.478 > 0.109
iter: 1482 | bound: 12 | nc: 39 | ncall: 47734 | eff(%): 3.105 | loglstar: -inf < -43.590 < inf | logz: -60.419 +/- 0.395 | dlogz: 35.400 > 0.109
iter: 1483 | bound: 12 | nc: 39 | ncall: 47773 | eff(%): 3.104 | loglstar: -inf < -43.463 < inf | logz: -60.338 +/- 0.396 | dlogz: 35.318 > 0.109
iter: 1484 | bound: 12 | nc: 39 | ncall: 47812 | eff(%): 3.104 | loglstar: -inf < -43.456 < inf | logz: -60.258 +/- 0.396 | dlogz: 35.226 > 0.109
iter: 1485 | bound: 12 | nc: 39 | ncall: 47851 | eff(%): 3.103 | loglstar: -inf < -43.381 < inf | logz: -60.183 +/- 0.396 | dlogz: 35.137 > 0.109
iter: 1486 | bound: 12 | nc: 39 | ncall: 47890 | eff(%): 3.103 | loglstar: -inf < -43.061 < inf | logz: -60.098 +/- 0.396 | dlogz: 35.051 > 0.109
iter: 1487 | bound: 12 | nc: 39 | ncall: 47929 | eff(%): 3.103 | loglstar: -inf < -43.013 < inf | logz: -60.006 +/- 0.396 | dlogz: 34.956 > 0.109
iter: 1488 | bound: 12 | nc: 39 | ncall: 47968 | eff(%): 3.102 | loglstar: -inf < -42.691 < inf | logz: -59.905 +/- 0.397 | dlogz: 34.855 > 0.109
iter: 1489 | bound: 12 | nc: 39 | ncall: 48007 | eff(%): 3.102 | loglstar: -inf < -42.673 < inf | logz: -59.800 +/- 0.397 | dlogz: 34.744 > 0.109
iter: 1490 | bound: 12 | nc: 39 | ncall: 48046 | eff(%): 3.101 | loglstar: -inf < -42.667 < inf | logz: -59.705 +/- 0.397 | dlogz: 34.629 > 0.109
iter: 1491 | bound: 12 | nc: 39 | ncall: 48085 | eff(%): 3.101 | loglstar: -inf < -42.566 < inf | logz: -59.614 +/- 0.397 | dlogz: 34.524 > 0.109
iter: 1492 | bound: 12 | nc: 39 | ncall: 48124 | eff(%): 3.100 | loglstar: -inf < -42.502 < inf | logz: -59.525 +/- 0.398 | dlogz: 34.423 > 0.109
iter: 1493 | bound: 12 | nc: 39 | ncall: 48163 | eff(%): 3.100 | loglstar: -inf < -42.458 < inf | logz: -59.440 +/- 0.398 | dlogz: 34.324 > 0.109
iter: 1494 | bound: 12 | nc: 39 | ncall: 48202 | eff(%): 3.099 | loglstar: -inf < -42.329 < inf | logz: -59.355 +/- 0.398 | dlogz: 34.229 > 0.109
iter: 1495 | bound: 12 | nc: 39 | ncall: 48241 | eff(%): 3.099 | loglstar: -inf < -42.294 < inf | logz: -59.271 +/- 0.398 | dlogz: 34.134 > 0.109
iter: 1496 | bound: 12 | nc: 39 | ncall: 48280 | eff(%): 3.099 | loglstar: -inf < -42.134 < inf | logz: -59.187 +/- 0.398 | dlogz: 34.040 > 0.109
iter: 1497 | bound: 12 | nc: 39 | ncall: 48319 | eff(%): 3.098 | loglstar: -inf < -41.993 < inf | logz: -59.098 +/- 0.398 | dlogz: 33.946 > 0.109
iter: 1498 | bound: 12 | nc: 39 | ncall: 48358 | eff(%): 3.098 | loglstar: -inf < -41.965 < inf | logz: -59.011 +/- 0.398 | dlogz: 33.848 > 0.109
iter: 1499 | bound: 12 | nc: 39 | ncall: 48397 | eff(%): 3.097 | loglstar: -inf < -41.795 < inf | logz: -58.923 +/- 0.398 | dlogz: 33.750 > 0.109
iter: 1500 | bound: 12 | nc: 39 | ncall: 48436 | eff(%): 3.097 | loglstar: -inf < -41.795 < inf | logz: -58.837 +/- 0.398 | dlogz: 33.653 > 0.109
iter: 1501 | bound: 12 | nc: 39 | ncall: 48475 | eff(%): 3.096 | loglstar: -inf < -41.675 < inf | logz: -58.753 +/- 0.399 | dlogz: 33.556 > 0.109
iter: 1502 | bound: 12 | nc: 39 | ncall: 48514 | eff(%): 3.096 | loglstar: -inf < -41.382 < inf | logz: -58.659 +/- 0.399 | dlogz: 33.463 > 0.109
iter: 1503 | bound: 12 | nc: 39 | ncall: 48553 | eff(%): 3.096 | loglstar: -inf < -41.236 < inf | logz: -58.555 +/- 0.399 | dlogz: 33.359 > 0.109
iter: 1504 | bound: 12 | nc: 39 | ncall: 48592 | eff(%): 3.095 | loglstar: -inf < -41.141 < inf | logz: -58.450 +/- 0.400 | dlogz: 33.245 > 0.109
iter: 1505 | bound: 12 | nc: 39 | ncall: 48631 | eff(%): 3.095 | loglstar: -inf < -41.027 < inf | logz: -58.347 +/- 0.400 | dlogz: 33.130 > 0.109
iter: 1506 | bound: 12 | nc: 39 | ncall: 48670 | eff(%): 3.094 | loglstar: -inf < -40.984 < inf | logz: -58.247 +/- 0.400 | dlogz: 33.016 > 0.109
iter: 1507 | bound: 12 | nc: 39 | ncall: 48709 | eff(%): 3.094 | loglstar: -inf < -40.559 < inf | logz: -58.132 +/- 0.401 | dlogz: 32.906 > 0.109
iter: 1508 | bound: 12 | nc: 39 | ncall: 48748 | eff(%): 3.093 | loglstar: -inf < -40.399 < inf | logz: -57.999 +/- 0.401 | dlogz: 32.781 > 0.109
iter: 1509 | bound: 12 | nc: 39 | ncall: 48787 | eff(%): 3.093 | loglstar: -inf < -40.293 < inf | logz: -57.869 +/- 0.402 | dlogz: 32.639 > 0.109
iter: 1510 | bound: 12 | nc: 39 | ncall: 48826 | eff(%): 3.093 | loglstar: -inf < -40.211 < inf | logz: -57.743 +/- 0.402 | dlogz: 32.498 > 0.109
iter: 1511 | bound: 12 | nc: 39 | ncall: 48865 | eff(%): 3.092 | loglstar: -inf < -40.061 < inf | logz: -57.620 +/- 0.403 | dlogz: 32.363 > 0.109
iter: 1512 | bound: 12 | nc: 39 | ncall: 48904 | eff(%): 3.092 | loglstar: -inf < -39.923 < inf | logz: -57.496 +/- 0.403 | dlogz: 32.230 > 0.109
iter: 1513 | bound: 12 | nc: 39 | ncall: 48943 | eff(%): 3.091 | loglstar: -inf < -39.885 < inf | logz: -57.377 +/- 0.403 | dlogz: 32.096 > 0.109
iter: 1514 | bound: 12 | nc: 39 | ncall: 48982 | eff(%): 3.091 | loglstar: -inf < -39.878 < inf | logz: -57.270 +/- 0.403 | dlogz: 31.967 > 0.109
iter: 1515 | bound: 12 | nc: 39 | ncall: 49021 | eff(%): 3.091 | loglstar: -inf < -39.856 < inf | logz: -57.172 +/- 0.403 | dlogz: 31.850 > 0.109
iter: 1516 | bound: 12 | nc: 39 | ncall: 49060 | eff(%): 3.090 | loglstar: -inf < -39.821 < inf | logz: -57.082 +/- 0.403 | dlogz: 31.742 > 0.109
iter: 1517 | bound: 12 | nc: 39 | ncall: 49099 | eff(%): 3.090 | loglstar: -inf < -39.785 < inf | logz: -56.997 +/- 0.403 | dlogz: 31.642 > 0.109
iter: 1518 | bound: 12 | nc: 39 | ncall: 49138 | eff(%): 3.089 | loglstar: -inf < -39.624 < inf | logz: -56.911 +/- 0.403 | dlogz: 31.547 > 0.109
iter: 1519 | bound: 12 | nc: 39 | ncall: 49177 | eff(%): 3.089 | loglstar: -inf < -39.480 < inf | logz: -56.821 +/- 0.403 | dlogz: 31.452 > 0.109
iter: 1520 | bound: 12 | nc: 39 | ncall: 49216 | eff(%): 3.088 | loglstar: -inf < -39.412 < inf | logz: -56.731 +/- 0.403 | dlogz: 31.352 > 0.109
iter: 1521 | bound: 12 | nc: 39 | ncall: 49255 | eff(%): 3.088 | loglstar: -inf < -39.404 < inf | logz: -56.645 +/- 0.403 | dlogz: 31.251 > 0.109
iter: 1522 | bound: 12 | nc: 39 | ncall: 49294 | eff(%): 3.088 | loglstar: -inf < -39.320 < inf | logz: -56.564 +/- 0.403 | dlogz: 31.156 > 0.109
iter: 1523 | bound: 12 | nc: 39 | ncall: 49333 | eff(%): 3.087 | loglstar: -inf < -39.311 < inf | logz: -56.486 +/- 0.403 | dlogz: 31.064 > 0.109
iter: 1524 | bound: 12 | nc: 39 | ncall: 49372 | eff(%): 3.087 | loglstar: -inf < -39.211 < inf | logz: -56.411 +/- 0.403 | dlogz: 30.977 > 0.109
iter: 1525 | bound: 12 | nc: 39 | ncall: 49411 | eff(%): 3.086 | loglstar: -inf < -39.198 < inf | logz: -56.337 +/- 0.402 | dlogz: 30.891 > 0.109
iter: 1526 | bound: 12 | nc: 39 | ncall: 49450 | eff(%): 3.086 | loglstar: -inf < -39.159 < inf | logz: -56.268 +/- 0.402 | dlogz: 30.808 > 0.109
iter: 1527 | bound: 12 | nc: 39 | ncall: 49489 | eff(%): 3.086 | loglstar: -inf < -38.988 < inf | logz: -56.196 +/- 0.402 | dlogz: 30.728 > 0.109
iter: 1528 | bound: 12 | nc: 39 | ncall: 49528 | eff(%): 3.085 | loglstar: -inf < -38.948 < inf | logz: -56.124 +/- 0.402 | dlogz: 30.647 > 0.109
iter: 1529 | bound: 12 | nc: 39 | ncall: 49567 | eff(%): 3.085 | loglstar: -inf < -38.869 < inf | logz: -56.052 +/- 0.402 | dlogz: 30.564 > 0.109
iter: 1530 | bound: 12 | nc: 39 | ncall: 49606 | eff(%): 3.084 | loglstar: -inf < -38.742 < inf | logz: -55.979 +/- 0.402 | dlogz: 30.483 > 0.109
iter: 1531 | bound: 12 | nc: 39 | ncall: 49645 | eff(%): 3.084 | loglstar: -inf < -38.721 < inf | logz: -55.907 +/- 0.402 | dlogz: 30.400 > 0.109
iter: 1532 | bound: 12 | nc: 39 | ncall: 49684 | eff(%): 3.083 | loglstar: -inf < -38.651 < inf | logz: -55.838 +/- 0.402 | dlogz: 30.318 > 0.109
iter: 1533 | bound: 13 | nc: 39 | ncall: 49723 | eff(%): 3.083 | loglstar: -inf < -38.617 < inf | logz: -55.770 +/- 0.402 | dlogz: 30.239 > 0.109
iter: 1534 | bound: 13 | nc: 39 | ncall: 49762 | eff(%): 3.083 | loglstar: -inf < -38.499 < inf | logz: -55.702 +/- 0.402 | dlogz: 30.161 > 0.109
iter: 1535 | bound: 13 | nc: 39 | ncall: 49801 | eff(%): 3.082 | loglstar: -inf < -38.453 < inf | logz: -55.634 +/- 0.402 | dlogz: 30.083 > 0.109
iter: 1536 | bound: 13 | nc: 39 | ncall: 49840 | eff(%): 3.082 | loglstar: -inf < -38.313 < inf | logz: -55.565 +/- 0.402 | dlogz: 30.005 > 0.109
iter: 1537 | bound: 13 | nc: 39 | ncall: 49879 | eff(%): 3.081 | loglstar: -inf < -38.180 < inf | logz: -55.492 +/- 0.402 | dlogz: 29.926 > 0.109
iter: 1538 | bound: 13 | nc: 39 | ncall: 49918 | eff(%): 3.081 | loglstar: -inf < -38.167 < inf | logz: -55.420 +/- 0.402 | dlogz: 29.843 > 0.109
iter: 1539 | bound: 13 | nc: 39 | ncall: 49957 | eff(%): 3.081 | loglstar: -inf < -38.072 < inf | logz: -55.350 +/- 0.402 | dlogz: 29.761 > 0.109
iter: 1540 | bound: 13 | nc: 39 | ncall: 49996 | eff(%): 3.080 | loglstar: -inf < -38.033 < inf | logz: -55.280 +/- 0.402 | dlogz: 29.681 > 0.109
iter: 1541 | bound: 13 | nc: 39 | ncall: 50035 | eff(%): 3.080 | loglstar: -inf < -37.965 < inf | logz: -55.212 +/- 0.402 | dlogz: 29.602 > 0.109
iter: 1542 | bound: 13 | nc: 39 | ncall: 50074 | eff(%): 3.079 | loglstar: -inf < -37.946 < inf | logz: -55.147 +/- 0.402 | dlogz: 29.524 > 0.109
iter: 1543 | bound: 13 | nc: 39 | ncall: 50113 | eff(%): 3.079 | loglstar: -inf < -37.796 < inf | logz: -55.081 +/- 0.402 | dlogz: 29.449 > 0.109
iter: 1544 | bound: 13 | nc: 39 | ncall: 50152 | eff(%): 3.079 | loglstar: -inf < -37.658 < inf | logz: -55.010 +/- 0.402 | dlogz: 29.372 > 0.109
iter: 1545 | bound: 13 | nc: 39 | ncall: 50191 | eff(%): 3.078 | loglstar: -inf < -37.554 < inf | logz: -54.937 +/- 0.402 | dlogz: 29.292 > 0.109
iter: 1546 | bound: 13 | nc: 39 | ncall: 50230 | eff(%): 3.078 | loglstar: -inf < -37.379 < inf | logz: -54.859 +/- 0.402 | dlogz: 29.209 > 0.109
iter: 1547 | bound: 13 | nc: 39 | ncall: 50269 | eff(%): 3.077 | loglstar: -inf < -37.201 < inf | logz: -54.775 +/- 0.402 | dlogz: 29.121 > 0.109
iter: 1548 | bound: 13 | nc: 39 | ncall: 50308 | eff(%): 3.077 | loglstar: -inf < -37.119 < inf | logz: -54.687 +/- 0.403 | dlogz: 29.026 > 0.109
iter: 1549 | bound: 13 | nc: 39 | ncall: 50347 | eff(%): 3.077 | loglstar: -inf < -37.114 < inf | logz: -54.605 +/- 0.403 | dlogz: 28.929 > 0.109
iter: 1550 | bound: 13 | nc: 39 | ncall: 50386 | eff(%): 3.076 | loglstar: -inf < -36.859 < inf | logz: -54.518 +/- 0.403 | dlogz: 28.836 > 0.109
iter: 1551 | bound: 13 | nc: 39 | ncall: 50425 | eff(%): 3.076 | loglstar: -inf < -36.831 < inf | logz: -54.429 +/- 0.403 | dlogz: 28.740 > 0.109
iter: 1552 | bound: 13 | nc: 39 | ncall: 50464 | eff(%): 3.075 | loglstar: -inf < -36.744 < inf | logz: -54.342 +/- 0.404 | dlogz: 28.640 > 0.109
iter: 1553 | bound: 13 | nc: 39 | ncall: 50503 | eff(%): 3.075 | loglstar: -inf < -36.677 < inf | logz: -54.258 +/- 0.404 | dlogz: 28.544 > 0.109
iter: 1554 | bound: 13 | nc: 39 | ncall: 50542 | eff(%): 3.075 | loglstar: -inf < -36.584 < inf | logz: -54.174 +/- 0.404 | dlogz: 28.450 > 0.109
iter: 1555 | bound: 13 | nc: 39 | ncall: 50581 | eff(%): 3.074 | loglstar: -inf < -36.492 < inf | logz: -54.091 +/- 0.404 | dlogz: 28.356 > 0.109
iter: 1556 | bound: 13 | nc: 39 | ncall: 50620 | eff(%): 3.074 | loglstar: -inf < -36.450 < inf | logz: -54.010 +/- 0.404 | dlogz: 28.263 > 0.109
iter: 1557 | bound: 13 | nc: 39 | ncall: 50659 | eff(%): 3.073 | loglstar: -inf < -36.449 < inf | logz: -53.934 +/- 0.404 | dlogz: 28.172 > 0.109
iter: 1558 | bound: 13 | nc: 39 | ncall: 50698 | eff(%): 3.073 | loglstar: -inf < -36.272 < inf | logz: -53.857 +/- 0.404 | dlogz: 28.086 > 0.109
iter: 1559 | bound: 13 | nc: 39 | ncall: 50737 | eff(%): 3.073 | loglstar: -inf < -36.262 < inf | logz: -53.781 +/- 0.405 | dlogz: 28.000 > 0.109
iter: 1560 | bound: 13 | nc: 39 | ncall: 50776 | eff(%): 3.072 | loglstar: -inf < -36.249 < inf | logz: -53.709 +/- 0.405 | dlogz: 27.913 > 0.109
iter: 1561 | bound: 13 | nc: 39 | ncall: 50815 | eff(%): 3.072 | loglstar: -inf < -36.128 < inf | logz: -53.639 +/- 0.405 | dlogz: 27.832 > 0.109
iter: 1562 | bound: 13 | nc: 39 | ncall: 50854 | eff(%): 3.072 | loglstar: -inf < -36.123 < inf | logz: -53.570 +/- 0.405 | dlogz: 27.751 > 0.109
iter: 1563 | bound: 13 | nc: 39 | ncall: 50893 | eff(%): 3.071 | loglstar: -inf < -36.018 < inf | logz: -53.502 +/- 0.405 | dlogz: 27.672 > 0.109
iter: 1564 | bound: 13 | nc: 39 | ncall: 50932 | eff(%): 3.071 | loglstar: -inf < -35.948 < inf | logz: -53.434 +/- 0.405 | dlogz: 27.595 > 0.109
iter: 1565 | bound: 13 | nc: 39 | ncall: 50971 | eff(%): 3.070 | loglstar: -inf < -35.909 < inf | logz: -53.367 +/- 0.405 | dlogz: 27.516 > 0.109
iter: 1566 | bound: 13 | nc: 39 | ncall: 51010 | eff(%): 3.070 | loglstar: -inf < -35.896 < inf | logz: -53.304 +/- 0.405 | dlogz: 27.440 > 0.109
iter: 1567 | bound: 13 | nc: 39 | ncall: 51049 | eff(%): 3.070 | loglstar: -inf < -35.882 < inf | logz: -53.244 +/- 0.405 | dlogz: 27.366 > 0.109
iter: 1568 | bound: 13 | nc: 39 | ncall: 51088 | eff(%): 3.069 | loglstar: -inf < -35.482 < inf | logz: -53.174 +/- 0.405 | dlogz: 27.297 > 0.109
iter: 1569 | bound: 13 | nc: 39 | ncall: 51127 | eff(%): 3.069 | loglstar: -inf < -35.462 < inf | logz: -53.096 +/- 0.405 | dlogz: 27.217 > 0.109
iter: 1570 | bound: 13 | nc: 39 | ncall: 51166 | eff(%): 3.068 | loglstar: -inf < -35.249 < inf | logz: -53.016 +/- 0.405 | dlogz: 27.129 > 0.109
iter: 1571 | bound: 13 | nc: 39 | ncall: 51205 | eff(%): 3.068 | loglstar: -inf < -35.226 < inf | logz: -52.934 +/- 0.405 | dlogz: 27.039 > 0.109
iter: 1572 | bound: 13 | nc: 39 | ncall: 51244 | eff(%): 3.068 | loglstar: -inf < -35.128 < inf | logz: -52.855 +/- 0.405 | dlogz: 26.947 > 0.109
iter: 1573 | bound: 13 | nc: 39 | ncall: 51283 | eff(%): 3.067 | loglstar: -inf < -35.125 < inf | logz: -52.778 +/- 0.406 | dlogz: 26.858 > 0.109
iter: 1574 | bound: 13 | nc: 39 | ncall: 51322 | eff(%): 3.067 | loglstar: -inf < -35.097 < inf | logz: -52.707 +/- 0.406 | dlogz: 26.771 > 0.109
iter: 1575 | bound: 13 | nc: 39 | ncall: 51361 | eff(%): 3.067 | loglstar: -inf < -35.077 < inf | logz: -52.639 +/- 0.406 | dlogz: 26.690 > 0.109
iter: 1576 | bound: 13 | nc: 39 | ncall: 51400 | eff(%): 3.066 | loglstar: -inf < -35.050 < inf | logz: -52.575 +/- 0.406 | dlogz: 26.612 > 0.109
iter: 1577 | bound: 13 | nc: 39 | ncall: 51439 | eff(%): 3.066 | loglstar: -inf < -35.039 < inf | logz: -52.514 +/- 0.406 | dlogz: 26.538 > 0.109
iter: 1578 | bound: 13 | nc: 39 | ncall: 51478 | eff(%): 3.065 | loglstar: -inf < -34.962 < inf | logz: -52.455 +/- 0.406 | dlogz: 26.467 > 0.109
iter: 1579 | bound: 13 | nc: 39 | ncall: 51517 | eff(%): 3.065 | loglstar: -inf < -34.951 < inf | logz: -52.397 +/- 0.405 | dlogz: 26.398 > 0.109
iter: 1580 | bound: 13 | nc: 39 | ncall: 51556 | eff(%): 3.065 | loglstar: -inf < -34.511 < inf | logz: -52.328 +/- 0.406 | dlogz: 26.330 > 0.109
iter: 1581 | bound: 13 | nc: 39 | ncall: 51595 | eff(%): 3.064 | loglstar: -inf < -34.369 < inf | logz: -52.245 +/- 0.406 | dlogz: 26.251 > 0.109
iter: 1582 | bound: 13 | nc: 39 | ncall: 51634 | eff(%): 3.064 | loglstar: -inf < -34.352 < inf | logz: -52.163 +/- 0.406 | dlogz: 26.158 > 0.109
iter: 1583 | bound: 13 | nc: 39 | ncall: 51673 | eff(%): 3.063 | loglstar: -inf < -34.312 < inf | logz: -52.086 +/- 0.406 | dlogz: 26.067 > 0.109
iter: 1584 | bound: 13 | nc: 39 | ncall: 51712 | eff(%): 3.063 | loglstar: -inf < -34.181 < inf | logz: -52.009 +/- 0.406 | dlogz: 25.980 > 0.109
iter: 1585 | bound: 13 | nc: 39 | ncall: 51751 | eff(%): 3.063 | loglstar: -inf < -34.159 < inf | logz: -51.934 +/- 0.407 | dlogz: 25.893 > 0.109
iter: 1586 | bound: 13 | nc: 39 | ncall: 51790 | eff(%): 3.062 | loglstar: -inf < -33.937 < inf | logz: -51.854 +/- 0.407 | dlogz: 25.807 > 0.109
iter: 1587 | bound: 13 | nc: 39 | ncall: 51829 | eff(%): 3.062 | loglstar: -inf < -33.914 < inf | logz: -51.773 +/- 0.407 | dlogz: 25.718 > 0.109
iter: 1588 | bound: 13 | nc: 39 | ncall: 51868 | eff(%): 3.062 | loglstar: -inf < -33.871 < inf | logz: -51.696 +/- 0.407 | dlogz: 25.627 > 0.109
iter: 1589 | bound: 13 | nc: 39 | ncall: 51907 | eff(%): 3.061 | loglstar: -inf < -33.774 < inf | logz: -51.621 +/- 0.407 | dlogz: 25.540 > 0.109
iter: 1590 | bound: 13 | nc: 39 | ncall: 51946 | eff(%): 3.061 | loglstar: -inf < -33.751 < inf | logz: -51.547 +/- 0.407 | dlogz: 25.455 > 0.109
iter: 1591 | bound: 13 | nc: 39 | ncall: 51985 | eff(%): 3.060 | loglstar: -inf < -33.680 < inf | logz: -51.476 +/- 0.408 | dlogz: 25.371 > 0.109
iter: 1592 | bound: 13 | nc: 39 | ncall: 52024 | eff(%): 3.060 | loglstar: -inf < -33.600 < inf | logz: -51.405 +/- 0.408 | dlogz: 25.290 > 0.109
iter: 1593 | bound: 13 | nc: 39 | ncall: 52063 | eff(%): 3.060 | loglstar: -inf < -33.551 < inf | logz: -51.335 +/- 0.408 | dlogz: 25.209 > 0.109
iter: 1594 | bound: 13 | nc: 39 | ncall: 52102 | eff(%): 3.059 | loglstar: -inf < -33.328 < inf | logz: -51.261 +/- 0.408 | dlogz: 25.129 > 0.109
iter: 1595 | bound: 13 | nc: 39 | ncall: 52141 | eff(%): 3.059 | loglstar: -inf < -33.311 < inf | logz: -51.185 +/- 0.408 | dlogz: 25.045 > 0.109
iter: 1596 | bound: 13 | nc: 39 | ncall: 52180 | eff(%): 3.059 | loglstar: -inf < -33.305 < inf | logz: -51.114 +/- 0.408 | dlogz: 24.959 > 0.109
iter: 1597 | bound: 13 | nc: 39 | ncall: 52219 | eff(%): 3.058 | loglstar: -inf < -33.002 < inf | logz: -51.037 +/- 0.408 | dlogz: 24.878 > 0.109
iter: 1598 | bound: 13 | nc: 39 | ncall: 52258 | eff(%): 3.058 | loglstar: -inf < -32.839 < inf | logz: -50.949 +/- 0.409 | dlogz: 24.791 > 0.109
iter: 1599 | bound: 13 | nc: 39 | ncall: 52297 | eff(%): 3.058 | loglstar: -inf < -32.746 < inf | logz: -50.859 +/- 0.409 | dlogz: 24.694 > 0.109
iter: 1600 | bound: 13 | nc: 39 | ncall: 52336 | eff(%): 3.057 | loglstar: -inf < -32.716 < inf | logz: -50.772 +/- 0.409 | dlogz: 24.593 > 0.109
iter: 1601 | bound: 13 | nc: 39 | ncall: 52375 | eff(%): 3.057 | loglstar: -inf < -32.681 < inf | logz: -50.691 +/- 0.409 | dlogz: 24.497 > 0.109
iter: 1602 | bound: 13 | nc: 39 | ncall: 52414 | eff(%): 3.056 | loglstar: -inf < -32.487 < inf | logz: -50.607 +/- 0.410 | dlogz: 24.405 > 0.109
iter: 1603 | bound: 13 | nc: 39 | ncall: 52453 | eff(%): 3.056 | loglstar: -inf < -32.484 < inf | logz: -50.523 +/- 0.410 | dlogz: 24.311 > 0.109
iter: 1604 | bound: 13 | nc: 39 | ncall: 52492 | eff(%): 3.056 | loglstar: -inf < -32.463 < inf | logz: -50.445 +/- 0.410 | dlogz: 24.217 > 0.109
iter: 1605 | bound: 13 | nc: 39 | ncall: 52531 | eff(%): 3.055 | loglstar: -inf < -32.351 < inf | logz: -50.369 +/- 0.410 | dlogz: 24.130 > 0.109
iter: 1606 | bound: 13 | nc: 39 | ncall: 52570 | eff(%): 3.055 | loglstar: -inf < -32.310 < inf | logz: -50.294 +/- 0.410 | dlogz: 24.044 > 0.109
iter: 1607 | bound: 13 | nc: 39 | ncall: 52609 | eff(%): 3.055 | loglstar: -inf < -31.920 < inf | logz: -50.207 +/- 0.410 | dlogz: 23.959 > 0.109
iter: 1608 | bound: 13 | nc: 39 | ncall: 52648 | eff(%): 3.054 | loglstar: -inf < -31.893 < inf | logz: -50.112 +/- 0.411 | dlogz: 23.862 > 0.109
iter: 1609 | bound: 13 | nc: 39 | ncall: 52687 | eff(%): 3.054 | loglstar: -inf < -31.870 < inf | logz: -50.024 +/- 0.411 | dlogz: 23.757 > 0.109
iter: 1610 | bound: 13 | nc: 39 | ncall: 52726 | eff(%): 3.054 | loglstar: -inf < -31.800 < inf | logz: -49.940 +/- 0.411 | dlogz: 23.659 > 0.109
iter: 1611 | bound: 13 | nc: 39 | ncall: 52765 | eff(%): 3.053 | loglstar: -inf < -31.757 < inf | logz: -49.860 +/- 0.411 | dlogz: 23.565 > 0.109
iter: 1612 | bound: 13 | nc: 39 | ncall: 52804 | eff(%): 3.053 | loglstar: -inf < -31.740 < inf | logz: -49.783 +/- 0.411 | dlogz: 23.475 > 0.109
iter: 1613 | bound: 13 | nc: 39 | ncall: 52843 | eff(%): 3.052 | loglstar: -inf < -31.660 < inf | logz: -49.710 +/- 0.411 | dlogz: 23.388 > 0.109
iter: 1614 | bound: 13 | nc: 39 | ncall: 52882 | eff(%): 3.052 | loglstar: -inf < -31.653 < inf | logz: -49.639 +/- 0.411 | dlogz: 23.305 > 0.109
iter: 1615 | bound: 13 | nc: 39 | ncall: 52921 | eff(%): 3.052 | loglstar: -inf < -31.619 < inf | logz: -49.573 +/- 0.411 | dlogz: 23.224 > 0.109
iter: 1616 | bound: 13 | nc: 39 | ncall: 52960 | eff(%): 3.051 | loglstar: -inf < -31.479 < inf | logz: -49.505 +/- 0.411 | dlogz: 25.001 > 0.109
iter: 1617 | bound: 13 | nc: 39 | ncall: 52999 | eff(%): 3.051 | loglstar: -inf < -31.451 < inf | logz: -49.437 +/- 0.411 | dlogz: 24.923 > 0.109
iter: 1618 | bound: 13 | nc: 39 | ncall: 53038 | eff(%): 3.051 | loglstar: -inf < -31.368 < inf | logz: -49.371 +/- 0.411 | dlogz: 24.845 > 0.109
iter: 1619 | bound: 13 | nc: 39 | ncall: 53077 | eff(%): 3.050 | loglstar: -inf < -31.336 < inf | logz: -49.306 +/- 0.411 | dlogz: 24.769 > 0.109
iter: 1620 | bound: 13 | nc: 39 | ncall: 53116 | eff(%): 3.050 | loglstar: -inf < -31.203 < inf | logz: -49.240 +/- 0.411 | dlogz: 24.694 > 0.109
iter: 1621 | bound: 13 | nc: 39 | ncall: 53155 | eff(%): 3.050 | loglstar: -inf < -31.147 < inf | logz: -49.173 +/- 0.411 | dlogz: 24.618 > 0.109
iter: 1622 | bound: 13 | nc: 39 | ncall: 53194 | eff(%): 3.049 | loglstar: -inf < -30.690 < inf | logz: -49.091 +/- 0.411 | dlogz: 24.541 > 0.109
iter: 1623 | bound: 13 | nc: 39 | ncall: 53233 | eff(%): 3.049 | loglstar: -inf < -30.607 < inf | logz: -48.997 +/- 0.412 | dlogz: 24.450 > 0.109
iter: 1624 | bound: 13 | nc: 39 | ncall: 53272 | eff(%): 3.049 | loglstar: -inf < -30.598 < inf | logz: -48.908 +/- 0.412 | dlogz: 24.346 > 0.109
iter: 1625 | bound: 13 | nc: 39 | ncall: 53311 | eff(%): 3.048 | loglstar: -inf < -30.519 < inf | logz: -48.823 +/- 0.412 | dlogz: 24.246 > 0.109
iter: 1626 | bound: 13 | nc: 39 | ncall: 53350 | eff(%): 3.048 | loglstar: -inf < -30.435 < inf | logz: -48.740 +/- 0.413 | dlogz: 24.152 > 0.109
iter: 1627 | bound: 13 | nc: 39 | ncall: 53389 | eff(%): 3.047 | loglstar: -inf < -30.398 < inf | logz: -48.659 +/- 0.413 | dlogz: 24.058 > 0.109
iter: 1628 | bound: 13 | nc: 39 | ncall: 53428 | eff(%): 3.047 | loglstar: -inf < -30.366 < inf | logz: -48.582 +/- 0.413 | dlogz: 23.967 > 0.109
iter: 1629 | bound: 13 | nc: 39 | ncall: 53467 | eff(%): 3.047 | loglstar: -inf < -30.342 < inf | logz: -48.509 +/- 0.413 | dlogz: 23.881 > 0.109
iter: 1630 | bound: 13 | nc: 39 | ncall: 53506 | eff(%): 3.046 | loglstar: -inf < -30.336 < inf | logz: -48.442 +/- 0.413 | dlogz: 23.798 > 0.109
iter: 1631 | bound: 13 | nc: 39 | ncall: 53545 | eff(%): 3.046 | loglstar: -inf < -30.178 < inf | logz: -48.373 +/- 0.413 | dlogz: 23.720 > 0.109
iter: 1632 | bound: 13 | nc: 39 | ncall: 53584 | eff(%): 3.046 | loglstar: -inf < -30.164 < inf | logz: -48.305 +/- 0.413 | dlogz: 23.642 > 0.109
iter: 1633 | bound: 14 | nc: 39 | ncall: 53623 | eff(%): 3.045 | loglstar: -inf < -30.033 < inf | logz: -48.236 +/- 0.413 | dlogz: 23.564 > 0.109
iter: 1634 | bound: 14 | nc: 39 | ncall: 53662 | eff(%): 3.045 | loglstar: -inf < -30.028 < inf | logz: -48.169 +/- 0.413 | dlogz: 23.485 > 0.109
iter: 1635 | bound: 14 | nc: 39 | ncall: 53701 | eff(%): 3.045 | loglstar: -inf < -29.950 < inf | logz: -48.103 +/- 0.413 | dlogz: 23.408 > 0.109
iter: 1636 | bound: 14 | nc: 39 | ncall: 53740 | eff(%): 3.044 | loglstar: -inf < -29.942 < inf | logz: -48.040 +/- 0.413 | dlogz: 23.332 > 0.109
iter: 1637 | bound: 14 | nc: 39 | ncall: 53779 | eff(%): 3.044 | loglstar: -inf < -29.708 < inf | logz: -47.973 +/- 0.413 | dlogz: 23.259 > 0.109
iter: 1638 | bound: 14 | nc: 39 | ncall: 53818 | eff(%): 3.044 | loglstar: -inf < -29.658 < inf | logz: -47.903 +/- 0.413 | dlogz: 23.183 > 0.109
iter: 1639 | bound: 14 | nc: 39 | ncall: 53857 | eff(%): 3.043 | loglstar: -inf < -29.559 < inf | logz: -47.833 +/- 0.413 | dlogz: 23.102 > 0.109
iter: 1640 | bound: 14 | nc: 39 | ncall: 53896 | eff(%): 3.043 | loglstar: -inf < -29.434 < inf | logz: -47.760 +/- 0.413 | dlogz: 23.022 > 0.109
iter: 1641 | bound: 14 | nc: 39 | ncall: 53935 | eff(%): 3.043 | loglstar: -inf < -29.390 < inf | logz: -47.688 +/- 0.413 | dlogz: 23.422 > 0.109
iter: 1642 | bound: 14 | nc: 39 | ncall: 53974 | eff(%): 3.042 | loglstar: -inf < -29.360 < inf | logz: -47.618 +/- 0.413 | dlogz: 23.340 > 0.109
iter: 1643 | bound: 14 | nc: 39 | ncall: 54013 | eff(%): 3.042 | loglstar: -inf < -29.351 < inf | logz: -47.553 +/- 0.413 | dlogz: 23.260 > 0.109
iter: 1644 | bound: 14 | nc: 39 | ncall: 54052 | eff(%): 3.042 | loglstar: -inf < -29.307 < inf | logz: -47.490 +/- 0.413 | dlogz: 23.185 > 0.109
iter: 1645 | bound: 14 | nc: 39 | ncall: 54091 | eff(%): 3.041 | loglstar: -inf < -29.239 < inf | logz: -47.429 +/- 0.413 | dlogz: 23.113 > 0.109
iter: 1646 | bound: 14 | nc: 39 | ncall: 54130 | eff(%): 3.041 | loglstar: -inf < -29.221 < inf | logz: -47.369 +/- 0.413 | dlogz: 23.041 > 0.109
iter: 1647 | bound: 14 | nc: 39 | ncall: 54169 | eff(%): 3.040 | loglstar: -inf < -29.063 < inf | logz: -47.308 +/- 0.413 | dlogz: 22.971 > 0.109
iter: 1648 | bound: 14 | nc: 39 | ncall: 54208 | eff(%): 3.040 | loglstar: -inf < -28.881 < inf | logz: -47.241 +/- 0.413 | dlogz: 22.900 > 0.109
iter: 1649 | bound: 14 | nc: 39 | ncall: 54247 | eff(%): 3.040 | loglstar: -inf < -28.846 < inf | logz: -47.172 +/- 0.414 | dlogz: 22.823 > 0.109
iter: 1650 | bound: 14 | nc: 39 | ncall: 54286 | eff(%): 3.039 | loglstar: -inf < -28.694 < inf | logz: -47.101 +/- 0.414 | dlogz: 22.744 > 0.109
iter: 1651 | bound: 14 | nc: 39 | ncall: 54325 | eff(%): 3.039 | loglstar: -inf < -28.665 < inf | logz: -47.031 +/- 0.414 | dlogz: 22.664 > 0.109
iter: 1652 | bound: 14 | nc: 39 | ncall: 54364 | eff(%): 3.039 | loglstar: -inf < -28.643 < inf | logz: -46.964 +/- 0.414 | dlogz: 22.583 > 0.109
iter: 1653 | bound: 14 | nc: 39 | ncall: 54403 | eff(%): 3.038 | loglstar: -inf < -28.617 < inf | logz: -46.900 +/- 0.414 | dlogz: 22.506 > 0.109
iter: 1654 | bound: 14 | nc: 39 | ncall: 54442 | eff(%): 3.038 | loglstar: -inf < -28.612 < inf | logz: -46.840 +/- 0.414 | dlogz: 22.433 > 0.109
iter: 1655 | bound: 14 | nc: 39 | ncall: 54481 | eff(%): 3.038 | loglstar: -inf < -28.611 < inf | logz: -46.783 +/- 0.414 | dlogz: 22.363 > 0.109
iter: 1656 | bound: 14 | nc: 39 | ncall: 54520 | eff(%): 3.037 | loglstar: -inf < -28.606 < inf | logz: -46.730 +/- 0.414 | dlogz: 22.296 > 0.109
iter: 1657 | bound: 14 | nc: 39 | ncall: 54559 | eff(%): 3.037 | loglstar: -inf < -28.575 < inf | logz: -46.680 +/- 0.414 | dlogz: 22.233 > 0.109
iter: 1658 | bound: 14 | nc: 39 | ncall: 54598 | eff(%): 3.037 | loglstar: -inf < -28.568 < inf | logz: -46.631 +/- 0.414 | dlogz: 22.173 > 0.109
iter: 1659 | bound: 14 | nc: 39 | ncall: 54637 | eff(%): 3.036 | loglstar: -inf < -28.553 < inf | logz: -46.584 +/- 0.414 | dlogz: 22.114 > 0.109
iter: 1660 | bound: 14 | nc: 39 | ncall: 54676 | eff(%): 3.036 | loglstar: -inf < -28.539 < inf | logz: -46.540 +/- 0.414 | dlogz: 22.057 > 0.109
iter: 1661 | bound: 14 | nc: 39 | ncall: 54715 | eff(%): 3.036 | loglstar: -inf < -28.530 < inf | logz: -46.497 +/- 0.413 | dlogz: 22.003 > 0.109
iter: 1662 | bound: 14 | nc: 39 | ncall: 54754 | eff(%): 3.035 | loglstar: -inf < -28.468 < inf | logz: -46.455 +/- 0.413 | dlogz: 21.950 > 0.109
iter: 1663 | bound: 14 | nc: 39 | ncall: 54793 | eff(%): 3.035 | loglstar: -inf < -28.452 < inf | logz: -46.413 +/- 0.413 | dlogz: 21.898 > 0.109
iter: 1664 | bound: 14 | nc: 39 | ncall: 54832 | eff(%): 3.035 | loglstar: -inf < -28.385 < inf | logz: -46.372 +/- 0.413 | dlogz: 21.846 > 0.109
iter: 1665 | bound: 14 | nc: 39 | ncall: 54871 | eff(%): 3.034 | loglstar: -inf < -28.329 < inf | logz: -46.330 +/- 0.413 | dlogz: 21.795 > 0.109
iter: 1666 | bound: 14 | nc: 39 | ncall: 54910 | eff(%): 3.034 | loglstar: -inf < -28.077 < inf | logz: -46.284 +/- 0.413 | dlogz: 21.744 > 0.109
iter: 1667 | bound: 14 | nc: 39 | ncall: 54949 | eff(%): 3.034 | loglstar: -inf < -28.041 < inf | logz: -46.234 +/- 0.413 | dlogz: 21.688 > 0.109
iter: 1668 | bound: 14 | nc: 39 | ncall: 54988 | eff(%): 3.033 | loglstar: -inf < -27.936 < inf | logz: -46.183 +/- 0.413 | dlogz: 21.628 > 0.109
iter: 1669 | bound: 14 | nc: 39 | ncall: 55027 | eff(%): 3.033 | loglstar: -inf < -27.887 < inf | logz: -46.132 +/- 0.413 | dlogz: 21.567 > 0.109
iter: 1670 | bound: 14 | nc: 39 | ncall: 55066 | eff(%): 3.033 | loglstar: -inf < -27.878 < inf | logz: -46.082 +/- 0.413 | dlogz: 21.506 > 0.109
iter: 1671 | bound: 14 | nc: 39 | ncall: 55105 | eff(%): 3.032 | loglstar: -inf < -27.843 < inf | logz: -46.034 +/- 0.413 | dlogz: 21.446 > 0.109
iter: 1672 | bound: 14 | nc: 39 | ncall: 55144 | eff(%): 3.032 | loglstar: -inf < -27.784 < inf | logz: -45.987 +/- 0.413 | dlogz: 21.388 > 0.109
iter: 1673 | bound: 14 | nc: 39 | ncall: 55183 | eff(%): 3.032 | loglstar: -inf < -27.776 < inf | logz: -45.940 +/- 0.413 | dlogz: 21.331 > 0.109
iter: 1674 | bound: 14 | nc: 39 | ncall: 55222 | eff(%): 3.031 | loglstar: -inf < -27.678 < inf | logz: -45.894 +/- 0.413 | dlogz: 21.274 > 0.109
iter: 1675 | bound: 14 | nc: 39 | ncall: 55261 | eff(%): 3.031 | loglstar: -inf < -27.673 < inf | logz: -45.848 +/- 0.413 | dlogz: 21.218 > 0.109
iter: 1676 | bound: 14 | nc: 39 | ncall: 55300 | eff(%): 3.031 | loglstar: -inf < -27.671 < inf | logz: -45.804 +/- 0.413 | dlogz: 21.162 > 0.109
iter: 1677 | bound: 14 | nc: 39 | ncall: 55339 | eff(%): 3.030 | loglstar: -inf < -27.636 < inf | logz: -45.762 +/- 0.413 | dlogz: 21.108 > 0.109
iter: 1678 | bound: 14 | nc: 39 | ncall: 55378 | eff(%): 3.030 | loglstar: -inf < -27.539 < inf | logz: -45.719 +/- 0.413 | dlogz: 21.056 > 0.109
iter: 1679 | bound: 14 | nc: 39 | ncall: 55417 | eff(%): 3.030 | loglstar: -inf < -27.302 < inf | logz: -45.671 +/- 0.413 | dlogz: 21.003 > 0.109
iter: 1680 | bound: 14 | nc: 39 | ncall: 55456 | eff(%): 3.029 | loglstar: -inf < -27.071 < inf | logz: -45.614 +/- 0.413 | dlogz: 20.945 > 0.109
iter: 1681 | bound: 14 | nc: 39 | ncall: 55495 | eff(%): 3.029 | loglstar: -inf < -27.065 < inf | logz: -45.554 +/- 0.414 | dlogz: 20.878 > 0.109
iter: 1682 | bound: 14 | nc: 39 | ncall: 55534 | eff(%): 3.029 | loglstar: -inf < -27.039 < inf | logz: -45.497 +/- 0.414 | dlogz: 20.808 > 0.109
iter: 1683 | bound: 14 | nc: 39 | ncall: 55573 | eff(%): 3.028 | loglstar: -inf < -26.987 < inf | logz: -45.442 +/- 0.414 | dlogz: 20.742 > 0.109
iter: 1684 | bound: 14 | nc: 39 | ncall: 55612 | eff(%): 3.028 | loglstar: -inf < -26.942 < inf | logz: -45.388 +/- 0.414 | dlogz: 20.677 > 0.109
iter: 1685 | bound: 14 | nc: 39 | ncall: 55651 | eff(%): 3.028 | loglstar: -inf < -26.942 < inf | logz: -45.336 +/- 0.414 | dlogz: 20.612 > 0.109
iter: 1686 | bound: 14 | nc: 39 | ncall: 55690 | eff(%): 3.027 | loglstar: -inf < -26.938 < inf | logz: -45.287 +/- 0.414 | dlogz: 20.550 > 0.109
iter: 1687 | bound: 14 | nc: 39 | ncall: 55729 | eff(%): 3.027 | loglstar: -inf < -26.875 < inf | logz: -45.239 +/- 0.414 | dlogz: 20.491 > 0.109
iter: 1688 | bound: 14 | nc: 39 | ncall: 55768 | eff(%): 3.027 | loglstar: -inf < -26.825 < inf | logz: -45.191 +/- 0.414 | dlogz: 20.433 > 0.109
iter: 1689 | bound: 14 | nc: 39 | ncall: 55807 | eff(%): 3.027 | loglstar: -inf < -26.749 < inf | logz: -45.143 +/- 0.414 | dlogz: 20.375 > 0.109
iter: 1690 | bound: 14 | nc: 39 | ncall: 55846 | eff(%): 3.026 | loglstar: -inf < -26.676 < inf | logz: -45.094 +/- 0.414 | dlogz: 20.317 > 0.109
iter: 1691 | bound: 14 | nc: 39 | ncall: 55885 | eff(%): 3.026 | loglstar: -inf < -26.601 < inf | logz: -45.044 +/- 0.415 | dlogz: 20.258 > 0.109
iter: 1692 | bound: 14 | nc: 39 | ncall: 55924 | eff(%): 3.026 | loglstar: -inf < -26.513 < inf | logz: -44.993 +/- 0.415 | dlogz: 20.199 > 0.109
iter: 1693 | bound: 14 | nc: 39 | ncall: 55963 | eff(%): 3.025 | loglstar: -inf < -26.494 < inf | logz: -44.943 +/- 0.415 | dlogz: 20.138 > 0.109
iter: 1694 | bound: 14 | nc: 39 | ncall: 56002 | eff(%): 3.025 | loglstar: -inf < -26.309 < inf | logz: -44.890 +/- 0.415 | dlogz: 20.078 > 0.109
iter: 1695 | bound: 14 | nc: 39 | ncall: 56041 | eff(%): 3.025 | loglstar: -inf < -26.121 < inf | logz: -44.831 +/- 0.415 | dlogz: 20.015 > 0.109
iter: 1696 | bound: 14 | nc: 39 | ncall: 56080 | eff(%): 3.024 | loglstar: -inf < -26.074 < inf | logz: -44.769 +/- 0.415 | dlogz: 19.946 > 0.109
iter: 1697 | bound: 14 | nc: 39 | ncall: 56119 | eff(%): 3.024 | loglstar: -inf < -26.068 < inf | logz: -44.710 +/- 0.416 | dlogz: 19.874 > 0.109
iter: 1698 | bound: 14 | nc: 39 | ncall: 56158 | eff(%): 3.024 | loglstar: -inf < -26.037 < inf | logz: -44.653 +/- 0.416 | dlogz: 19.805 > 0.109
iter: 1699 | bound: 14 | nc: 39 | ncall: 56197 | eff(%): 3.023 | loglstar: -inf < -25.997 < inf | logz: -44.598 +/- 0.416 | dlogz: 19.738 > 0.109
iter: 1700 | bound: 14 | nc: 39 | ncall: 56236 | eff(%): 3.023 | loglstar: -inf < -25.918 < inf | logz: -44.544 +/- 0.416 | dlogz: 19.673 > 0.109
iter: 1701 | bound: 14 | nc: 39 | ncall: 56275 | eff(%): 3.023 | loglstar: -inf < -25.893 < inf | logz: -44.490 +/- 0.416 | dlogz: 19.609 > 0.109
iter: 1702 | bound: 14 | nc: 39 | ncall: 56314 | eff(%): 3.022 | loglstar: -inf < -25.778 < inf | logz: -44.436 +/- 0.416 | dlogz: 19.545 > 0.109
iter: 1703 | bound: 14 | nc: 39 | ncall: 56353 | eff(%): 3.022 | loglstar: -inf < -25.756 < inf | logz: -44.381 +/- 0.416 | dlogz: 19.481 > 0.109
iter: 1704 | bound: 14 | nc: 39 | ncall: 56392 | eff(%): 3.022 | loglstar: -inf < -25.504 < inf | logz: -44.322 +/- 0.417 | dlogz: 19.417 > 0.109
iter: 1705 | bound: 14 | nc: 39 | ncall: 56431 | eff(%): 3.021 | loglstar: -inf < -25.424 < inf | logz: -44.258 +/- 0.417 | dlogz: 19.348 > 0.109
iter: 1706 | bound: 14 | nc: 39 | ncall: 56470 | eff(%): 3.021 | loglstar: -inf < -25.407 < inf | logz: -44.196 +/- 0.417 | dlogz: 19.274 > 0.109
iter: 1707 | bound: 14 | nc: 39 | ncall: 56509 | eff(%): 3.021 | loglstar: -inf < -25.283 < inf | logz: -44.133 +/- 0.417 | dlogz: 19.201 > 0.109
iter: 1708 | bound: 14 | nc: 39 | ncall: 56548 | eff(%): 3.020 | loglstar: -inf < -25.219 < inf | logz: -44.069 +/- 0.418 | dlogz: 19.129 > 0.109
iter: 1709 | bound: 14 | nc: 39 | ncall: 56587 | eff(%): 3.020 | loglstar: -inf < -25.165 < inf | logz: -44.006 +/- 0.418 | dlogz: 19.055 > 0.109
iter: 1710 | bound: 14 | nc: 39 | ncall: 56626 | eff(%): 3.020 | loglstar: -inf < -25.132 < inf | logz: -43.945 +/- 0.418 | dlogz: 18.982 > 0.109
iter: 1711 | bound: 14 | nc: 39 | ncall: 56665 | eff(%): 3.020 | loglstar: -inf < -25.085 < inf | logz: -43.886 +/- 0.418 | dlogz: 18.911 > 0.109
iter: 1712 | bound: 14 | nc: 39 | ncall: 56704 | eff(%): 3.019 | loglstar: -inf < -25.076 < inf | logz: -43.829 +/- 0.418 | dlogz: 18.842 > 0.109
iter: 1713 | bound: 14 | nc: 39 | ncall: 56743 | eff(%): 3.019 | loglstar: -inf < -25.026 < inf | logz: -43.774 +/- 0.418 | dlogz: 18.775 > 0.109
iter: 1714 | bound: 14 | nc: 39 | ncall: 56782 | eff(%): 3.019 | loglstar: -inf < -24.975 < inf | logz: -43.720 +/- 0.418 | dlogz: 18.710 > 0.109
iter: 1715 | bound: 14 | nc: 39 | ncall: 56821 | eff(%): 3.018 | loglstar: -inf < -24.974 < inf | logz: -43.668 +/- 0.419 | dlogz: 18.646 > 0.109
iter: 1716 | bound: 14 | nc: 39 | ncall: 56860 | eff(%): 3.018 | loglstar: -inf < -24.764 < inf | logz: -43.613 +/- 0.419 | dlogz: 18.584 > 0.109
iter: 1717 | bound: 14 | nc: 39 | ncall: 56899 | eff(%): 3.018 | loglstar: -inf < -24.747 < inf | logz: -43.556 +/- 0.419 | dlogz: 18.519 > 0.109
iter: 1718 | bound: 14 | nc: 39 | ncall: 56938 | eff(%): 3.017 | loglstar: -inf < -24.718 < inf | logz: -43.501 +/- 0.419 | dlogz: 18.452 > 0.109
iter: 1719 | bound: 14 | nc: 39 | ncall: 56977 | eff(%): 3.017 | loglstar: -inf < -24.658 < inf | logz: -43.448 +/- 0.419 | dlogz: 18.387 > 0.109
iter: 1720 | bound: 14 | nc: 39 | ncall: 57016 | eff(%): 3.017 | loglstar: -inf < -24.657 < inf | logz: -43.396 +/- 0.419 | dlogz: 18.324 > 0.109
iter: 1721 | bound: 14 | nc: 39 | ncall: 57055 | eff(%): 3.016 | loglstar: -inf < -24.648 < inf | logz: -43.347 +/- 0.419 | dlogz: 18.262 > 0.109
iter: 1722 | bound: 14 | nc: 39 | ncall: 57094 | eff(%): 3.016 | loglstar: -inf < -24.570 < inf | logz: -43.298 +/- 0.419 | dlogz: 18.203 > 0.109
iter: 1723 | bound: 14 | nc: 39 | ncall: 57133 | eff(%): 3.016 | loglstar: -inf < -24.568 < inf | logz: -43.251 +/- 0.419 | dlogz: 18.144 > 0.109
iter: 1724 | bound: 14 | nc: 39 | ncall: 57172 | eff(%): 3.015 | loglstar: -inf < -24.559 < inf | logz: -43.205 +/- 0.419 | dlogz: 18.087 > 0.109
iter: 1725 | bound: 14 | nc: 39 | ncall: 57211 | eff(%): 3.015 | loglstar: -inf < -24.477 < inf | logz: -43.161 +/- 0.419 | dlogz: 18.032 > 0.109
iter: 1726 | bound: 14 | nc: 39 | ncall: 57250 | eff(%): 3.015 | loglstar: -inf < -24.404 < inf | logz: -43.115 +/- 0.419 | dlogz: 17.977 > 0.109
iter: 1727 | bound: 14 | nc: 39 | ncall: 57289 | eff(%): 3.015 | loglstar: -inf < -24.372 < inf | logz: -43.069 +/- 0.419 | dlogz: 17.921 > 0.109
iter: 1728 | bound: 14 | nc: 39 | ncall: 57328 | eff(%): 3.014 | loglstar: -inf < -24.328 < inf | logz: -43.024 +/- 0.419 | dlogz: 17.866 > 0.109
iter: 1729 | bound: 14 | nc: 39 | ncall: 57367 | eff(%): 3.014 | loglstar: -inf < -24.251 < inf | logz: -42.979 +/- 0.419 | dlogz: 17.811 > 0.109
iter: 1730 | bound: 14 | nc: 39 | ncall: 57406 | eff(%): 3.014 | loglstar: -inf < -24.216 < inf | logz: -42.934 +/- 0.419 | dlogz: 17.756 > 0.109
iter: 1731 | bound: 14 | nc: 39 | ncall: 57445 | eff(%): 3.013 | loglstar: -inf < -24.172 < inf | logz: -42.890 +/- 0.419 | dlogz: 17.701 > 0.109
iter: 1732 | bound: 14 | nc: 39 | ncall: 57484 | eff(%): 3.013 | loglstar: -inf < -24.111 < inf | logz: -42.845 +/- 0.419 | dlogz: 17.646 > 0.109
iter: 1733 | bound: 15 | nc: 39 | ncall: 57523 | eff(%): 3.013 | loglstar: -inf < -24.040 < inf | logz: -42.800 +/- 0.419 | dlogz: 17.592 > 0.109
iter: 1734 | bound: 15 | nc: 39 | ncall: 57562 | eff(%): 3.012 | loglstar: -inf < -23.936 < inf | logz: -42.754 +/- 0.419 | dlogz: 17.537 > 0.109
iter: 1735 | bound: 15 | nc: 39 | ncall: 57601 | eff(%): 3.012 | loglstar: -inf < -23.900 < inf | logz: -42.707 +/- 0.419 | dlogz: 17.481 > 0.109
iter: 1736 | bound: 15 | nc: 39 | ncall: 57640 | eff(%): 3.012 | loglstar: -inf < -23.822 < inf | logz: -42.660 +/- 0.419 | dlogz: 17.424 > 0.109
iter: 1737 | bound: 15 | nc: 39 | ncall: 57679 | eff(%): 3.011 | loglstar: -inf < -23.764 < inf | logz: -42.613 +/- 0.420 | dlogz: 17.367 > 0.109
iter: 1738 | bound: 15 | nc: 39 | ncall: 57718 | eff(%): 3.011 | loglstar: -inf < -23.682 < inf | logz: -42.565 +/- 0.420 | dlogz: 17.310 > 0.109
iter: 1739 | bound: 15 | nc: 39 | ncall: 57757 | eff(%): 3.011 | loglstar: -inf < -23.639 < inf | logz: -42.516 +/- 0.420 | dlogz: 17.252 > 0.109
iter: 1740 | bound: 15 | nc: 39 | ncall: 57796 | eff(%): 3.011 | loglstar: -inf < -23.620 < inf | logz: -42.469 +/- 0.420 | dlogz: 17.193 > 0.109
iter: 1741 | bound: 15 | nc: 39 | ncall: 57835 | eff(%): 3.010 | loglstar: -inf < -23.617 < inf | logz: -42.424 +/- 0.420 | dlogz: 17.136 > 0.109
iter: 1742 | bound: 15 | nc: 39 | ncall: 57874 | eff(%): 3.010 | loglstar: -inf < -23.498 < inf | logz: -42.379 +/- 0.420 | dlogz: 17.081 > 0.109
iter: 1743 | bound: 15 | nc: 39 | ncall: 57913 | eff(%): 3.010 | loglstar: -inf < -23.428 < inf | logz: -42.332 +/- 0.420 | dlogz: 17.026 > 0.109
iter: 1744 | bound: 15 | nc: 39 | ncall: 57952 | eff(%): 3.009 | loglstar: -inf < -23.379 < inf | logz: -42.285 +/- 0.420 | dlogz: 16.969 > 0.109
iter: 1745 | bound: 15 | nc: 39 | ncall: 57991 | eff(%): 3.009 | loglstar: -inf < -23.231 < inf | logz: -42.236 +/- 0.420 | dlogz: 16.912 > 0.109
iter: 1746 | bound: 15 | nc: 39 | ncall: 58030 | eff(%): 3.009 | loglstar: -inf < -23.172 < inf | logz: -42.185 +/- 0.420 | dlogz: 16.853 > 0.109
iter: 1747 | bound: 15 | nc: 39 | ncall: 58069 | eff(%): 3.008 | loglstar: -inf < -23.087 < inf | logz: -42.133 +/- 0.420 | dlogz: 16.792 > 0.109
iter: 1748 | bound: 15 | nc: 39 | ncall: 58108 | eff(%): 3.008 | loglstar: -inf < -23.075 < inf | logz: -42.082 +/- 0.421 | dlogz: 16.730 > 0.109
iter: 1749 | bound: 15 | nc: 39 | ncall: 58147 | eff(%): 3.008 | loglstar: -inf < -23.071 < inf | logz: -42.033 +/- 0.421 | dlogz: 16.669 > 0.109
iter: 1750 | bound: 15 | nc: 39 | ncall: 58186 | eff(%): 3.008 | loglstar: -inf < -23.013 < inf | logz: -41.986 +/- 0.421 | dlogz: 16.611 > 0.109
iter: 1751 | bound: 15 | nc: 39 | ncall: 58225 | eff(%): 3.007 | loglstar: -inf < -22.833 < inf | logz: -41.936 +/- 0.421 | dlogz: 16.554 > 0.109
iter: 1752 | bound: 15 | nc: 39 | ncall: 58264 | eff(%): 3.007 | loglstar: -inf < -22.803 < inf | logz: -41.883 +/- 0.421 | dlogz: 16.493 > 0.109
iter: 1753 | bound: 15 | nc: 39 | ncall: 58303 | eff(%): 3.007 | loglstar: -inf < -22.746 < inf | logz: -41.832 +/- 0.421 | dlogz: 16.431 > 0.109
iter: 1754 | bound: 15 | nc: 39 | ncall: 58342 | eff(%): 3.006 | loglstar: -inf < -22.724 < inf | logz: -41.781 +/- 0.421 | dlogz: 16.370 > 0.109
iter: 1755 | bound: 15 | nc: 39 | ncall: 58381 | eff(%): 3.006 | loglstar: -inf < -22.615 < inf | logz: -41.731 +/- 0.421 | dlogz: 16.309 > 0.109
iter: 1756 | bound: 15 | nc: 39 | ncall: 58420 | eff(%): 3.006 | loglstar: -inf < -22.599 < inf | logz: -41.680 +/- 0.422 | dlogz: 16.249 > 0.109
iter: 1757 | bound: 15 | nc: 39 | ncall: 58459 | eff(%): 3.006 | loglstar: -inf < -22.560 < inf | logz: -41.631 +/- 0.422 | dlogz: 16.188 > 0.109
iter: 1758 | bound: 15 | nc: 39 | ncall: 58498 | eff(%): 3.005 | loglstar: -inf < -22.468 < inf | logz: -41.582 +/- 0.422 | dlogz: 16.129 > 0.109
iter: 1759 | bound: 15 | nc: 39 | ncall: 58537 | eff(%): 3.005 | loglstar: -inf < -22.458 < inf | logz: -41.533 +/- 0.422 | dlogz: 16.070 > 0.109
iter: 1760 | bound: 15 | nc: 39 | ncall: 58576 | eff(%): 3.005 | loglstar: -inf < -22.383 < inf | logz: -41.484 +/- 0.422 | dlogz: 16.011 > 0.109
iter: 1761 | bound: 15 | nc: 39 | ncall: 58615 | eff(%): 3.004 | loglstar: -inf < -22.273 < inf | logz: -41.434 +/- 0.422 | dlogz: 15.952 > 0.109
iter: 1762 | bound: 15 | nc: 39 | ncall: 58654 | eff(%): 3.004 | loglstar: -inf < -22.097 < inf | logz: -41.380 +/- 0.422 | dlogz: 15.893 > 0.109
iter: 1763 | bound: 15 | nc: 39 | ncall: 58693 | eff(%): 3.004 | loglstar: -inf < -22.072 < inf | logz: -41.324 +/- 0.423 | dlogz: 15.828 > 0.109
iter: 1764 | bound: 15 | nc: 39 | ncall: 58732 | eff(%): 3.003 | loglstar: -inf < -21.966 < inf | logz: -41.268 +/- 0.423 | dlogz: 15.762 > 0.109
iter: 1765 | bound: 15 | nc: 39 | ncall: 58771 | eff(%): 3.003 | loglstar: -inf < -21.847 < inf | logz: -41.209 +/- 0.423 | dlogz: 15.696 > 0.109
iter: 1766 | bound: 15 | nc: 39 | ncall: 58810 | eff(%): 3.003 | loglstar: -inf < -21.792 < inf | logz: -41.150 +/- 0.423 | dlogz: 15.628 > 0.109
iter: 1767 | bound: 15 | nc: 39 | ncall: 58849 | eff(%): 3.003 | loglstar: -inf < -21.738 < inf | logz: -41.091 +/- 0.423 | dlogz: 15.558 > 0.109
iter: 1768 | bound: 15 | nc: 39 | ncall: 58888 | eff(%): 3.002 | loglstar: -inf < -21.730 < inf | logz: -41.034 +/- 0.424 | dlogz: 15.489 > 0.109
iter: 1769 | bound: 15 | nc: 39 | ncall: 58927 | eff(%): 3.002 | loglstar: -inf < -21.714 < inf | logz: -40.981 +/- 0.424 | dlogz: 15.423 > 0.109
iter: 1770 | bound: 15 | nc: 39 | ncall: 58966 | eff(%): 3.002 | loglstar: -inf < -21.652 < inf | logz: -40.928 +/- 0.424 | dlogz: 15.359 > 0.109
iter: 1771 | bound: 15 | nc: 39 | ncall: 59005 | eff(%): 3.001 | loglstar: -inf < -21.604 < inf | logz: -40.876 +/- 0.424 | dlogz: 15.297 > 0.109
iter: 1772 | bound: 15 | nc: 39 | ncall: 59044 | eff(%): 3.001 | loglstar: -inf < -21.521 < inf | logz: -40.824 +/- 0.424 | dlogz: 15.235 > 0.109
iter: 1773 | bound: 15 | nc: 39 | ncall: 59083 | eff(%): 3.001 | loglstar: -inf < -21.510 < inf | logz: -40.772 +/- 0.424 | dlogz: 15.173 > 0.109
iter: 1774 | bound: 15 | nc: 39 | ncall: 59122 | eff(%): 3.001 | loglstar: -inf < -21.411 < inf | logz: -40.721 +/- 0.424 | dlogz: 15.111 > 0.109
iter: 1775 | bound: 15 | nc: 39 | ncall: 59161 | eff(%): 3.000 | loglstar: -inf < -21.362 < inf | logz: -40.669 +/- 0.424 | dlogz: 15.050 > 0.109
iter: 1776 | bound: 15 | nc: 39 | ncall: 59200 | eff(%): 3.000 | loglstar: -inf < -21.307 < inf | logz: -40.618 +/- 0.425 | dlogz: 14.988 > 0.109
iter: 1777 | bound: 15 | nc: 39 | ncall: 59239 | eff(%): 3.000 | loglstar: -inf < -21.290 < inf | logz: -40.568 +/- 0.425 | dlogz: 15.726 > 0.109
iter: 1778 | bound: 15 | nc: 39 | ncall: 59278 | eff(%): 2.999 | loglstar: -inf < -21.206 < inf | logz: -40.518 +/- 0.425 | dlogz: 15.666 > 0.109
iter: 1779 | bound: 15 | nc: 39 | ncall: 59317 | eff(%): 2.999 | loglstar: -inf < -21.203 < inf | logz: -40.470 +/- 0.425 | dlogz: 15.607 > 0.109
iter: 1780 | bound: 15 | nc: 39 | ncall: 59356 | eff(%): 2.999 | loglstar: -inf < -21.165 < inf | logz: -40.422 +/- 0.425 | dlogz: 15.548 > 0.109
iter: 1781 | bound: 15 | nc: 39 | ncall: 59395 | eff(%): 2.999 | loglstar: -inf < -21.062 < inf | logz: -40.375 +/- 0.425 | dlogz: 15.491 > 0.109
iter: 1782 | bound: 15 | nc: 39 | ncall: 59434 | eff(%): 2.998 | loglstar: -inf < -20.994 < inf | logz: -40.326 +/- 0.425 | dlogz: 15.433 > 0.109
iter: 1783 | bound: 15 | nc: 39 | ncall: 59473 | eff(%): 2.998 | loglstar: -inf < -20.924 < inf | logz: -40.276 +/- 0.425 | dlogz: 15.374 > 0.109
iter: 1784 | bound: 15 | nc: 39 | ncall: 59512 | eff(%): 2.998 | loglstar: -inf < -20.913 < inf | logz: -40.228 +/- 0.425 | dlogz: 15.315 > 0.109
iter: 1785 | bound: 15 | nc: 39 | ncall: 59551 | eff(%): 2.997 | loglstar: -inf < -20.912 < inf | logz: -40.182 +/- 0.425 | dlogz: 15.256 > 0.109
iter: 1786 | bound: 15 | nc: 39 | ncall: 59590 | eff(%): 2.997 | loglstar: -inf < -20.695 < inf | logz: -40.133 +/- 0.425 | dlogz: 15.200 > 0.109
iter: 1787 | bound: 15 | nc: 39 | ncall: 59629 | eff(%): 2.997 | loglstar: -inf < -20.600 < inf | logz: -40.079 +/- 0.426 | dlogz: 15.142 > 0.109
iter: 1788 | bound: 15 | nc: 39 | ncall: 59668 | eff(%): 2.997 | loglstar: -inf < -20.600 < inf | logz: -40.027 +/- 0.426 | dlogz: 15.078 > 0.109
iter: 1789 | bound: 15 | nc: 39 | ncall: 59707 | eff(%): 2.996 | loglstar: -inf < -20.451 < inf | logz: -39.974 +/- 0.426 | dlogz: 15.016 > 0.109
iter: 1790 | bound: 15 | nc: 39 | ncall: 59746 | eff(%): 2.996 | loglstar: -inf < -20.436 < inf | logz: -39.919 +/- 0.426 | dlogz: 14.952 > 0.109
iter: 1791 | bound: 15 | nc: 39 | ncall: 59785 | eff(%): 2.996 | loglstar: -inf < -20.380 < inf | logz: -39.867 +/- 0.426 | dlogz: 14.888 > 0.109
iter: 1792 | bound: 15 | nc: 39 | ncall: 59824 | eff(%): 2.995 | loglstar: -inf < -20.380 < inf | logz: -39.816 +/- 0.426 | dlogz: 14.826 > 0.109
iter: 1793 | bound: 15 | nc: 39 | ncall: 59863 | eff(%): 2.995 | loglstar: -inf < -20.346 < inf | logz: -39.767 +/- 0.426 | dlogz: 14.765 > 0.109
iter: 1794 | bound: 15 | nc: 39 | ncall: 59902 | eff(%): 2.995 | loglstar: -inf < -20.171 < inf | logz: -39.716 +/- 0.426 | dlogz: 14.706 > 0.109
iter: 1795 | bound: 15 | nc: 39 | ncall: 59941 | eff(%): 2.995 | loglstar: -inf < -20.168 < inf | logz: -39.663 +/- 0.427 | dlogz: 14.645 > 0.109
iter: 1796 | bound: 15 | nc: 39 | ncall: 59980 | eff(%): 2.994 | loglstar: -inf < -20.096 < inf | logz: -39.612 +/- 0.427 | dlogz: 14.583 > 0.109
iter: 1797 | bound: 15 | nc: 39 | ncall: 60019 | eff(%): 2.994 | loglstar: -inf < -19.836 < inf | logz: -39.555 +/- 0.427 | dlogz: 14.521 > 0.109
iter: 1798 | bound: 15 | nc: 39 | ncall: 60058 | eff(%): 2.994 | loglstar: -inf < -19.807 < inf | logz: -39.494 +/- 0.427 | dlogz: 14.454 > 0.109
iter: 1799 | bound: 15 | nc: 39 | ncall: 60097 | eff(%): 2.993 | loglstar: -inf < -19.690 < inf | logz: -39.433 +/- 0.427 | dlogz: 14.383 > 0.109
iter: 1800 | bound: 15 | nc: 39 | ncall: 60136 | eff(%): 2.993 | loglstar: -inf < -19.603 < inf | logz: -39.369 +/- 0.428 | dlogz: 14.312 > 0.109
iter: 1801 | bound: 15 | nc: 39 | ncall: 60175 | eff(%): 2.993 | loglstar: -inf < -19.576 < inf | logz: -39.307 +/- 0.428 | dlogz: 14.239 > 0.109
iter: 1802 | bound: 15 | nc: 39 | ncall: 60214 | eff(%): 2.993 | loglstar: -inf < -19.542 < inf | logz: -39.248 +/- 0.428 | dlogz: 14.167 > 0.109
iter: 1803 | bound: 15 | nc: 39 | ncall: 60253 | eff(%): 2.992 | loglstar: -inf < -19.472 < inf | logz: -39.189 +/- 0.428 | dlogz: 14.097 > 0.109
iter: 1804 | bound: 15 | nc: 39 | ncall: 60292 | eff(%): 2.992 | loglstar: -inf < -19.454 < inf | logz: -39.132 +/- 0.428 | dlogz: 14.029 > 0.109
iter: 1805 | bound: 15 | nc: 39 | ncall: 60331 | eff(%): 2.992 | loglstar: -inf < -19.446 < inf | logz: -39.078 +/- 0.429 | dlogz: 13.961 > 0.109
iter: 1806 | bound: 15 | nc: 39 | ncall: 60370 | eff(%): 2.992 | loglstar: -inf < -19.443 < inf | logz: -39.026 +/- 0.429 | dlogz: 13.897 > 0.109
iter: 1807 | bound: 15 | nc: 39 | ncall: 60409 | eff(%): 2.991 | loglstar: -inf < -19.366 < inf | logz: -38.976 +/- 0.429 | dlogz: 13.836 > 0.109
iter: 1808 | bound: 15 | nc: 39 | ncall: 60448 | eff(%): 2.991 | loglstar: -inf < -19.266 < inf | logz: -38.924 +/- 0.429 | dlogz: 13.776 > 0.109
iter: 1809 | bound: 15 | nc: 39 | ncall: 60487 | eff(%): 2.991 | loglstar: -inf < -19.231 < inf | logz: -38.872 +/- 0.429 | dlogz: 13.714 > 0.109
iter: 1810 | bound: 15 | nc: 39 | ncall: 60526 | eff(%): 2.990 | loglstar: -inf < -19.206 < inf | logz: -38.822 +/- 0.429 | dlogz: 13.652 > 0.109
iter: 1811 | bound: 15 | nc: 39 | ncall: 60565 | eff(%): 2.990 | loglstar: -inf < -18.999 < inf | logz: -38.769 +/- 0.429 | dlogz: 13.592 > 0.109
iter: 1812 | bound: 15 | nc: 39 | ncall: 60604 | eff(%): 2.990 | loglstar: -inf < -18.998 < inf | logz: -38.713 +/- 0.429 | dlogz: 13.529 > 0.109
iter: 1813 | bound: 15 | nc: 39 | ncall: 60643 | eff(%): 2.990 | loglstar: -inf < -18.995 < inf | logz: -38.661 +/- 0.429 | dlogz: 13.463 > 0.109
iter: 1814 | bound: 15 | nc: 39 | ncall: 60682 | eff(%): 2.989 | loglstar: -inf < -18.963 < inf | logz: -38.611 +/- 0.429 | dlogz: 13.401 > 0.109
iter: 1815 | bound: 15 | nc: 39 | ncall: 60721 | eff(%): 2.989 | loglstar: -inf < -18.950 < inf | logz: -38.563 +/- 0.429 | dlogz: 13.342 > 0.109
iter: 1816 | bound: 15 | nc: 39 | ncall: 60760 | eff(%): 2.989 | loglstar: -inf < -18.921 < inf | logz: -38.517 +/- 0.429 | dlogz: 13.284 > 0.109
iter: 1817 | bound: 15 | nc: 39 | ncall: 60799 | eff(%): 2.989 | loglstar: -inf < -18.842 < inf | logz: -38.471 +/- 0.429 | dlogz: 13.227 > 0.109
iter: 1818 | bound: 15 | nc: 39 | ncall: 60838 | eff(%): 2.988 | loglstar: -inf < -18.800 < inf | logz: -38.424 +/- 0.429 | dlogz: 13.171 > 0.109
iter: 1819 | bound: 15 | nc: 39 | ncall: 60877 | eff(%): 2.988 | loglstar: -inf < -18.770 < inf | logz: -38.379 +/- 0.430 | dlogz: 13.115 > 0.109
iter: 1820 | bound: 15 | nc: 39 | ncall: 60916 | eff(%): 2.988 | loglstar: -inf < -18.769 < inf | logz: -38.335 +/- 0.430 | dlogz: 13.059 > 0.109
iter: 1821 | bound: 15 | nc: 39 | ncall: 60955 | eff(%): 2.987 | loglstar: -inf < -18.745 < inf | logz: -38.293 +/- 0.430 | dlogz: 13.006 > 0.109
iter: 1822 | bound: 15 | nc: 39 | ncall: 60994 | eff(%): 2.987 | loglstar: -inf < -18.735 < inf | logz: -38.253 +/- 0.430 | dlogz: 12.954 > 0.109
iter: 1823 | bound: 15 | nc: 39 | ncall: 61033 | eff(%): 2.987 | loglstar: -inf < -18.614 < inf | logz: -38.211 +/- 0.430 | dlogz: 13.031 > 0.109
iter: 1824 | bound: 15 | nc: 39 | ncall: 61072 | eff(%): 2.987 | loglstar: -inf < -18.614 < inf | logz: -38.170 +/- 0.430 | dlogz: 12.980 > 0.109
iter: 1825 | bound: 15 | nc: 39 | ncall: 61111 | eff(%): 2.986 | loglstar: -inf < -18.575 < inf | logz: -38.129 +/- 0.430 | dlogz: 12.928 > 0.109
iter: 1826 | bound: 15 | nc: 39 | ncall: 61150 | eff(%): 2.986 | loglstar: -inf < -18.561 < inf | logz: -38.090 +/- 0.430 | dlogz: 12.878 > 0.109
iter: 1827 | bound: 15 | nc: 39 | ncall: 61189 | eff(%): 2.986 | loglstar: -inf < -18.552 < inf | logz: -38.052 +/- 0.429 | dlogz: 12.829 > 0.109
iter: 1828 | bound: 15 | nc: 39 | ncall: 61228 | eff(%): 2.986 | loglstar: -inf < -18.533 < inf | logz: -38.015 +/- 0.429 | dlogz: 12.781 > 0.109
iter: 1829 | bound: 15 | nc: 39 | ncall: 61267 | eff(%): 2.985 | loglstar: -inf < -18.531 < inf | logz: -37.980 +/- 0.429 | dlogz: 12.734 > 0.109
iter: 1830 | bound: 15 | nc: 39 | ncall: 61306 | eff(%): 2.985 | loglstar: -inf < -18.517 < inf | logz: -37.946 +/- 0.429 | dlogz: 12.689 > 0.109
iter: 1831 | bound: 15 | nc: 39 | ncall: 61345 | eff(%): 2.985 | loglstar: -inf < -18.493 < inf | logz: -37.913 +/- 0.429 | dlogz: 12.645 > 0.109
iter: 1832 | bound: 15 | nc: 39 | ncall: 61384 | eff(%): 2.984 | loglstar: -inf < -18.435 < inf | logz: -37.879 +/- 0.429 | dlogz: 12.602 > 0.109
iter: 1833 | bound: 16 | nc: 39 | ncall: 61423 | eff(%): 2.984 | loglstar: -inf < -18.392 < inf | logz: -37.846 +/- 0.429 | dlogz: 12.558 > 0.109
iter: 1834 | bound: 16 | nc: 39 | ncall: 61462 | eff(%): 2.984 | loglstar: -inf < -18.359 < inf | logz: -37.813 +/- 0.429 | dlogz: 12.515 > 0.109
iter: 1835 | bound: 16 | nc: 39 | ncall: 61501 | eff(%): 2.984 | loglstar: -inf < -18.330 < inf | logz: -37.780 +/- 0.429 | dlogz: 12.472 > 0.109
iter: 1836 | bound: 16 | nc: 39 | ncall: 61540 | eff(%): 2.983 | loglstar: -inf < -18.246 < inf | logz: -37.746 +/- 0.429 | dlogz: 12.429 > 0.109
iter: 1837 | bound: 16 | nc: 39 | ncall: 61579 | eff(%): 2.983 | loglstar: -inf < -18.244 < inf | logz: -37.713 +/- 0.429 | dlogz: 12.386 > 0.109
iter: 1838 | bound: 16 | nc: 39 | ncall: 61618 | eff(%): 2.983 | loglstar: -inf < -18.212 < inf | logz: -37.681 +/- 0.429 | dlogz: 12.342 > 0.109
iter: 1839 | bound: 16 | nc: 39 | ncall: 61657 | eff(%): 2.983 | loglstar: -inf < -18.131 < inf | logz: -37.648 +/- 0.429 | dlogz: 12.300 > 0.109
iter: 1840 | bound: 16 | nc: 39 | ncall: 61696 | eff(%): 2.982 | loglstar: -inf < -18.110 < inf | logz: -37.614 +/- 0.429 | dlogz: 12.257 > 0.109
iter: 1841 | bound: 16 | nc: 39 | ncall: 61735 | eff(%): 2.982 | loglstar: -inf < -18.085 < inf | logz: -37.582 +/- 0.429 | dlogz: 12.214 > 0.109
iter: 1842 | bound: 16 | nc: 39 | ncall: 61774 | eff(%): 2.982 | loglstar: -inf < -18.070 < inf | logz: -37.550 +/- 0.429 | dlogz: 12.171 > 0.109
iter: 1843 | bound: 16 | nc: 39 | ncall: 61813 | eff(%): 2.982 | loglstar: -inf < -18.067 < inf | logz: -37.519 +/- 0.429 | dlogz: 12.130 > 0.109
iter: 1844 | bound: 16 | nc: 39 | ncall: 61852 | eff(%): 2.981 | loglstar: -inf < -18.037 < inf | logz: -37.489 +/- 0.429 | dlogz: 12.089 > 0.109
iter: 1845 | bound: 16 | nc: 39 | ncall: 61891 | eff(%): 2.981 | loglstar: -inf < -18.036 < inf | logz: -37.460 +/- 0.429 | dlogz: 12.049 > 0.109
iter: 1846 | bound: 16 | nc: 39 | ncall: 61930 | eff(%): 2.981 | loglstar: -inf < -17.975 < inf | logz: -37.431 +/- 0.429 | dlogz: 12.009 > 0.109
iter: 1847 | bound: 16 | nc: 39 | ncall: 61969 | eff(%): 2.981 | loglstar: -inf < -17.948 < inf | logz: -37.401 +/- 0.429 | dlogz: 11.970 > 0.109
iter: 1848 | bound: 16 | nc: 39 | ncall: 62008 | eff(%): 2.980 | loglstar: -inf < -17.944 < inf | logz: -37.373 +/- 0.429 | dlogz: 11.931 > 0.109
iter: 1849 | bound: 16 | nc: 39 | ncall: 62047 | eff(%): 2.980 | loglstar: -inf < -17.934 < inf | logz: -37.345 +/- 0.429 | dlogz: 11.893 > 0.109
iter: 1850 | bound: 16 | nc: 39 | ncall: 62086 | eff(%): 2.980 | loglstar: -inf < -17.883 < inf | logz: -37.318 +/- 0.429 | dlogz: 11.855 > 0.109
iter: 1851 | bound: 16 | nc: 39 | ncall: 62125 | eff(%): 2.979 | loglstar: -inf < -17.759 < inf | logz: -37.289 +/- 0.429 | dlogz: 11.817 > 0.109
iter: 1852 | bound: 16 | nc: 39 | ncall: 62164 | eff(%): 2.979 | loglstar: -inf < -17.499 < inf | logz: -37.255 +/- 0.429 | dlogz: 11.778 > 0.109
iter: 1853 | bound: 16 | nc: 39 | ncall: 62203 | eff(%): 2.979 | loglstar: -inf < -17.482 < inf | logz: -37.218 +/- 0.429 | dlogz: 11.735 > 0.109
iter: 1854 | bound: 16 | nc: 39 | ncall: 62242 | eff(%): 2.979 | loglstar: -inf < -17.481 < inf | logz: -37.182 +/- 0.429 | dlogz: 11.688 > 0.109
iter: 1855 | bound: 16 | nc: 39 | ncall: 62281 | eff(%): 2.978 | loglstar: -inf < -17.456 < inf | logz: -37.148 +/- 0.429 | dlogz: 11.642 > 0.109
iter: 1856 | bound: 16 | nc: 39 | ncall: 62320 | eff(%): 2.978 | loglstar: -inf < -17.413 < inf | logz: -37.114 +/- 0.429 | dlogz: 11.598 > 0.109
iter: 1857 | bound: 16 | nc: 39 | ncall: 62359 | eff(%): 2.978 | loglstar: -inf < -17.322 < inf | logz: -37.079 +/- 0.429 | dlogz: 11.554 > 0.109
iter: 1858 | bound: 16 | nc: 39 | ncall: 62398 | eff(%): 2.978 | loglstar: -inf < -17.300 < inf | logz: -37.044 +/- 0.429 | dlogz: 11.509 > 0.109
iter: 1859 | bound: 16 | nc: 39 | ncall: 62437 | eff(%): 2.977 | loglstar: -inf < -17.271 < inf | logz: -37.009 +/- 0.429 | dlogz: 11.464 > 0.109
iter: 1860 | bound: 16 | nc: 39 | ncall: 62476 | eff(%): 2.977 | loglstar: -inf < -17.239 < inf | logz: -36.975 +/- 0.430 | dlogz: 11.419 > 0.109
iter: 1861 | bound: 16 | nc: 39 | ncall: 62515 | eff(%): 2.977 | loglstar: -inf < -17.225 < inf | logz: -36.941 +/- 0.430 | dlogz: 11.375 > 0.109
iter: 1862 | bound: 16 | nc: 39 | ncall: 62554 | eff(%): 2.977 | loglstar: -inf < -17.219 < inf | logz: -36.909 +/- 0.430 | dlogz: 11.332 > 0.109
iter: 1863 | bound: 16 | nc: 39 | ncall: 62593 | eff(%): 2.976 | loglstar: -inf < -17.182 < inf | logz: -36.877 +/- 0.430 | dlogz: 11.290 > 0.109
iter: 1864 | bound: 16 | nc: 39 | ncall: 62632 | eff(%): 2.976 | loglstar: -inf < -17.163 < inf | logz: -36.846 +/- 0.430 | dlogz: 11.248 > 0.109
iter: 1865 | bound: 16 | nc: 39 | ncall: 62671 | eff(%): 2.976 | loglstar: -inf < -16.959 < inf | logz: -36.812 +/- 0.430 | dlogz: 11.207 > 0.109
iter: 1866 | bound: 16 | nc: 39 | ncall: 62710 | eff(%): 2.976 | loglstar: -inf < -16.883 < inf | logz: -36.776 +/- 0.430 | dlogz: 11.163 > 0.109
iter: 1867 | bound: 16 | nc: 39 | ncall: 62749 | eff(%): 2.975 | loglstar: -inf < -16.848 < inf | logz: -36.738 +/- 0.430 | dlogz: 11.116 > 0.109
iter: 1868 | bound: 16 | nc: 39 | ncall: 62788 | eff(%): 2.975 | loglstar: -inf < -16.808 < inf | logz: -36.702 +/- 0.430 | dlogz: 11.069 > 0.109
iter: 1869 | bound: 16 | nc: 39 | ncall: 62827 | eff(%): 2.975 | loglstar: -inf < -16.806 < inf | logz: -36.666 +/- 0.430 | dlogz: 11.022 > 0.109
iter: 1870 | bound: 16 | nc: 39 | ncall: 62866 | eff(%): 2.975 | loglstar: -inf < -16.773 < inf | logz: -36.631 +/- 0.430 | dlogz: 10.977 > 0.109
iter: 1871 | bound: 16 | nc: 39 | ncall: 62905 | eff(%): 2.974 | loglstar: -inf < -16.747 < inf | logz: -36.597 +/- 0.430 | dlogz: 10.932 > 0.109
iter: 1872 | bound: 16 | nc: 39 | ncall: 62944 | eff(%): 2.974 | loglstar: -inf < -16.746 < inf | logz: -36.563 +/- 0.431 | dlogz: 10.887 > 0.109
iter: 1873 | bound: 16 | nc: 39 | ncall: 62983 | eff(%): 2.974 | loglstar: -inf < -16.712 < inf | logz: -36.531 +/- 0.431 | dlogz: 10.844 > 0.109
iter: 1874 | bound: 16 | nc: 39 | ncall: 63022 | eff(%): 2.974 | loglstar: -inf < -16.705 < inf | logz: -36.499 +/- 0.431 | dlogz: 10.802 > 0.109
iter: 1875 | bound: 16 | nc: 39 | ncall: 63061 | eff(%): 2.973 | loglstar: -inf < -16.689 < inf | logz: -36.468 +/- 0.431 | dlogz: 10.760 > 0.109
iter: 1876 | bound: 16 | nc: 39 | ncall: 63100 | eff(%): 2.973 | loglstar: -inf < -16.671 < inf | logz: -36.438 +/- 0.431 | dlogz: 10.719 > 0.109
iter: 1877 | bound: 16 | nc: 39 | ncall: 63139 | eff(%): 2.973 | loglstar: -inf < -16.610 < inf | logz: -36.408 +/- 0.431 | dlogz: 10.679 > 0.109
iter: 1878 | bound: 16 | nc: 39 | ncall: 63178 | eff(%): 2.973 | loglstar: -inf < -16.559 < inf | logz: -36.377 +/- 0.431 | dlogz: 10.639 > 0.109
iter: 1879 | bound: 16 | nc: 39 | ncall: 63217 | eff(%): 2.972 | loglstar: -inf < -16.534 < inf | logz: -36.347 +/- 0.431 | dlogz: 10.598 > 0.109
iter: 1880 | bound: 16 | nc: 39 | ncall: 63256 | eff(%): 2.972 | loglstar: -inf < -16.518 < inf | logz: -36.317 +/- 0.431 | dlogz: 10.558 > 0.109
iter: 1881 | bound: 16 | nc: 39 | ncall: 63295 | eff(%): 2.972 | loglstar: -inf < -16.478 < inf | logz: -36.287 +/- 0.431 | dlogz: 10.518 > 0.109
iter: 1882 | bound: 16 | nc: 39 | ncall: 63334 | eff(%): 2.972 | loglstar: -inf < -16.438 < inf | logz: -36.257 +/- 0.431 | dlogz: 10.478 > 0.109
iter: 1883 | bound: 16 | nc: 39 | ncall: 63373 | eff(%): 2.971 | loglstar: -inf < -16.310 < inf | logz: -36.226 +/- 0.431 | dlogz: 10.439 > 0.109
iter: 1884 | bound: 16 | nc: 39 | ncall: 63412 | eff(%): 2.971 | loglstar: -inf < -16.223 < inf | logz: -36.193 +/- 0.431 | dlogz: 11.467 > 0.109
iter: 1885 | bound: 16 | nc: 39 | ncall: 63451 | eff(%): 2.971 | loglstar: -inf < -16.213 < inf | logz: -36.160 +/- 0.431 | dlogz: 11.424 > 0.109
iter: 1886 | bound: 16 | nc: 39 | ncall: 63490 | eff(%): 2.971 | loglstar: -inf < -16.169 < inf | logz: -36.127 +/- 0.431 | dlogz: 11.381 > 0.109
iter: 1887 | bound: 16 | nc: 39 | ncall: 63529 | eff(%): 2.970 | loglstar: -inf < -16.158 < inf | logz: -36.095 +/- 0.431 | dlogz: 11.338 > 0.109
iter: 1888 | bound: 16 | nc: 39 | ncall: 63568 | eff(%): 2.970 | loglstar: -inf < -16.078 < inf | logz: -36.063 +/- 0.432 | dlogz: 11.296 > 0.109
iter: 1889 | bound: 16 | nc: 39 | ncall: 63607 | eff(%): 2.970 | loglstar: -inf < -16.057 < inf | logz: -36.030 +/- 0.432 | dlogz: 11.254 > 0.109
iter: 1890 | bound: 16 | nc: 39 | ncall: 63646 | eff(%): 2.970 | loglstar: -inf < -16.025 < inf | logz: -35.998 +/- 0.432 | dlogz: 11.211 > 0.109
iter: 1891 | bound: 16 | nc: 39 | ncall: 63685 | eff(%): 2.969 | loglstar: -inf < -15.990 < inf | logz: -35.966 +/- 0.432 | dlogz: 11.169 > 0.109
iter: 1892 | bound: 16 | nc: 39 | ncall: 63724 | eff(%): 2.969 | loglstar: -inf < -15.969 < inf | logz: -35.935 +/- 0.432 | dlogz: 11.127 > 0.109
iter: 1893 | bound: 16 | nc: 39 | ncall: 63763 | eff(%): 2.969 | loglstar: -inf < -15.950 < inf | logz: -35.904 +/- 0.432 | dlogz: 11.086 > 0.109
iter: 1894 | bound: 16 | nc: 39 | ncall: 63802 | eff(%): 2.969 | loglstar: -inf < -15.863 < inf | logz: -35.873 +/- 0.432 | dlogz: 11.045 > 0.109
iter: 1895 | bound: 16 | nc: 39 | ncall: 63841 | eff(%): 2.968 | loglstar: -inf < -15.849 < inf | logz: -35.842 +/- 0.432 | dlogz: 11.004 > 0.109
iter: 1896 | bound: 16 | nc: 39 | ncall: 63880 | eff(%): 2.968 | loglstar: -inf < -15.759 < inf | logz: -35.810 +/- 0.432 | dlogz: 10.963 > 0.109
iter: 1897 | bound: 16 | nc: 39 | ncall: 63919 | eff(%): 2.968 | loglstar: -inf < -15.744 < inf | logz: -35.778 +/- 0.432 | dlogz: 10.921 > 0.109
iter: 1898 | bound: 16 | nc: 39 | ncall: 63958 | eff(%): 2.968 | loglstar: -inf < -15.719 < inf | logz: -35.747 +/- 0.432 | dlogz: 10.879 > 0.109
iter: 1899 | bound: 16 | nc: 39 | ncall: 63997 | eff(%): 2.967 | loglstar: -inf < -15.717 < inf | logz: -35.716 +/- 0.432 | dlogz: 10.838 > 0.109
iter: 1900 | bound: 16 | nc: 39 | ncall: 64036 | eff(%): 2.967 | loglstar: -inf < -15.660 < inf | logz: -35.686 +/- 0.432 | dlogz: 10.797 > 0.109
iter: 1901 | bound: 16 | nc: 39 | ncall: 64075 | eff(%): 2.967 | loglstar: -inf < -15.564 < inf | logz: -35.655 +/- 0.433 | dlogz: 10.757 > 0.109
iter: 1902 | bound: 16 | nc: 39 | ncall: 64114 | eff(%): 2.967 | loglstar: -inf < -15.553 < inf | logz: -35.623 +/- 0.433 | dlogz: 10.716 > 0.109
iter: 1903 | bound: 16 | nc: 39 | ncall: 64153 | eff(%): 2.966 | loglstar: -inf < -15.553 < inf | logz: -35.592 +/- 0.433 | dlogz: 10.674 > 0.109
iter: 1904 | bound: 16 | nc: 39 | ncall: 64192 | eff(%): 2.966 | loglstar: -inf < -15.536 < inf | logz: -35.563 +/- 0.433 | dlogz: 10.634 > 0.109
iter: 1905 | bound: 16 | nc: 39 | ncall: 64231 | eff(%): 2.966 | loglstar: -inf < -15.534 < inf | logz: -35.534 +/- 0.433 | dlogz: 10.594 > 0.109
iter: 1906 | bound: 16 | nc: 39 | ncall: 64270 | eff(%): 2.966 | loglstar: -inf < -15.515 < inf | logz: -35.506 +/- 0.433 | dlogz: 10.556 > 0.109
iter: 1907 | bound: 16 | nc: 39 | ncall: 64309 | eff(%): 2.965 | loglstar: -inf < -15.474 < inf | logz: -35.478 +/- 0.433 | dlogz: 10.518 > 0.109
iter: 1908 | bound: 16 | nc: 39 | ncall: 64348 | eff(%): 2.965 | loglstar: -inf < -15.473 < inf | logz: -35.451 +/- 0.433 | dlogz: 10.480 > 0.109
iter: 1909 | bound: 16 | nc: 39 | ncall: 64387 | eff(%): 2.965 | loglstar: -inf < -15.466 < inf | logz: -35.425 +/- 0.433 | dlogz: 10.443 > 0.109
iter: 1910 | bound: 16 | nc: 39 | ncall: 64426 | eff(%): 2.965 | loglstar: -inf < -15.454 < inf | logz: -35.399 +/- 0.433 | dlogz: 10.407 > 0.109
iter: 1911 | bound: 16 | nc: 39 | ncall: 64465 | eff(%): 2.964 | loglstar: -inf < -15.444 < inf | logz: -35.374 +/- 0.433 | dlogz: 10.371 > 0.109
iter: 1912 | bound: 16 | nc: 39 | ncall: 64504 | eff(%): 2.964 | loglstar: -inf < -15.412 < inf | logz: -35.349 +/- 0.433 | dlogz: 10.336 > 0.109
iter: 1913 | bound: 16 | nc: 39 | ncall: 64543 | eff(%): 2.964 | loglstar: -inf < -15.395 < inf | logz: -35.325 +/- 0.433 | dlogz: 10.301 > 0.109
iter: 1914 | bound: 16 | nc: 39 | ncall: 64582 | eff(%): 2.964 | loglstar: -inf < -15.391 < inf | logz: -35.301 +/- 0.433 | dlogz: 10.267 > 0.109
iter: 1915 | bound: 16 | nc: 39 | ncall: 64621 | eff(%): 2.963 | loglstar: -inf < -15.381 < inf | logz: -35.277 +/- 0.433 | dlogz: 10.233 > 0.109
iter: 1916 | bound: 16 | nc: 39 | ncall: 64660 | eff(%): 2.963 | loglstar: -inf < -15.322 < inf | logz: -35.254 +/- 0.433 | dlogz: 10.199 > 0.109
iter: 1917 | bound: 16 | nc: 39 | ncall: 64699 | eff(%): 2.963 | loglstar: -inf < -15.320 < inf | logz: -35.231 +/- 0.433 | dlogz: 10.166 > 0.109
iter: 1918 | bound: 16 | nc: 39 | ncall: 64738 | eff(%): 2.963 | loglstar: -inf < -15.309 < inf | logz: -35.208 +/- 0.433 | dlogz: 10.133 > 0.109
iter: 1919 | bound: 16 | nc: 39 | ncall: 64777 | eff(%): 2.962 | loglstar: -inf < -15.264 < inf | logz: -35.186 +/- 0.433 | dlogz: 10.100 > 0.109
iter: 1920 | bound: 16 | nc: 39 | ncall: 64816 | eff(%): 2.962 | loglstar: -inf < -15.249 < inf | logz: -35.163 +/- 0.433 | dlogz: 10.068 > 0.109
iter: 1921 | bound: 16 | nc: 39 | ncall: 64855 | eff(%): 2.962 | loglstar: -inf < -15.074 < inf | logz: -35.139 +/- 0.433 | dlogz: 10.035 > 0.109
iter: 1922 | bound: 16 | nc: 39 | ncall: 64894 | eff(%): 2.962 | loglstar: -inf < -15.062 < inf | logz: -35.114 +/- 0.433 | dlogz: 10.001 > 0.109
iter: 1923 | bound: 16 | nc: 39 | ncall: 64933 | eff(%): 2.962 | loglstar: -inf < -15.050 < inf | logz: -35.089 +/- 0.433 | dlogz: 9.966 > 0.109
iter: 1924 | bound: 16 | nc: 39 | ncall: 64972 | eff(%): 2.961 | loglstar: -inf < -15.049 < inf | logz: -35.065 +/- 0.433 | dlogz: 9.931 > 0.109
iter: 1925 | bound: 16 | nc: 39 | ncall: 65011 | eff(%): 2.961 | loglstar: -inf < -15.005 < inf | logz: -35.041 +/- 0.433 | dlogz: 12.077 > 0.109
iter: 1926 | bound: 16 | nc: 39 | ncall: 65050 | eff(%): 2.961 | loglstar: -inf < -15.003 < inf | logz: -35.017 +/- 0.433 | dlogz: 12.043 > 0.109
iter: 1927 | bound: 16 | nc: 39 | ncall: 65089 | eff(%): 2.961 | loglstar: -inf < -14.976 < inf | logz: -34.994 +/- 0.433 | dlogz: 12.010 > 0.109
iter: 1928 | bound: 16 | nc: 39 | ncall: 65128 | eff(%): 2.960 | loglstar: -inf < -14.883 < inf | logz: -34.970 +/- 0.433 | dlogz: 11.977 > 0.109
iter: 1929 | bound: 16 | nc: 39 | ncall: 65167 | eff(%): 2.960 | loglstar: -inf < -14.876 < inf | logz: -34.946 +/- 0.434 | dlogz: 11.943 > 0.109
iter: 1930 | bound: 16 | nc: 39 | ncall: 65206 | eff(%): 2.960 | loglstar: -inf < -14.867 < inf | logz: -34.923 +/- 0.434 | dlogz: 11.909 > 0.109
iter: 1931 | bound: 16 | nc: 39 | ncall: 65245 | eff(%): 2.960 | loglstar: -inf < -14.867 < inf | logz: -34.900 +/- 0.434 | dlogz: 11.875 > 0.109
iter: 1932 | bound: 16 | nc: 39 | ncall: 65284 | eff(%): 2.959 | loglstar: -inf < -14.863 < inf | logz: -34.877 +/- 0.434 | dlogz: 11.842 > 0.109
iter: 1933 | bound: 17 | nc: 39 | ncall: 65323 | eff(%): 2.959 | loglstar: -inf < -14.792 < inf | logz: -34.855 +/- 0.434 | dlogz: 11.810 > 0.109
iter: 1934 | bound: 17 | nc: 39 | ncall: 65362 | eff(%): 2.959 | loglstar: -inf < -14.785 < inf | logz: -34.833 +/- 0.434 | dlogz: 11.778 > 0.109
iter: 1935 | bound: 17 | nc: 39 | ncall: 65401 | eff(%): 2.959 | loglstar: -inf < -14.784 < inf | logz: -34.811 +/- 0.434 | dlogz: 11.746 > 0.109
iter: 1936 | bound: 17 | nc: 39 | ncall: 65440 | eff(%): 2.958 | loglstar: -inf < -14.779 < inf | logz: -34.790 +/- 0.434 | dlogz: 11.714 > 0.109
iter: 1937 | bound: 17 | nc: 39 | ncall: 65479 | eff(%): 2.958 | loglstar: -inf < -14.751 < inf | logz: -34.769 +/- 0.434 | dlogz: 11.683 > 0.109
iter: 1938 | bound: 17 | nc: 39 | ncall: 65518 | eff(%): 2.958 | loglstar: -inf < -14.666 < inf | logz: -34.747 +/- 0.434 | dlogz: 11.652 > 0.109
iter: 1939 | bound: 17 | nc: 39 | ncall: 65557 | eff(%): 2.958 | loglstar: -inf < -14.654 < inf | logz: -34.725 +/- 0.434 | dlogz: 11.620 > 0.109
iter: 1940 | bound: 17 | nc: 39 | ncall: 65596 | eff(%): 2.957 | loglstar: -inf < -14.650 < inf | logz: -34.704 +/- 0.434 | dlogz: 11.588 > 0.109
iter: 1941 | bound: 17 | nc: 39 | ncall: 65635 | eff(%): 2.957 | loglstar: -inf < -14.643 < inf | logz: -34.683 +/- 0.434 | dlogz: 11.557 > 0.109
iter: 1942 | bound: 17 | nc: 39 | ncall: 65674 | eff(%): 2.957 | loglstar: -inf < -14.582 < inf | logz: -34.662 +/- 0.434 | dlogz: 11.526 > 0.109
iter: 1943 | bound: 17 | nc: 39 | ncall: 65713 | eff(%): 2.957 | loglstar: -inf < -14.569 < inf | logz: -34.641 +/- 0.434 | dlogz: 11.496 > 0.109
iter: 1944 | bound: 17 | nc: 39 | ncall: 65752 | eff(%): 2.957 | loglstar: -inf < -14.560 < inf | logz: -34.621 +/- 0.434 | dlogz: 11.465 > 0.109
iter: 1945 | bound: 17 | nc: 39 | ncall: 65791 | eff(%): 2.956 | loglstar: -inf < -14.517 < inf | logz: -34.600 +/- 0.434 | dlogz: 11.434 > 0.109
iter: 1946 | bound: 17 | nc: 39 | ncall: 65830 | eff(%): 2.956 | loglstar: -inf < -14.506 < inf | logz: -34.580 +/- 0.434 | dlogz: 11.404 > 0.109
iter: 1947 | bound: 17 | nc: 39 | ncall: 65869 | eff(%): 2.956 | loglstar: -inf < -14.485 < inf | logz: -34.560 +/- 0.434 | dlogz: 11.373 > 0.109
iter: 1948 | bound: 17 | nc: 39 | ncall: 65908 | eff(%): 2.956 | loglstar: -inf < -14.437 < inf | logz: -34.540 +/- 0.434 | dlogz: 11.343 > 0.109
iter: 1949 | bound: 17 | nc: 39 | ncall: 65947 | eff(%): 2.955 | loglstar: -inf < -14.416 < inf | logz: -34.519 +/- 0.434 | dlogz: 11.313 > 0.109
iter: 1950 | bound: 17 | nc: 39 | ncall: 65986 | eff(%): 2.955 | loglstar: -inf < -14.381 < inf | logz: -34.499 +/- 0.434 | dlogz: 11.283 > 0.109
iter: 1951 | bound: 17 | nc: 39 | ncall: 66025 | eff(%): 2.955 | loglstar: -inf < -14.368 < inf | logz: -34.479 +/- 0.434 | dlogz: 11.253 > 0.109
iter: 1952 | bound: 17 | nc: 39 | ncall: 66064 | eff(%): 2.955 | loglstar: -inf < -14.363 < inf | logz: -34.459 +/- 0.434 | dlogz: 11.223 > 0.109
iter: 1953 | bound: 17 | nc: 39 | ncall: 66103 | eff(%): 2.954 | loglstar: -inf < -14.315 < inf | logz: -34.440 +/- 0.434 | dlogz: 11.193 > 0.109
iter: 1954 | bound: 17 | nc: 39 | ncall: 66142 | eff(%): 2.954 | loglstar: -inf < -14.241 < inf | logz: -34.419 +/- 0.434 | dlogz: 11.163 > 0.109
iter: 1955 | bound: 17 | nc: 39 | ncall: 66181 | eff(%): 2.954 | loglstar: -inf < -14.219 < inf | logz: -34.399 +/- 0.434 | dlogz: 11.133 > 0.109
iter: 1956 | bound: 17 | nc: 39 | ncall: 66220 | eff(%): 2.954 | loglstar: -inf < -14.173 < inf | logz: -34.378 +/- 0.434 | dlogz: 11.103 > 0.109
iter: 1957 | bound: 17 | nc: 39 | ncall: 66259 | eff(%): 2.954 | loglstar: -inf < -14.112 < inf | logz: -34.357 +/- 0.434 | dlogz: 11.072 > 0.109
iter: 1958 | bound: 17 | nc: 39 | ncall: 66298 | eff(%): 2.953 | loglstar: -inf < -14.080 < inf | logz: -34.335 +/- 0.435 | dlogz: 11.041 > 0.109
iter: 1959 | bound: 17 | nc: 39 | ncall: 66337 | eff(%): 2.953 | loglstar: -inf < -14.038 < inf | logz: -34.314 +/- 0.435 | dlogz: 11.009 > 0.109
iter: 1960 | bound: 17 | nc: 39 | ncall: 66376 | eff(%): 2.953 | loglstar: -inf < -14.020 < inf | logz: -34.292 +/- 0.435 | dlogz: 10.978 > 0.109
iter: 1961 | bound: 17 | nc: 39 | ncall: 66415 | eff(%): 2.953 | loglstar: -inf < -14.016 < inf | logz: -34.271 +/- 0.435 | dlogz: 10.946 > 0.109
iter: 1962 | bound: 17 | nc: 39 | ncall: 66454 | eff(%): 2.952 | loglstar: -inf < -14.013 < inf | logz: -34.250 +/- 0.435 | dlogz: 10.915 > 0.109
iter: 1963 | bound: 17 | nc: 39 | ncall: 66493 | eff(%): 2.952 | loglstar: -inf < -13.982 < inf | logz: -34.230 +/- 0.435 | dlogz: 10.885 > 0.109
iter: 1964 | bound: 17 | nc: 39 | ncall: 66532 | eff(%): 2.952 | loglstar: -inf < -13.969 < inf | logz: -34.210 +/- 0.435 | dlogz: 10.854 > 0.109
iter: 1965 | bound: 17 | nc: 39 | ncall: 66571 | eff(%): 2.952 | loglstar: -inf < -13.962 < inf | logz: -34.190 +/- 0.435 | dlogz: 10.824 > 0.109
iter: 1966 | bound: 17 | nc: 39 | ncall: 66610 | eff(%): 2.952 | loglstar: -inf < -13.938 < inf | logz: -34.171 +/- 0.435 | dlogz: 10.795 > 0.109
iter: 1967 | bound: 17 | nc: 39 | ncall: 66649 | eff(%): 2.951 | loglstar: -inf < -13.850 < inf | logz: -34.151 +/- 0.435 | dlogz: 10.765 > 0.109
iter: 1968 | bound: 17 | nc: 39 | ncall: 66688 | eff(%): 2.951 | loglstar: -inf < -13.825 < inf | logz: -34.130 +/- 0.435 | dlogz: 10.735 > 0.109
iter: 1969 | bound: 17 | nc: 39 | ncall: 66727 | eff(%): 2.951 | loglstar: -inf < -13.757 < inf | logz: -34.109 +/- 0.435 | dlogz: 10.705 > 0.109
iter: 1970 | bound: 17 | nc: 39 | ncall: 66766 | eff(%): 2.951 | loglstar: -inf < -13.747 < inf | logz: -34.088 +/- 0.435 | dlogz: 10.674 > 0.109
iter: 1971 | bound: 17 | nc: 39 | ncall: 66805 | eff(%): 2.950 | loglstar: -inf < -13.725 < inf | logz: -34.068 +/- 0.435 | dlogz: 10.643 > 0.109
iter: 1972 | bound: 17 | nc: 39 | ncall: 66844 | eff(%): 2.950 | loglstar: -inf < -13.721 < inf | logz: -34.047 +/- 0.435 | dlogz: 10.612 > 0.109
iter: 1973 | bound: 17 | nc: 39 | ncall: 66883 | eff(%): 2.950 | loglstar: -inf < -13.711 < inf | logz: -34.027 +/- 0.435 | dlogz: 10.582 > 0.109
iter: 1974 | bound: 17 | nc: 39 | ncall: 66922 | eff(%): 2.950 | loglstar: -inf < -13.701 < inf | logz: -34.008 +/- 0.435 | dlogz: 10.552 > 0.109
iter: 1975 | bound: 17 | nc: 39 | ncall: 66961 | eff(%): 2.949 | loglstar: -inf < -13.694 < inf | logz: -33.989 +/- 0.436 | dlogz: 10.523 > 0.109
iter: 1976 | bound: 17 | nc: 39 | ncall: 67000 | eff(%): 2.949 | loglstar: -inf < -13.686 < inf | logz: -33.970 +/- 0.436 | dlogz: 10.494 > 0.109
iter: 1977 | bound: 17 | nc: 39 | ncall: 67039 | eff(%): 2.949 | loglstar: -inf < -13.673 < inf | logz: -33.952 +/- 0.436 | dlogz: 10.465 > 0.109
iter: 1978 | bound: 17 | nc: 39 | ncall: 67078 | eff(%): 2.949 | loglstar: -inf < -13.628 < inf | logz: -33.933 +/- 0.436 | dlogz: 10.437 > 0.109
iter: 1979 | bound: 17 | nc: 39 | ncall: 67117 | eff(%): 2.949 | loglstar: -inf < -13.539 < inf | logz: -33.914 +/- 0.436 | dlogz: 10.409 > 0.109
iter: 1980 | bound: 17 | nc: 39 | ncall: 67156 | eff(%): 2.948 | loglstar: -inf < -13.529 < inf | logz: -33.895 +/- 0.436 | dlogz: 10.379 > 0.109
iter: 1981 | bound: 17 | nc: 39 | ncall: 67195 | eff(%): 2.948 | loglstar: -inf < -13.496 < inf | logz: -33.876 +/- 0.436 | dlogz: 10.350 > 0.109
iter: 1982 | bound: 17 | nc: 39 | ncall: 67234 | eff(%): 2.948 | loglstar: -inf < -13.495 < inf | logz: -33.856 +/- 0.436 | dlogz: 10.321 > 0.109
iter: 1983 | bound: 17 | nc: 39 | ncall: 67273 | eff(%): 2.948 | loglstar: -inf < -13.470 < inf | logz: -33.838 +/- 0.436 | dlogz: 10.292 > 0.109
iter: 1984 | bound: 17 | nc: 39 | ncall: 67312 | eff(%): 2.947 | loglstar: -inf < -13.450 < inf | logz: -33.819 +/- 0.436 | dlogz: 10.263 > 0.109
iter: 1985 | bound: 17 | nc: 39 | ncall: 67351 | eff(%): 2.947 | loglstar: -inf < -13.432 < inf | logz: -33.801 +/- 0.436 | dlogz: 10.234 > 0.109
iter: 1986 | bound: 17 | nc: 39 | ncall: 67390 | eff(%): 2.947 | loglstar: -inf < -13.385 < inf | logz: -33.782 +/- 0.436 | dlogz: 10.206 > 0.109
iter: 1987 | bound: 17 | nc: 39 | ncall: 67429 | eff(%): 2.947 | loglstar: -inf < -13.367 < inf | logz: -33.763 +/- 0.436 | dlogz: 10.177 > 0.109
iter: 1988 | bound: 17 | nc: 39 | ncall: 67468 | eff(%): 2.947 | loglstar: -inf < -13.331 < inf | logz: -33.745 +/- 0.436 | dlogz: 10.149 > 0.109
iter: 1989 | bound: 17 | nc: 39 | ncall: 67507 | eff(%): 2.946 | loglstar: -inf < -13.272 < inf | logz: -33.726 +/- 0.436 | dlogz: 10.120 > 0.109
iter: 1990 | bound: 17 | nc: 39 | ncall: 67546 | eff(%): 2.946 | loglstar: -inf < -13.249 < inf | logz: -33.706 +/- 0.436 | dlogz: 10.091 > 0.109
iter: 1991 | bound: 17 | nc: 39 | ncall: 67585 | eff(%): 2.946 | loglstar: -inf < -13.242 < inf | logz: -33.688 +/- 0.436 | dlogz: 10.062 > 0.109
iter: 1992 | bound: 17 | nc: 39 | ncall: 67624 | eff(%): 2.946 | loglstar: -inf < -13.202 < inf | logz: -33.669 +/- 0.436 | dlogz: 10.033 > 0.109
iter: 1993 | bound: 17 | nc: 39 | ncall: 67663 | eff(%): 2.945 | loglstar: -inf < -13.186 < inf | logz: -33.650 +/- 0.437 | dlogz: 10.004 > 0.109
iter: 1994 | bound: 17 | nc: 39 | ncall: 67702 | eff(%): 2.945 | loglstar: -inf < -13.169 < inf | logz: -33.631 +/- 0.437 | dlogz: 9.976 > 0.109
iter: 1995 | bound: 17 | nc: 39 | ncall: 67741 | eff(%): 2.945 | loglstar: -inf < -13.155 < inf | logz: -33.613 +/- 0.437 | dlogz: 9.947 > 0.109
iter: 1996 | bound: 17 | nc: 39 | ncall: 67780 | eff(%): 2.945 | loglstar: -inf < -13.146 < inf | logz: -33.595 +/- 0.437 | dlogz: 9.919 > 0.109
iter: 1997 | bound: 17 | nc: 39 | ncall: 67819 | eff(%): 2.945 | loglstar: -inf < -13.131 < inf | logz: -33.577 +/- 0.437 | dlogz: 9.891 > 0.109
iter: 1998 | bound: 17 | nc: 39 | ncall: 67858 | eff(%): 2.944 | loglstar: -inf < -13.125 < inf | logz: -33.560 +/- 0.437 | dlogz: 9.863 > 0.109
iter: 1999 | bound: 17 | nc: 39 | ncall: 67897 | eff(%): 2.944 | loglstar: -inf < -13.075 < inf | logz: -33.542 +/- 0.437 | dlogz: 9.836 > 0.109
iter: 2000 | bound: 17 | nc: 39 | ncall: 67936 | eff(%): 2.944 | loglstar: -inf < -13.069 < inf | logz: -33.525 +/- 0.437 | dlogz: 9.808 > 0.109
iter: 2001 | bound: 17 | nc: 39 | ncall: 67975 | eff(%): 2.944 | loglstar: -inf < -13.063 < inf | logz: -33.508 +/- 0.437 | dlogz: 9.781 > 0.109
iter: 2002 | bound: 17 | nc: 39 | ncall: 68014 | eff(%): 2.944 | loglstar: -inf < -12.982 < inf | logz: -33.490 +/- 0.437 | dlogz: 9.754 > 0.109
iter: 2003 | bound: 17 | nc: 39 | ncall: 68053 | eff(%): 2.943 | loglstar: -inf < -12.937 < inf | logz: -33.472 +/- 0.437 | dlogz: 9.726 > 0.109
iter: 2004 | bound: 17 | nc: 39 | ncall: 68092 | eff(%): 2.943 | loglstar: -inf < -12.915 < inf | logz: -33.454 +/- 0.437 | dlogz: 9.699 > 0.109
iter: 2005 | bound: 17 | nc: 39 | ncall: 68131 | eff(%): 2.943 | loglstar: -inf < -12.904 < inf | logz: -33.436 +/- 0.437 | dlogz: 9.670 > 0.109
iter: 2006 | bound: 17 | nc: 39 | ncall: 68170 | eff(%): 2.943 | loglstar: -inf < -12.897 < inf | logz: -33.419 +/- 0.437 | dlogz: 9.643 > 0.109
iter: 2007 | bound: 17 | nc: 39 | ncall: 68209 | eff(%): 2.942 | loglstar: -inf < -12.847 < inf | logz: -33.401 +/- 0.437 | dlogz: 9.615 > 0.109
iter: 2008 | bound: 17 | nc: 39 | ncall: 68248 | eff(%): 2.942 | loglstar: -inf < -12.823 < inf | logz: -33.383 +/- 0.437 | dlogz: 9.587 > 0.109
iter: 2009 | bound: 17 | nc: 39 | ncall: 68287 | eff(%): 2.942 | loglstar: -inf < -12.768 < inf | logz: -33.365 +/- 0.437 | dlogz: 9.560 > 0.109
iter: 2010 | bound: 17 | nc: 39 | ncall: 68326 | eff(%): 2.942 | loglstar: -inf < -12.752 < inf | logz: -33.347 +/- 0.438 | dlogz: 9.532 > 0.109
iter: 2011 | bound: 17 | nc: 39 | ncall: 68365 | eff(%): 2.942 | loglstar: -inf < -12.737 < inf | logz: -33.329 +/- 0.438 | dlogz: 9.504 > 0.109
iter: 2012 | bound: 17 | nc: 39 | ncall: 68404 | eff(%): 2.941 | loglstar: -inf < -12.722 < inf | logz: -33.312 +/- 0.438 | dlogz: 9.476 > 0.109
iter: 2013 | bound: 17 | nc: 39 | ncall: 68443 | eff(%): 2.941 | loglstar: -inf < -12.715 < inf | logz: -33.294 +/- 0.438 | dlogz: 9.448 > 0.109
iter: 2014 | bound: 17 | nc: 39 | ncall: 68482 | eff(%): 2.941 | loglstar: -inf < -12.712 < inf | logz: -33.277 +/- 0.438 | dlogz: 9.421 > 0.109
iter: 2015 | bound: 17 | nc: 39 | ncall: 68521 | eff(%): 2.941 | loglstar: -inf < -12.687 < inf | logz: -33.260 +/- 0.438 | dlogz: 9.394 > 0.109
iter: 2016 | bound: 17 | nc: 39 | ncall: 68560 | eff(%): 2.940 | loglstar: -inf < -12.615 < inf | logz: -33.243 +/- 0.438 | dlogz: 9.367 > 0.109
iter: 2017 | bound: 17 | nc: 39 | ncall: 68599 | eff(%): 2.940 | loglstar: -inf < -12.606 < inf | logz: -33.226 +/- 0.438 | dlogz: 9.340 > 0.109
iter: 2018 | bound: 17 | nc: 39 | ncall: 68638 | eff(%): 2.940 | loglstar: -inf < -12.600 < inf | logz: -33.209 +/- 0.438 | dlogz: 9.313 > 0.109
iter: 2019 | bound: 17 | nc: 39 | ncall: 68677 | eff(%): 2.940 | loglstar: -inf < -12.597 < inf | logz: -33.192 +/- 0.438 | dlogz: 9.286 > 0.109
iter: 2020 | bound: 17 | nc: 39 | ncall: 68716 | eff(%): 2.940 | loglstar: -inf < -12.594 < inf | logz: -33.176 +/- 0.438 | dlogz: 9.259 > 0.109
iter: 2021 | bound: 17 | nc: 39 | ncall: 68755 | eff(%): 2.939 | loglstar: -inf < -12.593 < inf | logz: -33.160 +/- 0.438 | dlogz: 9.233 > 0.109
iter: 2022 | bound: 17 | nc: 39 | ncall: 68794 | eff(%): 2.939 | loglstar: -inf < -12.581 < inf | logz: -33.145 +/- 0.438 | dlogz: 9.207 > 0.109
iter: 2023 | bound: 17 | nc: 39 | ncall: 68833 | eff(%): 2.939 | loglstar: -inf < -12.571 < inf | logz: -33.129 +/- 0.438 | dlogz: 9.182 > 0.109
iter: 2024 | bound: 17 | nc: 39 | ncall: 68872 | eff(%): 2.939 | loglstar: -inf < -12.544 < inf | logz: -33.114 +/- 0.438 | dlogz: 9.156 > 0.109
iter: 2025 | bound: 17 | nc: 39 | ncall: 68911 | eff(%): 2.939 | loglstar: -inf < -12.535 < inf | logz: -33.099 +/- 0.438 | dlogz: 9.131 > 0.109
iter: 2026 | bound: 17 | nc: 39 | ncall: 68950 | eff(%): 2.938 | loglstar: -inf < -12.485 < inf | logz: -33.084 +/- 0.438 | dlogz: 9.106 > 0.109
iter: 2027 | bound: 17 | nc: 39 | ncall: 68989 | eff(%): 2.938 | loglstar: -inf < -12.444 < inf | logz: -33.068 +/- 0.438 | dlogz: 9.081 > 0.109
iter: 2028 | bound: 17 | nc: 39 | ncall: 69028 | eff(%): 2.938 | loglstar: -inf < -12.426 < inf | logz: -33.052 +/- 0.438 | dlogz: 9.056 > 0.109
iter: 2029 | bound: 17 | nc: 39 | ncall: 69067 | eff(%): 2.938 | loglstar: -inf < -12.418 < inf | logz: -33.037 +/- 0.439 | dlogz: 9.030 > 0.109
iter: 2030 | bound: 17 | nc: 39 | ncall: 69106 | eff(%): 2.938 | loglstar: -inf < -12.402 < inf | logz: -33.022 +/- 0.439 | dlogz: 9.005 > 0.109
iter: 2031 | bound: 17 | nc: 39 | ncall: 69145 | eff(%): 2.937 | loglstar: -inf < -12.394 < inf | logz: -33.007 +/- 0.439 | dlogz: 8.980 > 0.109
iter: 2032 | bound: 17 | nc: 39 | ncall: 69184 | eff(%): 2.937 | loglstar: -inf < -12.379 < inf | logz: -32.992 +/- 0.439 | dlogz: 8.955 > 0.109
iter: 2033 | bound: 18 | nc: 39 | ncall: 69223 | eff(%): 2.937 | loglstar: -inf < -12.360 < inf | logz: -32.977 +/- 0.439 | dlogz: 8.930 > 0.109
iter: 2034 | bound: 18 | nc: 39 | ncall: 69262 | eff(%): 2.937 | loglstar: -inf < -12.274 < inf | logz: -32.962 +/- 0.439 | dlogz: 8.905 > 0.109
iter: 2035 | bound: 18 | nc: 39 | ncall: 69301 | eff(%): 2.936 | loglstar: -inf < -12.207 < inf | logz: -32.946 +/- 0.439 | dlogz: 8.880 > 0.109
iter: 2036 | bound: 18 | nc: 39 | ncall: 69340 | eff(%): 2.936 | loglstar: -inf < -12.199 < inf | logz: -32.930 +/- 0.439 | dlogz: 8.906 > 0.109
iter: 2037 | bound: 18 | nc: 39 | ncall: 69379 | eff(%): 2.936 | loglstar: -inf < -12.153 < inf | logz: -32.914 +/- 0.439 | dlogz: 8.880 > 0.109
iter: 2038 | bound: 18 | nc: 39 | ncall: 69418 | eff(%): 2.936 | loglstar: -inf < -12.137 < inf | logz: -32.898 +/- 0.439 | dlogz: 8.854 > 0.109
iter: 2039 | bound: 18 | nc: 39 | ncall: 69457 | eff(%): 2.936 | loglstar: -inf < -12.116 < inf | logz: -32.882 +/- 0.439 | dlogz: 8.828 > 0.109
iter: 2040 | bound: 18 | nc: 39 | ncall: 69496 | eff(%): 2.935 | loglstar: -inf < -12.105 < inf | logz: -32.866 +/- 0.439 | dlogz: 8.802 > 0.109
iter: 2041 | bound: 18 | nc: 39 | ncall: 69535 | eff(%): 2.935 | loglstar: -inf < -12.074 < inf | logz: -32.850 +/- 0.439 | dlogz: 8.776 > 0.109
iter: 2042 | bound: 18 | nc: 39 | ncall: 69574 | eff(%): 2.935 | loglstar: -inf < -12.053 < inf | logz: -32.835 +/- 0.439 | dlogz: 8.750 > 0.109
iter: 2043 | bound: 18 | nc: 39 | ncall: 69613 | eff(%): 2.935 | loglstar: -inf < -12.010 < inf | logz: -32.819 +/- 0.439 | dlogz: 8.724 > 0.109
iter: 2044 | bound: 18 | nc: 39 | ncall: 69652 | eff(%): 2.935 | loglstar: -inf < -12.010 < inf | logz: -32.803 +/- 0.439 | dlogz: 8.698 > 0.109
iter: 2045 | bound: 18 | nc: 39 | ncall: 69691 | eff(%): 2.934 | loglstar: -inf < -11.991 < inf | logz: -32.787 +/- 0.439 | dlogz: 8.673 > 0.109
iter: 2046 | bound: 18 | nc: 39 | ncall: 69730 | eff(%): 2.934 | loglstar: -inf < -11.899 < inf | logz: -32.771 +/- 0.440 | dlogz: 8.647 > 0.109
iter: 2047 | bound: 18 | nc: 39 | ncall: 69769 | eff(%): 2.934 | loglstar: -inf < -11.801 < inf | logz: -32.754 +/- 0.440 | dlogz: 8.621 > 0.109
iter: 2048 | bound: 18 | nc: 39 | ncall: 69808 | eff(%): 2.934 | loglstar: -inf < -11.794 < inf | logz: -32.736 +/- 0.440 | dlogz: 8.594 > 0.109
iter: 2049 | bound: 18 | nc: 39 | ncall: 69847 | eff(%): 2.934 | loglstar: -inf < -11.771 < inf | logz: -32.719 +/- 0.440 | dlogz: 8.566 > 0.109
iter: 2050 | bound: 18 | nc: 39 | ncall: 69886 | eff(%): 2.933 | loglstar: -inf < -11.734 < inf | logz: -32.701 +/- 0.440 | dlogz: 8.539 > 0.109
iter: 2051 | bound: 18 | nc: 39 | ncall: 69925 | eff(%): 2.933 | loglstar: -inf < -11.729 < inf | logz: -32.684 +/- 0.440 | dlogz: 8.512 > 0.109
iter: 2052 | bound: 18 | nc: 39 | ncall: 69964 | eff(%): 2.933 | loglstar: -inf < -11.718 < inf | logz: -32.667 +/- 0.440 | dlogz: 8.484 > 0.109
iter: 2053 | bound: 18 | nc: 39 | ncall: 70003 | eff(%): 2.933 | loglstar: -inf < -11.698 < inf | logz: -32.650 +/- 0.440 | dlogz: 8.457 > 0.109
iter: 2054 | bound: 18 | nc: 39 | ncall: 70042 | eff(%): 2.933 | loglstar: -inf < -11.657 < inf | logz: -32.633 +/- 0.440 | dlogz: 8.431 > 0.109
iter: 2055 | bound: 18 | nc: 39 | ncall: 70081 | eff(%): 2.932 | loglstar: -inf < -11.641 < inf | logz: -32.616 +/- 0.440 | dlogz: 8.404 > 0.109
iter: 2056 | bound: 18 | nc: 39 | ncall: 70120 | eff(%): 2.932 | loglstar: -inf < -11.632 < inf | logz: -32.600 +/- 0.440 | dlogz: 8.377 > 0.109
iter: 2057 | bound: 18 | nc: 39 | ncall: 70159 | eff(%): 2.932 | loglstar: -inf < -11.620 < inf | logz: -32.583 +/- 0.441 | dlogz: 8.350 > 0.109
iter: 2058 | bound: 18 | nc: 39 | ncall: 70198 | eff(%): 2.932 | loglstar: -inf < -11.615 < inf | logz: -32.567 +/- 0.441 | dlogz: 8.324 > 0.109
iter: 2059 | bound: 18 | nc: 39 | ncall: 70237 | eff(%): 2.932 | loglstar: -inf < -11.602 < inf | logz: -32.551 +/- 0.441 | dlogz: 8.298 > 0.109
iter: 2060 | bound: 18 | nc: 39 | ncall: 70276 | eff(%): 2.931 | loglstar: -inf < -11.602 < inf | logz: -32.536 +/- 0.441 | dlogz: 8.272 > 0.109
iter: 2061 | bound: 18 | nc: 39 | ncall: 70315 | eff(%): 2.931 | loglstar: -inf < -11.600 < inf | logz: -32.521 +/- 0.441 | dlogz: 8.247 > 0.109
iter: 2062 | bound: 18 | nc: 39 | ncall: 70354 | eff(%): 2.931 | loglstar: -inf < -11.596 < inf | logz: -32.506 +/- 0.441 | dlogz: 8.221 > 0.109
iter: 2063 | bound: 18 | nc: 39 | ncall: 70393 | eff(%): 2.931 | loglstar: -inf < -11.594 < inf | logz: -32.491 +/- 0.441 | dlogz: 8.197 > 0.109
iter: 2064 | bound: 18 | nc: 39 | ncall: 70432 | eff(%): 2.930 | loglstar: -inf < -11.586 < inf | logz: -32.477 +/- 0.441 | dlogz: 8.172 > 0.109
iter: 2065 | bound: 18 | nc: 39 | ncall: 70471 | eff(%): 2.930 | loglstar: -inf < -11.550 < inf | logz: -32.463 +/- 0.441 | dlogz: 8.148 > 0.109
iter: 2066 | bound: 18 | nc: 39 | ncall: 70510 | eff(%): 2.930 | loglstar: -inf < -11.548 < inf | logz: -32.449 +/- 0.441 | dlogz: 8.124 > 0.109
iter: 2067 | bound: 18 | nc: 39 | ncall: 70549 | eff(%): 2.930 | loglstar: -inf < -11.513 < inf | logz: -32.435 +/- 0.441 | dlogz: 8.100 > 0.109
iter: 2068 | bound: 18 | nc: 39 | ncall: 70588 | eff(%): 2.930 | loglstar: -inf < -11.432 < inf | logz: -32.420 +/- 0.441 | dlogz: 8.076 > 0.109
iter: 2069 | bound: 18 | nc: 39 | ncall: 70627 | eff(%): 2.929 | loglstar: -inf < -11.396 < inf | logz: -32.405 +/- 0.441 | dlogz: 8.051 > 0.109
iter: 2070 | bound: 18 | nc: 39 | ncall: 70666 | eff(%): 2.929 | loglstar: -inf < -11.347 < inf | logz: -32.390 +/- 0.441 | dlogz: 8.026 > 0.109
iter: 2071 | bound: 18 | nc: 39 | ncall: 70705 | eff(%): 2.929 | loglstar: -inf < -11.310 < inf | logz: -32.374 +/- 0.441 | dlogz: 8.001 > 0.109
iter: 2072 | bound: 18 | nc: 39 | ncall: 70744 | eff(%): 2.929 | loglstar: -inf < -11.240 < inf | logz: -32.358 +/- 0.442 | dlogz: 7.975 > 0.109
iter: 2073 | bound: 18 | nc: 39 | ncall: 70783 | eff(%): 2.929 | loglstar: -inf < -11.222 < inf | logz: -32.342 +/- 0.442 | dlogz: 7.949 > 0.109
iter: 2074 | bound: 18 | nc: 39 | ncall: 70822 | eff(%): 2.928 | loglstar: -inf < -11.192 < inf | logz: -32.325 +/- 0.442 | dlogz: 7.923 > 0.109
iter: 2075 | bound: 18 | nc: 39 | ncall: 70861 | eff(%): 2.928 | loglstar: -inf < -11.161 < inf | logz: -32.309 +/- 0.442 | dlogz: 7.897 > 0.109
iter: 2076 | bound: 18 | nc: 39 | ncall: 70900 | eff(%): 2.928 | loglstar: -inf < -11.158 < inf | logz: -32.293 +/- 0.442 | dlogz: 7.871 > 0.109
iter: 2077 | bound: 18 | nc: 39 | ncall: 70939 | eff(%): 2.928 | loglstar: -inf < -11.105 < inf | logz: -32.277 +/- 0.442 | dlogz: 7.845 > 0.109
iter: 2078 | bound: 18 | nc: 39 | ncall: 70978 | eff(%): 2.928 | loglstar: -inf < -11.067 < inf | logz: -32.260 +/- 0.442 | dlogz: 7.818 > 0.109
iter: 2079 | bound: 18 | nc: 39 | ncall: 71017 | eff(%): 2.927 | loglstar: -inf < -11.054 < inf | logz: -32.244 +/- 0.442 | dlogz: 7.792 > 0.109
iter: 2080 | bound: 18 | nc: 39 | ncall: 71056 | eff(%): 2.927 | loglstar: -inf < -11.000 < inf | logz: -32.227 +/- 0.442 | dlogz: 7.765 > 0.109
iter: 2081 | bound: 18 | nc: 39 | ncall: 71095 | eff(%): 2.927 | loglstar: -inf < -10.996 < inf | logz: -32.210 +/- 0.442 | dlogz: 7.739 > 0.109
iter: 2082 | bound: 18 | nc: 39 | ncall: 71134 | eff(%): 2.927 | loglstar: -inf < -10.991 < inf | logz: -32.194 +/- 0.442 | dlogz: 7.712 > 0.109
iter: 2083 | bound: 18 | nc: 39 | ncall: 71173 | eff(%): 2.927 | loglstar: -inf < -10.950 < inf | logz: -32.178 +/- 0.443 | dlogz: 7.686 > 0.109
iter: 2084 | bound: 18 | nc: 39 | ncall: 71212 | eff(%): 2.926 | loglstar: -inf < -10.856 < inf | logz: -32.161 +/- 0.443 | dlogz: 7.660 > 0.109
iter: 2085 | bound: 18 | nc: 39 | ncall: 71251 | eff(%): 2.926 | loglstar: -inf < -10.717 < inf | logz: -32.142 +/- 0.443 | dlogz: 7.633 > 0.109
iter: 2086 | bound: 18 | nc: 39 | ncall: 71290 | eff(%): 2.926 | loglstar: -inf < -10.663 < inf | logz: -32.122 +/- 0.443 | dlogz: 8.106 > 0.109
iter: 2087 | bound: 18 | nc: 39 | ncall: 71329 | eff(%): 2.926 | loglstar: -inf < -10.641 < inf | logz: -32.102 +/- 0.443 | dlogz: 8.076 > 0.109
iter: 2088 | bound: 18 | nc: 39 | ncall: 71368 | eff(%): 2.926 | loglstar: -inf < -10.629 < inf | logz: -32.083 +/- 0.443 | dlogz: 8.046 > 0.109
iter: 2089 | bound: 18 | nc: 39 | ncall: 71407 | eff(%): 2.925 | loglstar: -inf < -10.625 < inf | logz: -32.063 +/- 0.443 | dlogz: 8.017 > 0.109
iter: 2090 | bound: 18 | nc: 39 | ncall: 71446 | eff(%): 2.925 | loglstar: -inf < -10.618 < inf | logz: -32.044 +/- 0.444 | dlogz: 7.987 > 0.109
iter: 2091 | bound: 18 | nc: 39 | ncall: 71485 | eff(%): 2.925 | loglstar: -inf < -10.602 < inf | logz: -32.026 +/- 0.444 | dlogz: 7.959 > 0.109
iter: 2092 | bound: 18 | nc: 39 | ncall: 71524 | eff(%): 2.925 | loglstar: -inf < -10.582 < inf | logz: -32.008 +/- 0.444 | dlogz: 7.930 > 0.109
iter: 2093 | bound: 18 | nc: 39 | ncall: 71563 | eff(%): 2.925 | loglstar: -inf < -10.506 < inf | logz: -31.989 +/- 0.444 | dlogz: 7.902 > 0.109
iter: 2094 | bound: 18 | nc: 39 | ncall: 71602 | eff(%): 2.924 | loglstar: -inf < -10.485 < inf | logz: -31.970 +/- 0.444 | dlogz: 7.873 > 0.109
iter: 2095 | bound: 18 | nc: 39 | ncall: 71641 | eff(%): 2.924 | loglstar: -inf < -10.441 < inf | logz: -31.951 +/- 0.444 | dlogz: 7.844 > 0.109
iter: 2096 | bound: 18 | nc: 39 | ncall: 71680 | eff(%): 2.924 | loglstar: -inf < -10.430 < inf | logz: -31.932 +/- 0.444 | dlogz: 7.815 > 0.109
iter: 2097 | bound: 18 | nc: 39 | ncall: 71719 | eff(%): 2.924 | loglstar: -inf < -10.401 < inf | logz: -31.913 +/- 0.445 | dlogz: 7.786 > 0.109
iter: 2098 | bound: 18 | nc: 39 | ncall: 71758 | eff(%): 2.924 | loglstar: -inf < -10.401 < inf | logz: -31.894 +/- 0.445 | dlogz: 7.757 > 0.109
iter: 2099 | bound: 18 | nc: 39 | ncall: 71797 | eff(%): 2.924 | loglstar: -inf < -10.353 < inf | logz: -31.875 +/- 0.445 | dlogz: 7.729 > 0.109
iter: 2100 | bound: 18 | nc: 39 | ncall: 71836 | eff(%): 2.923 | loglstar: -inf < -10.352 < inf | logz: -31.857 +/- 0.445 | dlogz: 7.700 > 0.109
iter: 2101 | bound: 18 | nc: 39 | ncall: 71875 | eff(%): 2.923 | loglstar: -inf < -10.349 < inf | logz: -31.839 +/- 0.445 | dlogz: 7.672 > 0.109
iter: 2102 | bound: 18 | nc: 39 | ncall: 71914 | eff(%): 2.923 | loglstar: -inf < -10.267 < inf | logz: -31.820 +/- 0.445 | dlogz: 7.644 > 0.109
iter: 2103 | bound: 18 | nc: 39 | ncall: 71953 | eff(%): 2.923 | loglstar: -inf < -10.226 < inf | logz: -31.802 +/- 0.445 | dlogz: 7.615 > 0.109
iter: 2104 | bound: 18 | nc: 39 | ncall: 71992 | eff(%): 2.923 | loglstar: -inf < -10.208 < inf | logz: -31.783 +/- 0.445 | dlogz: 7.587 > 0.109
iter: 2105 | bound: 18 | nc: 39 | ncall: 72031 | eff(%): 2.922 | loglstar: -inf < -10.184 < inf | logz: -31.764 +/- 0.446 | dlogz: 7.558 > 0.109
iter: 2106 | bound: 18 | nc: 39 | ncall: 72070 | eff(%): 2.922 | loglstar: -inf < -10.163 < inf | logz: -31.745 +/- 0.446 | dlogz: 7.529 > 0.109
iter: 2107 | bound: 18 | nc: 39 | ncall: 72109 | eff(%): 2.922 | loglstar: -inf < -10.074 < inf | logz: -31.726 +/- 0.446 | dlogz: 7.500 > 0.109
iter: 2108 | bound: 18 | nc: 39 | ncall: 72148 | eff(%): 2.922 | loglstar: -inf < -10.043 < inf | logz: -31.706 +/- 0.446 | dlogz: 7.471 > 0.109
iter: 2109 | bound: 18 | nc: 39 | ncall: 72187 | eff(%): 2.922 | loglstar: -inf < -10.020 < inf | logz: -31.687 +/- 0.446 | dlogz: 7.442 > 0.109
iter: 2110 | bound: 18 | nc: 39 | ncall: 72226 | eff(%): 2.921 | loglstar: -inf < -9.993 < inf | logz: -31.667 +/- 0.446 | dlogz: 7.412 > 0.109
iter: 2111 | bound: 18 | nc: 39 | ncall: 72265 | eff(%): 2.921 | loglstar: -inf < -9.948 < inf | logz: -31.647 +/- 0.446 | dlogz: 7.382 > 0.109
iter: 2112 | bound: 18 | nc: 39 | ncall: 72304 | eff(%): 2.921 | loglstar: -inf < -9.924 < inf | logz: -31.627 +/- 0.447 | dlogz: 7.353 > 0.109
iter: 2113 | bound: 18 | nc: 39 | ncall: 72343 | eff(%): 2.921 | loglstar: -inf < -9.881 < inf | logz: -31.608 +/- 0.447 | dlogz: 7.323 > 0.109
iter: 2114 | bound: 18 | nc: 39 | ncall: 72382 | eff(%): 2.921 | loglstar: -inf < -9.852 < inf | logz: -31.588 +/- 0.447 | dlogz: 7.293 > 0.109
iter: 2115 | bound: 18 | nc: 39 | ncall: 72421 | eff(%): 2.920 | loglstar: -inf < -9.847 < inf | logz: -31.568 +/- 0.447 | dlogz: 7.263 > 0.109
iter: 2116 | bound: 18 | nc: 39 | ncall: 72460 | eff(%): 2.920 | loglstar: -inf < -9.813 < inf | logz: -31.548 +/- 0.447 | dlogz: 7.234 > 0.109
iter: 2117 | bound: 18 | nc: 39 | ncall: 72499 | eff(%): 2.920 | loglstar: -inf < -9.804 < inf | logz: -31.529 +/- 0.447 | dlogz: 7.204 > 0.109
iter: 2118 | bound: 18 | nc: 39 | ncall: 72538 | eff(%): 2.920 | loglstar: -inf < -9.797 < inf | logz: -31.510 +/- 0.447 | dlogz: 7.175 > 0.109
iter: 2119 | bound: 18 | nc: 39 | ncall: 72577 | eff(%): 2.920 | loglstar: -inf < -9.780 < inf | logz: -31.491 +/- 0.447 | dlogz: 7.146 > 0.109
iter: 2120 | bound: 18 | nc: 39 | ncall: 72616 | eff(%): 2.919 | loglstar: -inf < -9.759 < inf | logz: -31.473 +/- 0.448 | dlogz: 7.117 > 0.109
iter: 2121 | bound: 18 | nc: 39 | ncall: 72655 | eff(%): 2.919 | loglstar: -inf < -9.737 < inf | logz: -31.454 +/- 0.448 | dlogz: 7.089 > 0.109
iter: 2122 | bound: 18 | nc: 39 | ncall: 72694 | eff(%): 2.919 | loglstar: -inf < -9.662 < inf | logz: -31.436 +/- 0.448 | dlogz: 7.060 > 0.109
iter: 2123 | bound: 18 | nc: 39 | ncall: 72733 | eff(%): 2.919 | loglstar: -inf < -9.654 < inf | logz: -31.417 +/- 0.448 | dlogz: 7.032 > 0.109
iter: 2124 | bound: 18 | nc: 39 | ncall: 72772 | eff(%): 2.919 | loglstar: -inf < -9.636 < inf | logz: -31.398 +/- 0.448 | dlogz: 7.003 > 0.109
iter: 2125 | bound: 18 | nc: 39 | ncall: 72811 | eff(%): 2.919 | loglstar: -inf < -9.627 < inf | logz: -31.379 +/- 0.448 | dlogz: 6.974 > 0.109
iter: 2126 | bound: 18 | nc: 39 | ncall: 72850 | eff(%): 2.918 | loglstar: -inf < -9.593 < inf | logz: -31.361 +/- 0.448 | dlogz: 6.946 > 0.109
iter: 2127 | bound: 18 | nc: 39 | ncall: 72889 | eff(%): 2.918 | loglstar: -inf < -9.582 < inf | logz: -31.343 +/- 0.448 | dlogz: 6.918 > 0.109
iter: 2128 | bound: 18 | nc: 39 | ncall: 72928 | eff(%): 2.918 | loglstar: -inf < -9.577 < inf | logz: -31.325 +/- 0.448 | dlogz: 6.890 > 0.109
iter: 2129 | bound: 18 | nc: 39 | ncall: 72967 | eff(%): 2.918 | loglstar: -inf < -9.552 < inf | logz: -31.308 +/- 0.449 | dlogz: 6.862 > 0.109
iter: 2130 | bound: 18 | nc: 39 | ncall: 73006 | eff(%): 2.918 | loglstar: -inf < -9.502 < inf | logz: -31.290 +/- 0.449 | dlogz: 6.834 > 0.109
iter: 2131 | bound: 18 | nc: 39 | ncall: 73045 | eff(%): 2.917 | loglstar: -inf < -9.441 < inf | logz: -31.271 +/- 0.449 | dlogz: 6.807 > 0.109
iter: 2132 | bound: 18 | nc: 39 | ncall: 73084 | eff(%): 2.917 | loglstar: -inf < -9.376 < inf | logz: -31.253 +/- 0.449 | dlogz: 6.778 > 0.109
iter: 2133 | bound: 19 | nc: 39 | ncall: 73123 | eff(%): 2.917 | loglstar: -inf < -9.371 < inf | logz: -31.233 +/- 0.449 | dlogz: 6.750 > 0.109
iter: 2134 | bound: 19 | nc: 39 | ncall: 73162 | eff(%): 2.917 | loglstar: -inf < -9.370 < inf | logz: -31.215 +/- 0.449 | dlogz: 6.721 > 0.109
iter: 2135 | bound: 19 | nc: 39 | ncall: 73201 | eff(%): 2.917 | loglstar: -inf < -9.322 < inf | logz: -31.196 +/- 0.449 | dlogz: 6.692 > 0.109
iter: 2136 | bound: 19 | nc: 39 | ncall: 73240 | eff(%): 2.916 | loglstar: -inf < -9.319 < inf | logz: -31.178 +/- 0.449 | dlogz: 6.664 > 0.109
iter: 2137 | bound: 19 | nc: 39 | ncall: 73279 | eff(%): 2.916 | loglstar: -inf < -9.278 < inf | logz: -31.160 +/- 0.450 | dlogz: 6.635 > 0.109
iter: 2138 | bound: 19 | nc: 39 | ncall: 73318 | eff(%): 2.916 | loglstar: -inf < -9.275 < inf | logz: -31.142 +/- 0.450 | dlogz: 6.607 > 0.109
iter: 2139 | bound: 19 | nc: 39 | ncall: 73357 | eff(%): 2.916 | loglstar: -inf < -9.258 < inf | logz: -31.124 +/- 0.450 | dlogz: 6.579 > 0.109
iter: 2140 | bound: 19 | nc: 39 | ncall: 73396 | eff(%): 2.916 | loglstar: -inf < -9.228 < inf | logz: -31.106 +/- 0.450 | dlogz: 6.551 > 0.109
iter: 2141 | bound: 19 | nc: 39 | ncall: 73435 | eff(%): 2.916 | loglstar: -inf < -9.195 < inf | logz: -31.088 +/- 0.450 | dlogz: 6.524 > 0.109
iter: 2142 | bound: 19 | nc: 39 | ncall: 73474 | eff(%): 2.915 | loglstar: -inf < -9.185 < inf | logz: -31.070 +/- 0.450 | dlogz: 6.496 > 0.109
iter: 2143 | bound: 19 | nc: 39 | ncall: 73513 | eff(%): 2.915 | loglstar: -inf < -9.181 < inf | logz: -31.053 +/- 0.450 | dlogz: 6.468 > 0.109
iter: 2144 | bound: 19 | nc: 39 | ncall: 73552 | eff(%): 2.915 | loglstar: -inf < -9.167 < inf | logz: -31.036 +/- 0.450 | dlogz: 6.441 > 0.109
iter: 2145 | bound: 19 | nc: 39 | ncall: 73591 | eff(%): 2.915 | loglstar: -inf < -9.153 < inf | logz: -31.019 +/- 0.450 | dlogz: 6.414 > 0.109
iter: 2146 | bound: 19 | nc: 39 | ncall: 73630 | eff(%): 2.915 | loglstar: -inf < -9.145 < inf | logz: -31.002 +/- 0.450 | dlogz: 6.387 > 0.109
iter: 2147 | bound: 19 | nc: 39 | ncall: 73669 | eff(%): 2.914 | loglstar: -inf < -9.103 < inf | logz: -30.986 +/- 0.450 | dlogz: 6.361 > 0.109
iter: 2148 | bound: 19 | nc: 39 | ncall: 73708 | eff(%): 2.914 | loglstar: -inf < -9.099 < inf | logz: -30.969 +/- 0.451 | dlogz: 6.334 > 0.109
iter: 2149 | bound: 19 | nc: 39 | ncall: 73747 | eff(%): 2.914 | loglstar: -inf < -9.081 < inf | logz: -30.953 +/- 0.451 | dlogz: 6.308 > 0.109
iter: 2150 | bound: 19 | nc: 39 | ncall: 73786 | eff(%): 2.914 | loglstar: -inf < -9.020 < inf | logz: -30.937 +/- 0.451 | dlogz: 6.282 > 0.109
iter: 2151 | bound: 19 | nc: 39 | ncall: 73825 | eff(%): 2.914 | loglstar: -inf < -9.000 < inf | logz: -30.920 +/- 0.451 | dlogz: 6.255 > 0.109
iter: 2152 | bound: 19 | nc: 39 | ncall: 73864 | eff(%): 2.913 | loglstar: -inf < -8.975 < inf | logz: -30.903 +/- 0.451 | dlogz: 6.229 > 0.109
iter: 2153 | bound: 19 | nc: 39 | ncall: 73903 | eff(%): 2.913 | loglstar: -inf < -8.952 < inf | logz: -30.887 +/- 0.451 | dlogz: 6.202 > 0.109
iter: 2154 | bound: 19 | nc: 39 | ncall: 73942 | eff(%): 2.913 | loglstar: -inf < -8.935 < inf | logz: -30.870 +/- 0.451 | dlogz: 6.176 > 0.109
iter: 2155 | bound: 19 | nc: 39 | ncall: 73981 | eff(%): 2.913 | loglstar: -inf < -8.906 < inf | logz: -30.854 +/- 0.451 | dlogz: 6.149 > 0.109
iter: 2156 | bound: 19 | nc: 39 | ncall: 74020 | eff(%): 2.913 | loglstar: -inf < -8.905 < inf | logz: -30.838 +/- 0.451 | dlogz: 6.123 > 0.109
iter: 2157 | bound: 19 | nc: 39 | ncall: 74059 | eff(%): 2.913 | loglstar: -inf < -8.894 < inf | logz: -30.822 +/- 0.451 | dlogz: 6.097 > 0.109
iter: 2158 | bound: 19 | nc: 39 | ncall: 74098 | eff(%): 2.912 | loglstar: -inf < -8.890 < inf | logz: -30.806 +/- 0.451 | dlogz: 6.071 > 0.109
iter: 2159 | bound: 19 | nc: 39 | ncall: 74137 | eff(%): 2.912 | loglstar: -inf < -8.858 < inf | logz: -30.790 +/- 0.451 | dlogz: 6.046 > 0.109
iter: 2160 | bound: 19 | nc: 39 | ncall: 74176 | eff(%): 2.912 | loglstar: -inf < -8.849 < inf | logz: -30.775 +/- 0.452 | dlogz: 6.020 > 0.109
iter: 2161 | bound: 19 | nc: 39 | ncall: 74215 | eff(%): 2.912 | loglstar: -inf < -8.834 < inf | logz: -30.760 +/- 0.452 | dlogz: 5.995 > 0.109
iter: 2162 | bound: 19 | nc: 39 | ncall: 74254 | eff(%): 2.912 | loglstar: -inf < -8.771 < inf | logz: -30.744 +/- 0.452 | dlogz: 5.970 > 0.109
iter: 2163 | bound: 19 | nc: 39 | ncall: 74293 | eff(%): 2.911 | loglstar: -inf < -8.756 < inf | logz: -30.729 +/- 0.452 | dlogz: 5.944 > 0.109
iter: 2164 | bound: 19 | nc: 39 | ncall: 74332 | eff(%): 2.911 | loglstar: -inf < -8.732 < inf | logz: -30.713 +/- 0.452 | dlogz: 5.919 > 0.109
iter: 2165 | bound: 19 | nc: 39 | ncall: 74371 | eff(%): 2.911 | loglstar: -inf < -8.613 < inf | logz: -30.697 +/- 0.452 | dlogz: 5.893 > 0.109
iter: 2166 | bound: 19 | nc: 39 | ncall: 74410 | eff(%): 2.911 | loglstar: -inf < -8.532 < inf | logz: -30.679 +/- 0.452 | dlogz: 5.867 > 0.109
iter: 2167 | bound: 19 | nc: 39 | ncall: 74449 | eff(%): 2.911 | loglstar: -inf < -8.530 < inf | logz: -30.662 +/- 0.452 | dlogz: 5.840 > 0.109
iter: 2168 | bound: 19 | nc: 39 | ncall: 74488 | eff(%): 2.911 | loglstar: -inf < -8.500 < inf | logz: -30.644 +/- 0.452 | dlogz: 5.812 > 0.109
iter: 2169 | bound: 19 | nc: 39 | ncall: 74527 | eff(%): 2.910 | loglstar: -inf < -8.496 < inf | logz: -30.627 +/- 0.452 | dlogz: 5.785 > 0.109
iter: 2170 | bound: 19 | nc: 39 | ncall: 74566 | eff(%): 2.910 | loglstar: -inf < -8.477 < inf | logz: -30.609 +/- 0.452 | dlogz: 5.757 > 0.109
iter: 2171 | bound: 19 | nc: 39 | ncall: 74605 | eff(%): 2.910 | loglstar: -inf < -8.456 < inf | logz: -30.592 +/- 0.453 | dlogz: 5.730 > 0.109
iter: 2172 | bound: 19 | nc: 39 | ncall: 74644 | eff(%): 2.910 | loglstar: -inf < -8.434 < inf | logz: -30.576 +/- 0.453 | dlogz: 5.837 > 0.109
iter: 2173 | bound: 19 | nc: 39 | ncall: 74683 | eff(%): 2.910 | loglstar: -inf < -8.383 < inf | logz: -30.559 +/- 0.453 | dlogz: 5.810 > 0.109
iter: 2174 | bound: 19 | nc: 39 | ncall: 74722 | eff(%): 2.909 | loglstar: -inf < -8.349 < inf | logz: -30.541 +/- 0.453 | dlogz: 5.784 > 0.109
iter: 2175 | bound: 19 | nc: 39 | ncall: 74761 | eff(%): 2.909 | loglstar: -inf < -8.348 < inf | logz: -30.524 +/- 0.453 | dlogz: 5.756 > 0.109
iter: 2176 | bound: 19 | nc: 39 | ncall: 74800 | eff(%): 2.909 | loglstar: -inf < -8.345 < inf | logz: -30.507 +/- 0.453 | dlogz: 6.180 > 0.109
iter: 2177 | bound: 19 | nc: 39 | ncall: 74839 | eff(%): 2.909 | loglstar: -inf < -8.281 < inf | logz: -30.490 +/- 0.453 | dlogz: 6.153 > 0.109
iter: 2178 | bound: 19 | nc: 39 | ncall: 74878 | eff(%): 2.909 | loglstar: -inf < -8.271 < inf | logz: -30.473 +/- 0.453 | dlogz: 6.126 > 0.109
iter: 2179 | bound: 19 | nc: 39 | ncall: 74917 | eff(%): 2.909 | loglstar: -inf < -8.271 < inf | logz: -30.457 +/- 0.453 | dlogz: 6.099 > 0.109
iter: 2180 | bound: 19 | nc: 39 | ncall: 74956 | eff(%): 2.908 | loglstar: -inf < -8.216 < inf | logz: -30.440 +/- 0.453 | dlogz: 6.073 > 0.109
iter: 2181 | bound: 19 | nc: 39 | ncall: 74995 | eff(%): 2.908 | loglstar: -inf < -8.166 < inf | logz: -30.423 +/- 0.454 | dlogz: 6.046 > 0.109
iter: 2182 | bound: 19 | nc: 39 | ncall: 75034 | eff(%): 2.908 | loglstar: -inf < -8.150 < inf | logz: -30.406 +/- 0.454 | dlogz: 6.019 > 0.109
iter: 2183 | bound: 19 | nc: 39 | ncall: 75073 | eff(%): 2.908 | loglstar: -inf < -8.146 < inf | logz: -30.389 +/- 0.454 | dlogz: 5.992 > 0.109
iter: 2184 | bound: 19 | nc: 39 | ncall: 75112 | eff(%): 2.908 | loglstar: -inf < -8.137 < inf | logz: -30.372 +/- 0.454 | dlogz: 5.965 > 0.109
iter: 2185 | bound: 19 | nc: 39 | ncall: 75151 | eff(%): 2.907 | loglstar: -inf < -8.115 < inf | logz: -30.356 +/- 0.454 | dlogz: 5.939 > 0.109
iter: 2186 | bound: 19 | nc: 39 | ncall: 75190 | eff(%): 2.907 | loglstar: -inf < -8.075 < inf | logz: -30.339 +/- 0.454 | dlogz: 5.913 > 0.109
iter: 2187 | bound: 19 | nc: 39 | ncall: 75229 | eff(%): 2.907 | loglstar: -inf < -8.074 < inf | logz: -30.323 +/- 0.454 | dlogz: 5.886 > 0.109
iter: 2188 | bound: 19 | nc: 39 | ncall: 75268 | eff(%): 2.907 | loglstar: -inf < -8.069 < inf | logz: -30.307 +/- 0.454 | dlogz: 5.860 > 0.109
iter: 2189 | bound: 19 | nc: 39 | ncall: 75307 | eff(%): 2.907 | loglstar: -inf < -8.048 < inf | logz: -30.291 +/- 0.454 | dlogz: 5.834 > 0.109
iter: 2190 | bound: 19 | nc: 39 | ncall: 75346 | eff(%): 2.907 | loglstar: -inf < -8.041 < inf | logz: -30.276 +/- 0.454 | dlogz: 5.809 > 0.109
iter: 2191 | bound: 19 | nc: 39 | ncall: 75385 | eff(%): 2.906 | loglstar: -inf < -8.017 < inf | logz: -30.260 +/- 0.454 | dlogz: 5.783 > 0.109
iter: 2192 | bound: 19 | nc: 39 | ncall: 75424 | eff(%): 2.906 | loglstar: -inf < -8.007 < inf | logz: -30.245 +/- 0.455 | dlogz: 5.758 > 0.109
iter: 2193 | bound: 19 | nc: 39 | ncall: 75463 | eff(%): 2.906 | loglstar: -inf < -8.005 < inf | logz: -30.230 +/- 0.455 | dlogz: 5.733 > 0.109
iter: 2194 | bound: 19 | nc: 39 | ncall: 75502 | eff(%): 2.906 | loglstar: -inf < -7.960 < inf | logz: -30.215 +/- 0.455 | dlogz: 5.708 > 0.109
iter: 2195 | bound: 19 | nc: 39 | ncall: 75541 | eff(%): 2.906 | loglstar: -inf < -7.959 < inf | logz: -30.200 +/- 0.455 | dlogz: 5.683 > 0.109
iter: 2196 | bound: 19 | nc: 39 | ncall: 75580 | eff(%): 2.906 | loglstar: -inf < -7.943 < inf | logz: -30.185 +/- 0.455 | dlogz: 5.658 > 0.109
iter: 2197 | bound: 19 | nc: 39 | ncall: 75619 | eff(%): 2.905 | loglstar: -inf < -7.912 < inf | logz: -30.170 +/- 0.455 | dlogz: 5.633 > 0.109
iter: 2198 | bound: 19 | nc: 39 | ncall: 75658 | eff(%): 2.905 | loglstar: -inf < -7.908 < inf | logz: -30.156 +/- 0.455 | dlogz: 5.609 > 0.109
iter: 2199 | bound: 19 | nc: 39 | ncall: 75697 | eff(%): 2.905 | loglstar: -inf < -7.899 < inf | logz: -30.141 +/- 0.455 | dlogz: 5.584 > 0.109
iter: 2200 | bound: 19 | nc: 39 | ncall: 75736 | eff(%): 2.905 | loglstar: -inf < -7.897 < inf | logz: -30.127 +/- 0.455 | dlogz: 5.560 > 0.109
iter: 2201 | bound: 19 | nc: 39 | ncall: 75775 | eff(%): 2.905 | loglstar: -inf < -7.896 < inf | logz: -30.113 +/- 0.455 | dlogz: 5.536 > 0.109
iter: 2202 | bound: 19 | nc: 39 | ncall: 75814 | eff(%): 2.904 | loglstar: -inf < -7.894 < inf | logz: -30.100 +/- 0.455 | dlogz: 5.512 > 0.109
iter: 2203 | bound: 19 | nc: 39 | ncall: 75853 | eff(%): 2.904 | loglstar: -inf < -7.872 < inf | logz: -30.087 +/- 0.455 | dlogz: 5.489 > 0.109
iter: 2204 | bound: 19 | nc: 39 | ncall: 75892 | eff(%): 2.904 | loglstar: -inf < -7.870 < inf | logz: -30.073 +/- 0.455 | dlogz: 5.466 > 0.109
iter: 2205 | bound: 19 | nc: 39 | ncall: 75931 | eff(%): 2.904 | loglstar: -inf < -7.868 < inf | logz: -30.061 +/- 0.455 | dlogz: 5.443 > 0.109
iter: 2206 | bound: 19 | nc: 39 | ncall: 75970 | eff(%): 2.904 | loglstar: -inf < -7.808 < inf | logz: -30.048 +/- 0.455 | dlogz: 5.420 > 0.109
iter: 2207 | bound: 19 | nc: 39 | ncall: 76009 | eff(%): 2.904 | loglstar: -inf < -7.790 < inf | logz: -30.034 +/- 0.455 | dlogz: 5.397 > 0.109
iter: 2208 | bound: 19 | nc: 39 | ncall: 76048 | eff(%): 2.903 | loglstar: -inf < -7.772 < inf | logz: -30.021 +/- 0.456 | dlogz: 5.374 > 0.109
iter: 2209 | bound: 19 | nc: 39 | ncall: 76087 | eff(%): 2.903 | loglstar: -inf < -7.764 < inf | logz: -30.008 +/- 0.456 | dlogz: 5.351 > 0.109
iter: 2210 | bound: 19 | nc: 39 | ncall: 76126 | eff(%): 2.903 | loglstar: -inf < -7.747 < inf | logz: -29.995 +/- 0.456 | dlogz: 5.328 > 0.109
iter: 2211 | bound: 19 | nc: 39 | ncall: 76165 | eff(%): 2.903 | loglstar: -inf < -7.718 < inf | logz: -29.982 +/- 0.456 | dlogz: 5.306 > 0.109
iter: 2212 | bound: 19 | nc: 39 | ncall: 76204 | eff(%): 2.903 | loglstar: -inf < -7.652 < inf | logz: -29.969 +/- 0.456 | dlogz: 5.283 > 0.109
iter: 2213 | bound: 19 | nc: 39 | ncall: 76243 | eff(%): 2.903 | loglstar: -inf < -7.640 < inf | logz: -29.956 +/- 0.456 | dlogz: 5.260 > 0.109
iter: 2214 | bound: 19 | nc: 39 | ncall: 76282 | eff(%): 2.902 | loglstar: -inf < -7.633 < inf | logz: -29.942 +/- 0.456 | dlogz: 5.237 > 0.109
iter: 2215 | bound: 19 | nc: 39 | ncall: 76321 | eff(%): 2.902 | loglstar: -inf < -7.616 < inf | logz: -29.929 +/- 0.456 | dlogz: 5.214 > 0.109
iter: 2216 | bound: 19 | nc: 39 | ncall: 76360 | eff(%): 2.902 | loglstar: -inf < -7.613 < inf | logz: -29.916 +/- 0.456 | dlogz: 5.191 > 0.109
iter: 2217 | bound: 19 | nc: 39 | ncall: 76399 | eff(%): 2.902 | loglstar: -inf < -7.552 < inf | logz: -29.903 +/- 0.456 | dlogz: 5.168 > 0.109
iter: 2218 | bound: 19 | nc: 39 | ncall: 76438 | eff(%): 2.902 | loglstar: -inf < -7.537 < inf | logz: -29.890 +/- 0.456 | dlogz: 5.145 > 0.109
iter: 2219 | bound: 19 | nc: 39 | ncall: 76477 | eff(%): 2.902 | loglstar: -inf < -7.531 < inf | logz: -29.877 +/- 0.456 | dlogz: 5.122 > 0.109
iter: 2220 | bound: 19 | nc: 39 | ncall: 76516 | eff(%): 2.901 | loglstar: -inf < -7.529 < inf | logz: -29.864 +/- 0.456 | dlogz: 5.099 > 0.109
iter: 2221 | bound: 19 | nc: 39 | ncall: 76555 | eff(%): 2.901 | loglstar: -inf < -7.499 < inf | logz: -29.852 +/- 0.456 | dlogz: 5.076 > 0.109
iter: 2222 | bound: 19 | nc: 39 | ncall: 76594 | eff(%): 2.901 | loglstar: -inf < -7.494 < inf | logz: -29.839 +/- 0.456 | dlogz: 5.054 > 0.109
iter: 2223 | bound: 19 | nc: 39 | ncall: 76633 | eff(%): 2.901 | loglstar: -inf < -7.437 < inf | logz: -29.826 +/- 0.456 | dlogz: 5.031 > 0.109
iter: 2224 | bound: 19 | nc: 39 | ncall: 76672 | eff(%): 2.901 | loglstar: -inf < -7.436 < inf | logz: -29.813 +/- 0.456 | dlogz: 5.009 > 0.109
iter: 2225 | bound: 19 | nc: 39 | ncall: 76711 | eff(%): 2.900 | loglstar: -inf < -7.395 < inf | logz: -29.800 +/- 0.457 | dlogz: 4.986 > 0.109
iter: 2226 | bound: 19 | nc: 39 | ncall: 76750 | eff(%): 2.900 | loglstar: -inf < -7.362 < inf | logz: -29.787 +/- 0.457 | dlogz: 4.964 > 0.109
iter: 2227 | bound: 19 | nc: 39 | ncall: 76789 | eff(%): 2.900 | loglstar: -inf < -7.353 < inf | logz: -29.774 +/- 0.457 | dlogz: 4.941 > 0.109
iter: 2228 | bound: 19 | nc: 39 | ncall: 76828 | eff(%): 2.900 | loglstar: -inf < -7.342 < inf | logz: -29.762 +/- 0.457 | dlogz: 4.918 > 0.109
iter: 2229 | bound: 19 | nc: 39 | ncall: 76867 | eff(%): 2.900 | loglstar: -inf < -7.335 < inf | logz: -29.749 +/- 0.457 | dlogz: 4.895 > 0.109
iter: 2230 | bound: 19 | nc: 39 | ncall: 76906 | eff(%): 2.900 | loglstar: -inf < -7.330 < inf | logz: -29.736 +/- 0.457 | dlogz: 4.873 > 0.109
iter: 2231 | bound: 19 | nc: 39 | ncall: 76945 | eff(%): 2.899 | loglstar: -inf < -7.325 < inf | logz: -29.724 +/- 0.457 | dlogz: 4.851 > 0.109
iter: 2232 | bound: 19 | nc: 39 | ncall: 76984 | eff(%): 2.899 | loglstar: -inf < -7.310 < inf | logz: -29.712 +/- 0.457 | dlogz: 4.829 > 0.109
iter: 2233 | bound: 20 | nc: 39 | ncall: 77023 | eff(%): 2.899 | loglstar: -inf < -7.283 < inf | logz: -29.700 +/- 0.457 | dlogz: 4.807 > 0.109
iter: 2234 | bound: 20 | nc: 39 | ncall: 77062 | eff(%): 2.899 | loglstar: -inf < -7.264 < inf | logz: -29.688 +/- 0.457 | dlogz: 4.946 > 0.109
iter: 2235 | bound: 20 | nc: 39 | ncall: 77101 | eff(%): 2.899 | loglstar: -inf < -7.262 < inf | logz: -29.676 +/- 0.457 | dlogz: 4.925 > 0.109
iter: 2236 | bound: 20 | nc: 39 | ncall: 77140 | eff(%): 2.899 | loglstar: -inf < -7.218 < inf | logz: -29.664 +/- 0.457 | dlogz: 4.903 > 0.109
iter: 2237 | bound: 20 | nc: 39 | ncall: 77179 | eff(%): 2.898 | loglstar: -inf < -7.192 < inf | logz: -29.652 +/- 0.457 | dlogz: 4.881 > 0.109
iter: 2238 | bound: 20 | nc: 39 | ncall: 77218 | eff(%): 2.898 | loglstar: -inf < -7.182 < inf | logz: -29.640 +/- 0.457 | dlogz: 4.859 > 0.109
iter: 2239 | bound: 20 | nc: 39 | ncall: 77257 | eff(%): 2.898 | loglstar: -inf < -7.154 < inf | logz: -29.628 +/- 0.457 | dlogz: 4.837 > 0.109
iter: 2240 | bound: 20 | nc: 39 | ncall: 77296 | eff(%): 2.898 | loglstar: -inf < -7.151 < inf | logz: -29.616 +/- 0.457 | dlogz: 4.816 > 0.109
iter: 2241 | bound: 20 | nc: 39 | ncall: 77335 | eff(%): 2.898 | loglstar: -inf < -7.142 < inf | logz: -29.604 +/- 0.457 | dlogz: 4.794 > 0.109
iter: 2242 | bound: 20 | nc: 39 | ncall: 77374 | eff(%): 2.898 | loglstar: -inf < -7.135 < inf | logz: -29.593 +/- 0.457 | dlogz: 4.772 > 0.109
iter: 2243 | bound: 20 | nc: 39 | ncall: 77413 | eff(%): 2.897 | loglstar: -inf < -7.090 < inf | logz: -29.581 +/- 0.458 | dlogz: 4.751 > 0.109
iter: 2244 | bound: 20 | nc: 39 | ncall: 77452 | eff(%): 2.897 | loglstar: -inf < -7.081 < inf | logz: -29.569 +/- 0.458 | dlogz: 4.730 > 0.109
iter: 2245 | bound: 20 | nc: 39 | ncall: 77491 | eff(%): 2.897 | loglstar: -inf < -7.072 < inf | logz: -29.558 +/- 0.458 | dlogz: 4.708 > 0.109
iter: 2246 | bound: 20 | nc: 39 | ncall: 77530 | eff(%): 2.897 | loglstar: -inf < -7.052 < inf | logz: -29.546 +/- 0.458 | dlogz: 4.687 > 0.109
iter: 2247 | bound: 20 | nc: 39 | ncall: 77569 | eff(%): 2.897 | loglstar: -inf < -7.048 < inf | logz: -29.535 +/- 0.458 | dlogz: 4.665 > 0.109
iter: 2248 | bound: 20 | nc: 39 | ncall: 77608 | eff(%): 2.897 | loglstar: -inf < -7.025 < inf | logz: -29.523 +/- 0.458 | dlogz: 4.644 > 0.109
iter: 2249 | bound: 20 | nc: 39 | ncall: 77647 | eff(%): 2.896 | loglstar: -inf < -7.000 < inf | logz: -29.512 +/- 0.458 | dlogz: 4.623 > 0.109
iter: 2250 | bound: 20 | nc: 39 | ncall: 77686 | eff(%): 2.896 | loglstar: -inf < -6.996 < inf | logz: -29.501 +/- 0.458 | dlogz: 4.602 > 0.109
iter: 2251 | bound: 20 | nc: 39 | ncall: 77725 | eff(%): 2.896 | loglstar: -inf < -6.992 < inf | logz: -29.490 +/- 0.458 | dlogz: 4.581 > 0.109
iter: 2252 | bound: 20 | nc: 39 | ncall: 77764 | eff(%): 2.896 | loglstar: -inf < -6.983 < inf | logz: -29.479 +/- 0.458 | dlogz: 4.560 > 0.109
iter: 2253 | bound: 20 | nc: 39 | ncall: 77803 | eff(%): 2.896 | loglstar: -inf < -6.963 < inf | logz: -29.468 +/- 0.458 | dlogz: 4.540 > 0.109
iter: 2254 | bound: 20 | nc: 39 | ncall: 77842 | eff(%): 2.896 | loglstar: -inf < -6.961 < inf | logz: -29.457 +/- 0.458 | dlogz: 4.519 > 0.109
iter: 2255 | bound: 20 | nc: 39 | ncall: 77881 | eff(%): 2.895 | loglstar: -inf < -6.941 < inf | logz: -29.447 +/- 0.458 | dlogz: 4.499 > 0.109
iter: 2256 | bound: 20 | nc: 39 | ncall: 77920 | eff(%): 2.895 | loglstar: -inf < -6.910 < inf | logz: -29.436 +/- 0.458 | dlogz: 4.478 > 0.109
iter: 2257 | bound: 20 | nc: 39 | ncall: 77959 | eff(%): 2.895 | loglstar: -inf < -6.878 < inf | logz: -29.425 +/- 0.458 | dlogz: 4.458 > 0.109
iter: 2258 | bound: 20 | nc: 39 | ncall: 77998 | eff(%): 2.895 | loglstar: -inf < -6.829 < inf | logz: -29.414 +/- 0.458 | dlogz: 4.438 > 0.109
iter: 2259 | bound: 20 | nc: 39 | ncall: 78037 | eff(%): 2.895 | loglstar: -inf < -6.813 < inf | logz: -29.403 +/- 0.458 | dlogz: 4.417 > 0.109
iter: 2260 | bound: 20 | nc: 39 | ncall: 78076 | eff(%): 2.895 | loglstar: -inf < -6.811 < inf | logz: -29.392 +/- 0.458 | dlogz: 4.396 > 0.109
iter: 2261 | bound: 20 | nc: 39 | ncall: 78115 | eff(%): 2.894 | loglstar: -inf < -6.800 < inf | logz: -29.381 +/- 0.458 | dlogz: 4.375 > 0.109
iter: 2262 | bound: 20 | nc: 39 | ncall: 78154 | eff(%): 2.894 | loglstar: -inf < -6.793 < inf | logz: -29.370 +/- 0.458 | dlogz: 4.355 > 0.109
iter: 2263 | bound: 20 | nc: 39 | ncall: 78193 | eff(%): 2.894 | loglstar: -inf < -6.773 < inf | logz: -29.360 +/- 0.459 | dlogz: 4.334 > 0.109
iter: 2264 | bound: 20 | nc: 39 | ncall: 78232 | eff(%): 2.894 | loglstar: -inf < -6.767 < inf | logz: -29.349 +/- 0.459 | dlogz: 4.314 > 0.109
iter: 2265 | bound: 20 | nc: 39 | ncall: 78271 | eff(%): 2.894 | loglstar: -inf < -6.766 < inf | logz: -29.339 +/- 0.459 | dlogz: 4.294 > 0.109
iter: 2266 | bound: 20 | nc: 39 | ncall: 78310 | eff(%): 2.894 | loglstar: -inf < -6.755 < inf | logz: -29.329 +/- 0.459 | dlogz: 4.274 > 0.109
iter: 2267 | bound: 20 | nc: 39 | ncall: 78349 | eff(%): 2.893 | loglstar: -inf < -6.731 < inf | logz: -29.318 +/- 0.459 | dlogz: 4.254 > 0.109
iter: 2268 | bound: 20 | nc: 39 | ncall: 78388 | eff(%): 2.893 | loglstar: -inf < -6.722 < inf | logz: -29.308 +/- 0.459 | dlogz: 4.234 > 0.109
iter: 2269 | bound: 20 | nc: 39 | ncall: 78427 | eff(%): 2.893 | loglstar: -inf < -6.709 < inf | logz: -29.298 +/- 0.459 | dlogz: 4.214 > 0.109
iter: 2270 | bound: 20 | nc: 39 | ncall: 78466 | eff(%): 2.893 | loglstar: -inf < -6.705 < inf | logz: -29.288 +/- 0.459 | dlogz: 4.194 > 0.109
iter: 2271 | bound: 20 | nc: 39 | ncall: 78505 | eff(%): 2.893 | loglstar: -inf < -6.698 < inf | logz: -29.278 +/- 0.459 | dlogz: 4.175 > 0.109
iter: 2272 | bound: 20 | nc: 39 | ncall: 78544 | eff(%): 2.893 | loglstar: -inf < -6.669 < inf | logz: -29.269 +/- 0.459 | dlogz: 4.155 > 0.109
iter: 2273 | bound: 20 | nc: 39 | ncall: 78583 | eff(%): 2.892 | loglstar: -inf < -6.661 < inf | logz: -29.259 +/- 0.459 | dlogz: 4.136 > 0.109
iter: 2274 | bound: 20 | nc: 39 | ncall: 78622 | eff(%): 2.892 | loglstar: -inf < -6.658 < inf | logz: -29.249 +/- 0.459 | dlogz: 4.116 > 0.109
iter: 2275 | bound: 20 | nc: 39 | ncall: 78661 | eff(%): 2.892 | loglstar: -inf < -6.631 < inf | logz: -29.240 +/- 0.459 | dlogz: 4.097 > 0.109
iter: 2276 | bound: 20 | nc: 39 | ncall: 78700 | eff(%): 2.892 | loglstar: -inf < -6.624 < inf | logz: -29.230 +/- 0.459 | dlogz: 4.078 > 0.109
iter: 2277 | bound: 20 | nc: 39 | ncall: 78739 | eff(%): 2.892 | loglstar: -inf < -6.611 < inf | logz: -29.220 +/- 0.459 | dlogz: 4.059 > 0.109
iter: 2278 | bound: 20 | nc: 39 | ncall: 78778 | eff(%): 2.892 | loglstar: -inf < -6.590 < inf | logz: -29.211 +/- 0.459 | dlogz: 4.040 > 0.109
iter: 2279 | bound: 20 | nc: 39 | ncall: 78817 | eff(%): 2.892 | loglstar: -inf < -6.585 < inf | logz: -29.202 +/- 0.459 | dlogz: 4.021 > 0.109
iter: 2280 | bound: 20 | nc: 39 | ncall: 78856 | eff(%): 2.891 | loglstar: -inf < -6.582 < inf | logz: -29.192 +/- 0.459 | dlogz: 4.002 > 0.109
iter: 2281 | bound: 20 | nc: 39 | ncall: 78895 | eff(%): 2.891 | loglstar: -inf < -6.577 < inf | logz: -29.183 +/- 0.459 | dlogz: 4.439 > 0.109
iter: 2282 | bound: 20 | nc: 39 | ncall: 78934 | eff(%): 2.891 | loglstar: -inf < -6.567 < inf | logz: -29.174 +/- 0.459 | dlogz: 4.420 > 0.109
iter: 2283 | bound: 20 | nc: 39 | ncall: 78973 | eff(%): 2.891 | loglstar: -inf < -6.557 < inf | logz: -29.165 +/- 0.459 | dlogz: 4.401 > 0.109
iter: 2284 | bound: 20 | nc: 39 | ncall: 79012 | eff(%): 2.891 | loglstar: -inf < -6.554 < inf | logz: -29.156 +/- 0.459 | dlogz: 4.382 > 0.109
iter: 2285 | bound: 20 | nc: 39 | ncall: 79051 | eff(%): 2.891 | loglstar: -inf < -6.539 < inf | logz: -29.148 +/- 0.459 | dlogz: 4.364 > 0.109
iter: 2286 | bound: 20 | nc: 39 | ncall: 79090 | eff(%): 2.890 | loglstar: -inf < -6.513 < inf | logz: -29.139 +/- 0.459 | dlogz: 4.345 > 0.109
iter: 2287 | bound: 20 | nc: 39 | ncall: 79129 | eff(%): 2.890 | loglstar: -inf < -6.512 < inf | logz: -29.130 +/- 0.460 | dlogz: 4.327 > 0.109
iter: 2288 | bound: 20 | nc: 39 | ncall: 79168 | eff(%): 2.890 | loglstar: -inf < -6.489 < inf | logz: -29.121 +/- 0.460 | dlogz: 4.308 > 0.109
iter: 2289 | bound: 20 | nc: 39 | ncall: 79207 | eff(%): 2.890 | loglstar: -inf < -6.488 < inf | logz: -29.113 +/- 0.460 | dlogz: 4.290 > 0.109
iter: 2290 | bound: 20 | nc: 39 | ncall: 79246 | eff(%): 2.890 | loglstar: -inf < -6.486 < inf | logz: -29.104 +/- 0.460 | dlogz: 4.272 > 0.109
iter: 2291 | bound: 20 | nc: 39 | ncall: 79285 | eff(%): 2.890 | loglstar: -inf < -6.455 < inf | logz: -29.096 +/- 0.460 | dlogz: 4.254 > 0.109
iter: 2292 | bound: 20 | nc: 39 | ncall: 79324 | eff(%): 2.889 | loglstar: -inf < -6.454 < inf | logz: -29.087 +/- 0.460 | dlogz: 4.235 > 0.109
iter: 2293 | bound: 20 | nc: 39 | ncall: 79363 | eff(%): 2.889 | loglstar: -inf < -6.445 < inf | logz: -29.079 +/- 0.460 | dlogz: 4.217 > 0.109
iter: 2294 | bound: 20 | nc: 39 | ncall: 79402 | eff(%): 2.889 | loglstar: -inf < -6.436 < inf | logz: -29.071 +/- 0.460 | dlogz: 4.199 > 0.109
iter: 2295 | bound: 20 | nc: 39 | ncall: 79441 | eff(%): 2.889 | loglstar: -inf < -6.424 < inf | logz: -29.063 +/- 0.460 | dlogz: 4.181 > 0.109
iter: 2296 | bound: 20 | nc: 39 | ncall: 79480 | eff(%): 2.889 | loglstar: -inf < -6.414 < inf | logz: -29.055 +/- 0.460 | dlogz: 4.164 > 0.109
iter: 2297 | bound: 20 | nc: 39 | ncall: 79519 | eff(%): 2.889 | loglstar: -inf < -6.399 < inf | logz: -29.047 +/- 0.460 | dlogz: 4.146 > 0.109
iter: 2298 | bound: 20 | nc: 39 | ncall: 79558 | eff(%): 2.888 | loglstar: -inf < -6.349 < inf | logz: -29.038 +/- 0.460 | dlogz: 4.128 > 0.109
iter: 2299 | bound: 20 | nc: 39 | ncall: 79597 | eff(%): 2.888 | loglstar: -inf < -6.341 < inf | logz: -29.030 +/- 0.460 | dlogz: 4.110 > 0.109
iter: 2300 | bound: 20 | nc: 39 | ncall: 79636 | eff(%): 2.888 | loglstar: -inf < -6.339 < inf | logz: -29.022 +/- 0.460 | dlogz: 4.092 > 0.109
iter: 2301 | bound: 20 | nc: 39 | ncall: 79675 | eff(%): 2.888 | loglstar: -inf < -6.323 < inf | logz: -29.014 +/- 0.460 | dlogz: 4.074 > 0.109
iter: 2302 | bound: 20 | nc: 39 | ncall: 79714 | eff(%): 2.888 | loglstar: -inf < -6.308 < inf | logz: -29.006 +/- 0.460 | dlogz: 4.057 > 0.109
iter: 2303 | bound: 20 | nc: 39 | ncall: 79753 | eff(%): 2.888 | loglstar: -inf < -6.290 < inf | logz: -28.998 +/- 0.460 | dlogz: 4.039 > 0.109
iter: 2304 | bound: 20 | nc: 39 | ncall: 79792 | eff(%): 2.888 | loglstar: -inf < -6.290 < inf | logz: -28.990 +/- 0.460 | dlogz: 4.021 > 0.109
iter: 2305 | bound: 20 | nc: 39 | ncall: 79831 | eff(%): 2.887 | loglstar: -inf < -6.281 < inf | logz: -28.982 +/- 0.460 | dlogz: 4.004 > 0.109
iter: 2306 | bound: 20 | nc: 39 | ncall: 79870 | eff(%): 2.887 | loglstar: -inf < -6.254 < inf | logz: -28.974 +/- 0.460 | dlogz: 3.986 > 0.109
iter: 2307 | bound: 20 | nc: 39 | ncall: 79909 | eff(%): 2.887 | loglstar: -inf < -6.248 < inf | logz: -28.966 +/- 0.460 | dlogz: 3.969 > 0.109
iter: 2308 | bound: 20 | nc: 39 | ncall: 79948 | eff(%): 2.887 | loglstar: -inf < -6.240 < inf | logz: -28.958 +/- 0.460 | dlogz: 3.951 > 0.109
iter: 2309 | bound: 20 | nc: 39 | ncall: 79987 | eff(%): 2.887 | loglstar: -inf < -6.223 < inf | logz: -28.950 +/- 0.460 | dlogz: 3.934 > 0.109
iter: 2310 | bound: 20 | nc: 39 | ncall: 80026 | eff(%): 2.887 | loglstar: -inf < -6.220 < inf | logz: -28.943 +/- 0.460 | dlogz: 3.916 > 0.109
iter: 2311 | bound: 20 | nc: 39 | ncall: 80065 | eff(%): 2.886 | loglstar: -inf < -6.215 < inf | logz: -28.935 +/- 0.460 | dlogz: 3.899 > 0.109
iter: 2312 | bound: 20 | nc: 39 | ncall: 80104 | eff(%): 2.886 | loglstar: -inf < -6.214 < inf | logz: -28.928 +/- 0.460 | dlogz: 3.882 > 0.109
iter: 2313 | bound: 20 | nc: 39 | ncall: 80143 | eff(%): 2.886 | loglstar: -inf < -6.199 < inf | logz: -28.920 +/- 0.460 | dlogz: 3.865 > 0.109
iter: 2314 | bound: 20 | nc: 39 | ncall: 80182 | eff(%): 2.886 | loglstar: -inf < -6.174 < inf | logz: -28.913 +/- 0.460 | dlogz: 3.848 > 0.109
iter: 2315 | bound: 20 | nc: 39 | ncall: 80221 | eff(%): 2.886 | loglstar: -inf < -6.154 < inf | logz: -28.905 +/- 0.460 | dlogz: 3.831 > 0.109
iter: 2316 | bound: 20 | nc: 39 | ncall: 80260 | eff(%): 2.886 | loglstar: -inf < -6.146 < inf | logz: -28.898 +/- 0.461 | dlogz: 3.814 > 0.109
iter: 2317 | bound: 20 | nc: 39 | ncall: 80299 | eff(%): 2.885 | loglstar: -inf < -6.143 < inf | logz: -28.891 +/- 0.461 | dlogz: 3.797 > 0.109
iter: 2318 | bound: 20 | nc: 39 | ncall: 80338 | eff(%): 2.885 | loglstar: -inf < -6.139 < inf | logz: -28.883 +/- 0.461 | dlogz: 3.780 > 0.109
iter: 2319 | bound: 20 | nc: 39 | ncall: 80377 | eff(%): 2.885 | loglstar: -inf < -6.131 < inf | logz: -28.876 +/- 0.461 | dlogz: 3.763 > 0.109
iter: 2320 | bound: 20 | nc: 39 | ncall: 80416 | eff(%): 2.885 | loglstar: -inf < -6.123 < inf | logz: -28.869 +/- 0.461 | dlogz: 3.746 > 0.109
iter: 2321 | bound: 20 | nc: 39 | ncall: 80455 | eff(%): 2.885 | loglstar: -inf < -6.106 < inf | logz: -28.862 +/- 0.461 | dlogz: 4.646 > 0.109
iter: 2322 | bound: 20 | nc: 39 | ncall: 80494 | eff(%): 2.885 | loglstar: -inf < -6.095 < inf | logz: -28.855 +/- 0.461 | dlogz: 4.629 > 0.109
iter: 2323 | bound: 20 | nc: 39 | ncall: 80533 | eff(%): 2.885 | loglstar: -inf < -6.085 < inf | logz: -28.848 +/- 0.461 | dlogz: 4.612 > 0.109
iter: 2324 | bound: 20 | nc: 39 | ncall: 80572 | eff(%): 2.884 | loglstar: -inf < -6.076 < inf | logz: -28.841 +/- 0.461 | dlogz: 4.595 > 0.109
iter: 2325 | bound: 20 | nc: 39 | ncall: 80611 | eff(%): 2.884 | loglstar: -inf < -6.066 < inf | logz: -28.834 +/- 0.461 | dlogz: 4.578 > 0.109
iter: 2326 | bound: 20 | nc: 39 | ncall: 80650 | eff(%): 2.884 | loglstar: -inf < -6.061 < inf | logz: -28.827 +/- 0.461 | dlogz: 4.562 > 0.109
iter: 2327 | bound: 20 | nc: 39 | ncall: 80689 | eff(%): 2.884 | loglstar: -inf < -6.058 < inf | logz: -28.820 +/- 0.461 | dlogz: 4.545 > 0.109
iter: 2328 | bound: 20 | nc: 39 | ncall: 80728 | eff(%): 2.884 | loglstar: -inf < -6.055 < inf | logz: -28.814 +/- 0.461 | dlogz: 4.529 > 0.109
iter: 2329 | bound: 20 | nc: 39 | ncall: 80767 | eff(%): 2.884 | loglstar: -inf < -6.032 < inf | logz: -28.807 +/- 0.461 | dlogz: 4.512 > 0.109
iter: 2330 | bound: 20 | nc: 39 | ncall: 80806 | eff(%): 2.883 | loglstar: -inf < -6.021 < inf | logz: -28.801 +/- 0.461 | dlogz: 4.496 > 0.109
iter: 2331 | bound: 20 | nc: 39 | ncall: 80845 | eff(%): 2.883 | loglstar: -inf < -6.019 < inf | logz: -28.794 +/- 0.461 | dlogz: 4.479 > 0.109
iter: 2332 | bound: 20 | nc: 39 | ncall: 80884 | eff(%): 2.883 | loglstar: -inf < -6.017 < inf | logz: -28.787 +/- 0.461 | dlogz: 4.463 > 0.109
iter: 2333 | bound: 21 | nc: 39 | ncall: 80923 | eff(%): 2.883 | loglstar: -inf < -5.999 < inf | logz: -28.781 +/- 0.461 | dlogz: 4.447 > 0.109
iter: 2334 | bound: 21 | nc: 39 | ncall: 80962 | eff(%): 2.883 | loglstar: -inf < -5.993 < inf | logz: -28.775 +/- 0.461 | dlogz: 4.431 > 0.109
iter: 2335 | bound: 21 | nc: 39 | ncall: 81001 | eff(%): 2.883 | loglstar: -inf < -5.990 < inf | logz: -28.768 +/- 0.461 | dlogz: 4.414 > 0.109
iter: 2336 | bound: 21 | nc: 39 | ncall: 81040 | eff(%): 2.883 | loglstar: -inf < -5.966 < inf | logz: -28.762 +/- 0.461 | dlogz: 4.398 > 0.109
iter: 2337 | bound: 21 | nc: 39 | ncall: 81079 | eff(%): 2.882 | loglstar: -inf < -5.949 < inf | logz: -28.756 +/- 0.461 | dlogz: 4.382 > 0.109
iter: 2338 | bound: 21 | nc: 39 | ncall: 81118 | eff(%): 2.882 | loglstar: -inf < -5.944 < inf | logz: -28.749 +/- 0.461 | dlogz: 4.366 > 0.109
iter: 2339 | bound: 21 | nc: 39 | ncall: 81157 | eff(%): 2.882 | loglstar: -inf < -5.836 < inf | logz: -28.743 +/- 0.461 | dlogz: 4.350 > 0.109
iter: 2340 | bound: 21 | nc: 39 | ncall: 81196 | eff(%): 2.882 | loglstar: -inf < -5.816 < inf | logz: -28.736 +/- 0.461 | dlogz: 4.334 > 0.109
iter: 2341 | bound: 21 | nc: 39 | ncall: 81235 | eff(%): 2.882 | loglstar: -inf < -5.807 < inf | logz: -28.729 +/- 0.461 | dlogz: 4.317 > 0.109
iter: 2342 | bound: 21 | nc: 39 | ncall: 81274 | eff(%): 2.882 | loglstar: -inf < -5.802 < inf | logz: -28.722 +/- 0.461 | dlogz: 4.301 > 0.109
iter: 2343 | bound: 21 | nc: 39 | ncall: 81313 | eff(%): 2.881 | loglstar: -inf < -5.796 < inf | logz: -28.715 +/- 0.461 | dlogz: 4.284 > 0.109
iter: 2344 | bound: 21 | nc: 39 | ncall: 81352 | eff(%): 2.881 | loglstar: -inf < -5.754 < inf | logz: -28.709 +/- 0.461 | dlogz: 4.268 > 0.109
iter: 2345 | bound: 21 | nc: 39 | ncall: 81391 | eff(%): 2.881 | loglstar: -inf < -5.711 < inf | logz: -28.702 +/- 0.461 | dlogz: 4.251 > 0.109
iter: 2346 | bound: 21 | nc: 39 | ncall: 81430 | eff(%): 2.881 | loglstar: -inf < -5.711 < inf | logz: -28.695 +/- 0.461 | dlogz: 4.234 > 0.109
iter: 2347 | bound: 21 | nc: 39 | ncall: 81469 | eff(%): 2.881 | loglstar: -inf < -5.707 < inf | logz: -28.688 +/- 0.462 | dlogz: 4.218 > 0.109
iter: 2348 | bound: 21 | nc: 39 | ncall: 81508 | eff(%): 2.881 | loglstar: -inf < -5.704 < inf | logz: -28.681 +/- 0.462 | dlogz: 4.201 > 0.109
iter: 2349 | bound: 21 | nc: 39 | ncall: 81547 | eff(%): 2.881 | loglstar: -inf < -5.690 < inf | logz: -28.674 +/- 0.462 | dlogz: 4.185 > 0.109
iter: 2350 | bound: 21 | nc: 39 | ncall: 81586 | eff(%): 2.880 | loglstar: -inf < -5.662 < inf | logz: -28.668 +/- 0.462 | dlogz: 4.168 > 0.109
iter: 2351 | bound: 21 | nc: 39 | ncall: 81625 | eff(%): 2.880 | loglstar: -inf < -5.658 < inf | logz: -28.661 +/- 0.462 | dlogz: 4.152 > 0.109
iter: 2352 | bound: 21 | nc: 39 | ncall: 81664 | eff(%): 2.880 | loglstar: -inf < -5.642 < inf | logz: -28.654 +/- 0.462 | dlogz: 4.135 > 0.109
iter: 2353 | bound: 21 | nc: 39 | ncall: 81703 | eff(%): 2.880 | loglstar: -inf < -5.631 < inf | logz: -28.647 +/- 0.462 | dlogz: 4.119 > 0.109
iter: 2354 | bound: 21 | nc: 39 | ncall: 81742 | eff(%): 2.880 | loglstar: -inf < -5.622 < inf | logz: -28.641 +/- 0.462 | dlogz: 4.103 > 0.109
iter: 2355 | bound: 21 | nc: 39 | ncall: 81781 | eff(%): 2.880 | loglstar: -inf < -5.616 < inf | logz: -28.634 +/- 0.462 | dlogz: 4.086 > 0.109
iter: 2356 | bound: 21 | nc: 39 | ncall: 81820 | eff(%): 2.879 | loglstar: -inf < -5.594 < inf | logz: -28.628 +/- 0.462 | dlogz: 4.070 > 0.109
iter: 2357 | bound: 21 | nc: 39 | ncall: 81859 | eff(%): 2.879 | loglstar: -inf < -5.585 < inf | logz: -28.621 +/- 0.462 | dlogz: 4.054 > 0.109
iter: 2358 | bound: 21 | nc: 39 | ncall: 81898 | eff(%): 2.879 | loglstar: -inf < -5.518 < inf | logz: -28.614 +/- 0.462 | dlogz: 4.037 > 0.109
iter: 2359 | bound: 21 | nc: 39 | ncall: 81937 | eff(%): 2.879 | loglstar: -inf < -5.507 < inf | logz: -28.607 +/- 0.462 | dlogz: 4.021 > 0.109
iter: 2360 | bound: 21 | nc: 39 | ncall: 81976 | eff(%): 2.879 | loglstar: -inf < -5.463 < inf | logz: -28.600 +/- 0.462 | dlogz: 4.005 > 0.109
iter: 2361 | bound: 21 | nc: 39 | ncall: 82015 | eff(%): 2.879 | loglstar: -inf < -5.443 < inf | logz: -28.593 +/- 0.462 | dlogz: 3.988 > 0.109
iter: 2362 | bound: 21 | nc: 39 | ncall: 82054 | eff(%): 2.879 | loglstar: -inf < -5.427 < inf | logz: -28.586 +/- 0.462 | dlogz: 3.971 > 0.109
iter: 2363 | bound: 21 | nc: 39 | ncall: 82093 | eff(%): 2.878 | loglstar: -inf < -5.427 < inf | logz: -28.579 +/- 0.462 | dlogz: 3.955 > 0.109
iter: 2364 | bound: 21 | nc: 39 | ncall: 82132 | eff(%): 2.878 | loglstar: -inf < -5.426 < inf | logz: -28.573 +/- 0.462 | dlogz: 3.938 > 0.109
iter: 2365 | bound: 21 | nc: 39 | ncall: 82171 | eff(%): 2.878 | loglstar: -inf < -5.418 < inf | logz: -28.566 +/- 0.462 | dlogz: 3.922 > 0.109
iter: 2366 | bound: 21 | nc: 39 | ncall: 82210 | eff(%): 2.878 | loglstar: -inf < -5.401 < inf | logz: -28.559 +/- 0.462 | dlogz: 3.905 > 0.109
iter: 2367 | bound: 21 | nc: 39 | ncall: 82249 | eff(%): 2.878 | loglstar: -inf < -5.383 < inf | logz: -28.552 +/- 0.462 | dlogz: 3.889 > 0.109
iter: 2368 | bound: 21 | nc: 39 | ncall: 82288 | eff(%): 2.878 | loglstar: -inf < -5.360 < inf | logz: -28.545 +/- 0.462 | dlogz: 3.872 > 0.109
iter: 2369 | bound: 21 | nc: 39 | ncall: 82327 | eff(%): 2.878 | loglstar: -inf < -5.349 < inf | logz: -28.539 +/- 0.462 | dlogz: 3.856 > 0.109
iter: 2370 | bound: 21 | nc: 39 | ncall: 82366 | eff(%): 2.877 | loglstar: -inf < -5.315 < inf | logz: -28.532 +/- 0.463 | dlogz: 3.840 > 0.109
iter: 2371 | bound: 21 | nc: 39 | ncall: 82405 | eff(%): 2.877 | loglstar: -inf < -5.223 < inf | logz: -28.525 +/- 0.463 | dlogz: 3.823 > 0.109
iter: 2372 | bound: 21 | nc: 39 | ncall: 82444 | eff(%): 2.877 | loglstar: -inf < -5.221 < inf | logz: -28.517 +/- 0.463 | dlogz: 3.807 > 0.109
iter: 2373 | bound: 21 | nc: 39 | ncall: 82483 | eff(%): 2.877 | loglstar: -inf < -5.206 < inf | logz: -28.510 +/- 0.463 | dlogz: 3.790 > 0.109
iter: 2374 | bound: 21 | nc: 39 | ncall: 82522 | eff(%): 2.877 | loglstar: -inf < -5.198 < inf | logz: -28.503 +/- 0.463 | dlogz: 3.773 > 0.109
iter: 2375 | bound: 21 | nc: 39 | ncall: 82561 | eff(%): 2.877 | loglstar: -inf < -5.194 < inf | logz: -28.496 +/- 0.463 | dlogz: 3.756 > 0.109
iter: 2376 | bound: 21 | nc: 39 | ncall: 82600 | eff(%): 2.877 | loglstar: -inf < -5.143 < inf | logz: -28.488 +/- 0.463 | dlogz: 3.739 > 0.109
iter: 2377 | bound: 21 | nc: 39 | ncall: 82639 | eff(%): 2.876 | loglstar: -inf < -5.122 < inf | logz: -28.481 +/- 0.463 | dlogz: 3.722 > 0.109
iter: 2378 | bound: 21 | nc: 39 | ncall: 82678 | eff(%): 2.876 | loglstar: -inf < -5.117 < inf | logz: -28.474 +/- 0.463 | dlogz: 3.705 > 0.109
iter: 2379 | bound: 21 | nc: 39 | ncall: 82717 | eff(%): 2.876 | loglstar: -inf < -5.090 < inf | logz: -28.466 +/- 0.463 | dlogz: 3.689 > 0.109
iter: 2380 | bound: 21 | nc: 39 | ncall: 82756 | eff(%): 2.876 | loglstar: -inf < -5.075 < inf | logz: -28.459 +/- 0.463 | dlogz: 3.672 > 0.109
iter: 2381 | bound: 21 | nc: 39 | ncall: 82795 | eff(%): 2.876 | loglstar: -inf < -5.074 < inf | logz: -28.451 +/- 0.463 | dlogz: 3.655 > 0.109
iter: 2382 | bound: 21 | nc: 39 | ncall: 82834 | eff(%): 2.876 | loglstar: -inf < -5.048 < inf | logz: -28.444 +/- 0.463 | dlogz: 3.638 > 0.109
iter: 2383 | bound: 21 | nc: 39 | ncall: 82873 | eff(%): 2.875 | loglstar: -inf < -5.037 < inf | logz: -28.437 +/- 0.463 | dlogz: 3.621 > 0.109
iter: 2384 | bound: 21 | nc: 39 | ncall: 82912 | eff(%): 2.875 | loglstar: -inf < -5.027 < inf | logz: -28.430 +/- 0.463 | dlogz: 3.604 > 0.109
iter: 2385 | bound: 21 | nc: 39 | ncall: 82951 | eff(%): 2.875 | loglstar: -inf < -5.016 < inf | logz: -28.422 +/- 0.463 | dlogz: 3.588 > 0.109
iter: 2386 | bound: 21 | nc: 39 | ncall: 82990 | eff(%): 2.875 | loglstar: -inf < -5.011 < inf | logz: -28.415 +/- 0.464 | dlogz: 3.571 > 0.109
iter: 2387 | bound: 21 | nc: 39 | ncall: 83029 | eff(%): 2.875 | loglstar: -inf < -4.993 < inf | logz: -28.408 +/- 0.464 | dlogz: 3.555 > 0.109
iter: 2388 | bound: 21 | nc: 39 | ncall: 83068 | eff(%): 2.875 | loglstar: -inf < -4.970 < inf | logz: -28.401 +/- 0.464 | dlogz: 3.538 > 0.109
iter: 2389 | bound: 21 | nc: 39 | ncall: 83107 | eff(%): 2.875 | loglstar: -inf < -4.965 < inf | logz: -28.394 +/- 0.464 | dlogz: 3.521 > 0.109
iter: 2390 | bound: 21 | nc: 39 | ncall: 83146 | eff(%): 2.874 | loglstar: -inf < -4.954 < inf | logz: -28.387 +/- 0.464 | dlogz: 3.505 > 0.109
iter: 2391 | bound: 21 | nc: 39 | ncall: 83185 | eff(%): 2.874 | loglstar: -inf < -4.951 < inf | logz: -28.380 +/- 0.464 | dlogz: 3.488 > 0.109
iter: 2392 | bound: 21 | nc: 39 | ncall: 83224 | eff(%): 2.874 | loglstar: -inf < -4.945 < inf | logz: -28.373 +/- 0.464 | dlogz: 3.472 > 0.109
iter: 2393 | bound: 21 | nc: 39 | ncall: 83263 | eff(%): 2.874 | loglstar: -inf < -4.929 < inf | logz: -28.366 +/- 0.464 | dlogz: 3.456 > 0.109
iter: 2394 | bound: 21 | nc: 39 | ncall: 83302 | eff(%): 2.874 | loglstar: -inf < -4.929 < inf | logz: -28.360 +/- 0.464 | dlogz: 3.439 > 0.109
iter: 2395 | bound: 21 | nc: 39 | ncall: 83341 | eff(%): 2.874 | loglstar: -inf < -4.916 < inf | logz: -28.353 +/- 0.464 | dlogz: 3.423 > 0.109
iter: 2396 | bound: 21 | nc: 39 | ncall: 83380 | eff(%): 2.874 | loglstar: -inf < -4.916 < inf | logz: -28.346 +/- 0.464 | dlogz: 3.407 > 0.109
iter: 2397 | bound: 21 | nc: 39 | ncall: 83419 | eff(%): 2.873 | loglstar: -inf < -4.913 < inf | logz: -28.340 +/- 0.464 | dlogz: 3.391 > 0.109
iter: 2398 | bound: 21 | nc: 39 | ncall: 83458 | eff(%): 2.873 | loglstar: -inf < -4.910 < inf | logz: -28.333 +/- 0.464 | dlogz: 3.375 > 0.109
iter: 2399 | bound: 21 | nc: 39 | ncall: 83497 | eff(%): 2.873 | loglstar: -inf < -4.907 < inf | logz: -28.327 +/- 0.464 | dlogz: 3.359 > 0.109
iter: 2400 | bound: 21 | nc: 39 | ncall: 83536 | eff(%): 2.873 | loglstar: -inf < -4.886 < inf | logz: -28.321 +/- 0.464 | dlogz: 3.344 > 0.109
iter: 2401 | bound: 21 | nc: 39 | ncall: 83575 | eff(%): 2.873 | loglstar: -inf < -4.885 < inf | logz: -28.314 +/- 0.464 | dlogz: 3.328 > 0.109
iter: 2402 | bound: 21 | nc: 39 | ncall: 83614 | eff(%): 2.873 | loglstar: -inf < -4.881 < inf | logz: -28.308 +/- 0.464 | dlogz: 3.312 > 0.109
iter: 2403 | bound: 21 | nc: 39 | ncall: 83653 | eff(%): 2.873 | loglstar: -inf < -4.871 < inf | logz: -28.302 +/- 0.464 | dlogz: 3.297 > 0.109
iter: 2404 | bound: 21 | nc: 39 | ncall: 83692 | eff(%): 2.872 | loglstar: -inf < -4.863 < inf | logz: -28.296 +/- 0.465 | dlogz: 3.281 > 0.109
iter: 2405 | bound: 21 | nc: 39 | ncall: 83731 | eff(%): 2.872 | loglstar: -inf < -4.862 < inf | logz: -28.290 +/- 0.465 | dlogz: 3.266 > 0.109
iter: 2406 | bound: 21 | nc: 39 | ncall: 83770 | eff(%): 2.872 | loglstar: -inf < -4.855 < inf | logz: -28.284 +/- 0.465 | dlogz: 3.250 > 0.109
iter: 2407 | bound: 21 | nc: 39 | ncall: 83809 | eff(%): 2.872 | loglstar: -inf < -4.851 < inf | logz: -28.278 +/- 0.465 | dlogz: 3.235 > 0.109
iter: 2408 | bound: 21 | nc: 39 | ncall: 83848 | eff(%): 2.872 | loglstar: -inf < -4.846 < inf | logz: -28.272 +/- 0.465 | dlogz: 3.220 > 0.109
iter: 2409 | bound: 21 | nc: 39 | ncall: 83887 | eff(%): 2.872 | loglstar: -inf < -4.810 < inf | logz: -28.266 +/- 0.465 | dlogz: 3.205 > 0.109
iter: 2410 | bound: 21 | nc: 39 | ncall: 83926 | eff(%): 2.872 | loglstar: -inf < -4.789 < inf | logz: -28.260 +/- 0.465 | dlogz: 3.189 > 0.109
iter: 2411 | bound: 21 | nc: 39 | ncall: 83965 | eff(%): 2.871 | loglstar: -inf < -4.778 < inf | logz: -28.254 +/- 0.465 | dlogz: 3.174 > 0.109
iter: 2412 | bound: 21 | nc: 39 | ncall: 84004 | eff(%): 2.871 | loglstar: -inf < -4.774 < inf | logz: -28.248 +/- 0.465 | dlogz: 3.159 > 0.109
iter: 2413 | bound: 21 | nc: 39 | ncall: 84043 | eff(%): 2.871 | loglstar: -inf < -4.757 < inf | logz: -28.242 +/- 0.465 | dlogz: 3.144 > 0.109
iter: 2414 | bound: 21 | nc: 39 | ncall: 84082 | eff(%): 2.871 | loglstar: -inf < -4.756 < inf | logz: -28.237 +/- 0.465 | dlogz: 3.129 > 0.109
iter: 2415 | bound: 21 | nc: 39 | ncall: 84121 | eff(%): 2.871 | loglstar: -inf < -4.722 < inf | logz: -28.231 +/- 0.465 | dlogz: 3.114 > 0.109
iter: 2416 | bound: 21 | nc: 39 | ncall: 84160 | eff(%): 2.871 | loglstar: -inf < -4.720 < inf | logz: -28.225 +/- 0.465 | dlogz: 3.098 > 0.109
iter: 2417 | bound: 21 | nc: 39 | ncall: 84199 | eff(%): 2.871 | loglstar: -inf < -4.718 < inf | logz: -28.219 +/- 0.465 | dlogz: 3.083 > 0.109
iter: 2418 | bound: 21 | nc: 39 | ncall: 84238 | eff(%): 2.870 | loglstar: -inf < -4.714 < inf | logz: -28.213 +/- 0.465 | dlogz: 3.068 > 0.109
iter: 2419 | bound: 21 | nc: 39 | ncall: 84277 | eff(%): 2.870 | loglstar: -inf < -4.713 < inf | logz: -28.208 +/- 0.465 | dlogz: 3.053 > 0.109
iter: 2420 | bound: 21 | nc: 39 | ncall: 84316 | eff(%): 2.870 | loglstar: -inf < -4.711 < inf | logz: -28.202 +/- 0.465 | dlogz: 3.039 > 0.109
iter: 2421 | bound: 21 | nc: 39 | ncall: 84355 | eff(%): 2.870 | loglstar: -inf < -4.709 < inf | logz: -28.197 +/- 0.465 | dlogz: 3.024 > 0.109
iter: 2422 | bound: 21 | nc: 39 | ncall: 84394 | eff(%): 2.870 | loglstar: -inf < -4.701 < inf | logz: -28.191 +/- 0.465 | dlogz: 3.009 > 0.109
iter: 2423 | bound: 21 | nc: 39 | ncall: 84433 | eff(%): 2.870 | loglstar: -inf < -4.693 < inf | logz: -28.186 +/- 0.465 | dlogz: 2.995 > 0.109
iter: 2424 | bound: 21 | nc: 39 | ncall: 84472 | eff(%): 2.870 | loglstar: -inf < -4.690 < inf | logz: -28.181 +/- 0.465 | dlogz: 2.980 > 0.109
iter: 2425 | bound: 21 | nc: 39 | ncall: 84511 | eff(%): 2.869 | loglstar: -inf < -4.690 < inf | logz: -28.175 +/- 0.465 | dlogz: 2.966 > 0.109
iter: 2426 | bound: 21 | nc: 39 | ncall: 84550 | eff(%): 2.869 | loglstar: -inf < -4.683 < inf | logz: -28.170 +/- 0.465 | dlogz: 2.951 > 0.109
iter: 2427 | bound: 21 | nc: 39 | ncall: 84589 | eff(%): 2.869 | loglstar: -inf < -4.668 < inf | logz: -28.165 +/- 0.466 | dlogz: 2.937 > 0.109
iter: 2428 | bound: 21 | nc: 39 | ncall: 84628 | eff(%): 2.869 | loglstar: -inf < -4.663 < inf | logz: -28.160 +/- 0.466 | dlogz: 2.922 > 0.109
iter: 2429 | bound: 21 | nc: 39 | ncall: 84667 | eff(%): 2.869 | loglstar: -inf < -4.647 < inf | logz: -28.155 +/- 0.466 | dlogz: 2.908 > 0.109
iter: 2430 | bound: 21 | nc: 39 | ncall: 84706 | eff(%): 2.869 | loglstar: -inf < -4.596 < inf | logz: -28.150 +/- 0.466 | dlogz: 2.894 > 0.109
iter: 2431 | bound: 21 | nc: 39 | ncall: 84745 | eff(%): 2.869 | loglstar: -inf < -4.593 < inf | logz: -28.144 +/- 0.466 | dlogz: 2.880 > 0.109
iter: 2432 | bound: 21 | nc: 39 | ncall: 84784 | eff(%): 2.868 | loglstar: -inf < -4.586 < inf | logz: -28.139 +/- 0.466 | dlogz: 2.865 > 0.109
iter: 2433 | bound: 22 | nc: 39 | ncall: 84823 | eff(%): 2.868 | loglstar: -inf < -4.578 < inf | logz: -28.134 +/- 0.466 | dlogz: 2.851 > 0.109
iter: 2434 | bound: 22 | nc: 39 | ncall: 84862 | eff(%): 2.868 | loglstar: -inf < -4.572 < inf | logz: -28.129 +/- 0.466 | dlogz: 2.837 > 0.109
iter: 2435 | bound: 22 | nc: 39 | ncall: 84901 | eff(%): 2.868 | loglstar: -inf < -4.566 < inf | logz: -28.124 +/- 0.466 | dlogz: 2.823 > 0.109
iter: 2436 | bound: 22 | nc: 39 | ncall: 84940 | eff(%): 2.868 | loglstar: -inf < -4.561 < inf | logz: -28.119 +/- 0.466 | dlogz: 2.808 > 0.109
iter: 2437 | bound: 22 | nc: 39 | ncall: 84979 | eff(%): 2.868 | loglstar: -inf < -4.558 < inf | logz: -28.114 +/- 0.466 | dlogz: 2.794 > 0.109
iter: 2438 | bound: 22 | nc: 39 | ncall: 85018 | eff(%): 2.868 | loglstar: -inf < -4.551 < inf | logz: -28.109 +/- 0.466 | dlogz: 2.780 > 0.109
iter: 2439 | bound: 22 | nc: 39 | ncall: 85057 | eff(%): 2.867 | loglstar: -inf < -4.547 < inf | logz: -28.104 +/- 0.466 | dlogz: 2.766 > 0.109
iter: 2440 | bound: 22 | nc: 39 | ncall: 85096 | eff(%): 2.867 | loglstar: -inf < -4.545 < inf | logz: -28.099 +/- 0.466 | dlogz: 2.752 > 0.109
iter: 2441 | bound: 22 | nc: 39 | ncall: 85135 | eff(%): 2.867 | loglstar: -inf < -4.541 < inf | logz: -28.094 +/- 0.466 | dlogz: 2.739 > 0.109
iter: 2442 | bound: 22 | nc: 39 | ncall: 85174 | eff(%): 2.867 | loglstar: -inf < -4.536 < inf | logz: -28.089 +/- 0.466 | dlogz: 2.725 > 0.109
iter: 2443 | bound: 22 | nc: 39 | ncall: 85213 | eff(%): 2.867 | loglstar: -inf < -4.536 < inf | logz: -28.085 +/- 0.466 | dlogz: 2.711 > 0.109
iter: 2444 | bound: 22 | nc: 39 | ncall: 85252 | eff(%): 2.867 | loglstar: -inf < -4.519 < inf | logz: -28.080 +/- 0.466 | dlogz: 2.697 > 0.109
iter: 2445 | bound: 22 | nc: 39 | ncall: 85291 | eff(%): 2.867 | loglstar: -inf < -4.508 < inf | logz: -28.075 +/- 0.466 | dlogz: 2.684 > 0.109
iter: 2446 | bound: 22 | nc: 39 | ncall: 85330 | eff(%): 2.867 | loglstar: -inf < -4.498 < inf | logz: -28.071 +/- 0.466 | dlogz: 2.670 > 0.109
iter: 2447 | bound: 22 | nc: 39 | ncall: 85369 | eff(%): 2.866 | loglstar: -inf < -4.485 < inf | logz: -28.066 +/- 0.466 | dlogz: 2.657 > 0.109
iter: 2448 | bound: 22 | nc: 39 | ncall: 85408 | eff(%): 2.866 | loglstar: -inf < -4.481 < inf | logz: -28.062 +/- 0.466 | dlogz: 2.643 > 0.109
iter: 2449 | bound: 22 | nc: 39 | ncall: 85447 | eff(%): 2.866 | loglstar: -inf < -4.463 < inf | logz: -28.057 +/- 0.466 | dlogz: 2.630 > 0.109
iter: 2450 | bound: 22 | nc: 39 | ncall: 85486 | eff(%): 2.866 | loglstar: -inf < -4.461 < inf | logz: -28.052 +/- 0.466 | dlogz: 2.616 > 0.109
iter: 2451 | bound: 22 | nc: 39 | ncall: 85525 | eff(%): 2.866 | loglstar: -inf < -4.446 < inf | logz: -28.048 +/- 0.466 | dlogz: 2.603 > 0.109
iter: 2452 | bound: 22 | nc: 39 | ncall: 85564 | eff(%): 2.866 | loglstar: -inf < -4.427 < inf | logz: -28.043 +/- 0.466 | dlogz: 2.589 > 0.109
iter: 2453 | bound: 22 | nc: 39 | ncall: 85603 | eff(%): 2.866 | loglstar: -inf < -4.426 < inf | logz: -28.039 +/- 0.466 | dlogz: 2.576 > 0.109
iter: 2454 | bound: 22 | nc: 39 | ncall: 85642 | eff(%): 2.865 | loglstar: -inf < -4.394 < inf | logz: -28.034 +/- 0.467 | dlogz: 2.563 > 0.109
iter: 2455 | bound: 22 | nc: 39 | ncall: 85681 | eff(%): 2.865 | loglstar: -inf < -4.379 < inf | logz: -28.030 +/- 0.467 | dlogz: 2.549 > 0.109
iter: 2456 | bound: 22 | nc: 39 | ncall: 85720 | eff(%): 2.865 | loglstar: -inf < -4.366 < inf | logz: -28.025 +/- 0.467 | dlogz: 2.536 > 0.109
iter: 2457 | bound: 22 | nc: 39 | ncall: 85759 | eff(%): 2.865 | loglstar: -inf < -4.360 < inf | logz: -28.021 +/- 0.467 | dlogz: 2.523 > 0.109
iter: 2458 | bound: 22 | nc: 39 | ncall: 85798 | eff(%): 2.865 | loglstar: -inf < -4.352 < inf | logz: -28.016 +/- 0.467 | dlogz: 2.509 > 0.109
iter: 2459 | bound: 22 | nc: 39 | ncall: 85837 | eff(%): 2.865 | loglstar: -inf < -4.347 < inf | logz: -28.012 +/- 0.467 | dlogz: 2.496 > 0.109
iter: 2460 | bound: 22 | nc: 39 | ncall: 85876 | eff(%): 2.865 | loglstar: -inf < -4.326 < inf | logz: -28.007 +/- 0.467 | dlogz: 2.483 > 0.109
iter: 2461 | bound: 22 | nc: 39 | ncall: 85915 | eff(%): 2.864 | loglstar: -inf < -4.316 < inf | logz: -28.003 +/- 0.467 | dlogz: 2.470 > 0.109
iter: 2462 | bound: 22 | nc: 39 | ncall: 85954 | eff(%): 2.864 | loglstar: -inf < -4.308 < inf | logz: -27.998 +/- 0.467 | dlogz: 2.456 > 0.109
iter: 2463 | bound: 22 | nc: 39 | ncall: 85993 | eff(%): 2.864 | loglstar: -inf < -4.287 < inf | logz: -27.994 +/- 0.467 | dlogz: 2.443 > 0.109
iter: 2464 | bound: 22 | nc: 39 | ncall: 86032 | eff(%): 2.864 | loglstar: -inf < -4.282 < inf | logz: -27.989 +/- 0.467 | dlogz: 2.430 > 0.109
iter: 2465 | bound: 22 | nc: 39 | ncall: 86071 | eff(%): 2.864 | loglstar: -inf < -4.279 < inf | logz: -27.985 +/- 0.467 | dlogz: 2.417 > 0.109
iter: 2466 | bound: 22 | nc: 39 | ncall: 86110 | eff(%): 2.864 | loglstar: -inf < -4.253 < inf | logz: -27.981 +/- 0.467 | dlogz: 2.404 > 0.109
iter: 2467 | bound: 22 | nc: 39 | ncall: 86149 | eff(%): 2.864 | loglstar: -inf < -4.248 < inf | logz: -27.976 +/- 0.467 | dlogz: 2.391 > 0.109
iter: 2468 | bound: 22 | nc: 39 | ncall: 86188 | eff(%): 2.864 | loglstar: -inf < -4.219 < inf | logz: -27.972 +/- 0.467 | dlogz: 2.378 > 0.109
iter: 2469 | bound: 22 | nc: 39 | ncall: 86227 | eff(%): 2.863 | loglstar: -inf < -4.219 < inf | logz: -27.967 +/- 0.467 | dlogz: 2.365 > 0.109
iter: 2470 | bound: 22 | nc: 39 | ncall: 86266 | eff(%): 2.863 | loglstar: -inf < -4.213 < inf | logz: -27.963 +/- 0.467 | dlogz: 2.352 > 0.109
iter: 2471 | bound: 22 | nc: 39 | ncall: 86305 | eff(%): 2.863 | loglstar: -inf < -4.208 < inf | logz: -27.959 +/- 0.467 | dlogz: 2.339 > 0.109
iter: 2472 | bound: 22 | nc: 39 | ncall: 86344 | eff(%): 2.863 | loglstar: -inf < -4.175 < inf | logz: -27.954 +/- 0.467 | dlogz: 2.326 > 0.109
iter: 2473 | bound: 22 | nc: 39 | ncall: 86383 | eff(%): 2.863 | loglstar: -inf < -4.167 < inf | logz: -27.950 +/- 0.467 | dlogz: 2.313 > 0.109
iter: 2474 | bound: 22 | nc: 39 | ncall: 86422 | eff(%): 2.863 | loglstar: -inf < -4.166 < inf | logz: -27.946 +/- 0.467 | dlogz: 2.300 > 0.109
iter: 2475 | bound: 22 | nc: 39 | ncall: 86461 | eff(%): 2.863 | loglstar: -inf < -4.144 < inf | logz: -27.941 +/- 0.467 | dlogz: 2.287 > 0.109
iter: 2476 | bound: 22 | nc: 39 | ncall: 86500 | eff(%): 2.862 | loglstar: -inf < -4.140 < inf | logz: -27.937 +/- 0.467 | dlogz: 2.275 > 0.109
iter: 2477 | bound: 22 | nc: 39 | ncall: 86539 | eff(%): 2.862 | loglstar: -inf < -4.139 < inf | logz: -27.933 +/- 0.467 | dlogz: 2.262 > 0.109
iter: 2478 | bound: 22 | nc: 39 | ncall: 86578 | eff(%): 2.862 | loglstar: -inf < -4.130 < inf | logz: -27.929 +/- 0.467 | dlogz: 2.249 > 0.109
iter: 2479 | bound: 22 | nc: 39 | ncall: 86617 | eff(%): 2.862 | loglstar: -inf < -4.107 < inf | logz: -27.924 +/- 0.467 | dlogz: 2.236 > 0.109
iter: 2480 | bound: 22 | nc: 39 | ncall: 86656 | eff(%): 2.862 | loglstar: -inf < -4.048 < inf | logz: -27.920 +/- 0.467 | dlogz: 2.224 > 0.109
iter: 2481 | bound: 22 | nc: 39 | ncall: 86695 | eff(%): 2.862 | loglstar: -inf < -4.042 < inf | logz: -27.916 +/- 0.468 | dlogz: 2.211 > 0.109
iter: 2482 | bound: 22 | nc: 39 | ncall: 86734 | eff(%): 2.862 | loglstar: -inf < -4.012 < inf | logz: -27.911 +/- 0.468 | dlogz: 2.198 > 0.109
iter: 2483 | bound: 22 | nc: 39 | ncall: 86773 | eff(%): 2.861 | loglstar: -inf < -3.983 < inf | logz: -27.907 +/- 0.468 | dlogz: 2.185 > 0.109
iter: 2484 | bound: 22 | nc: 39 | ncall: 86812 | eff(%): 2.861 | loglstar: -inf < -3.975 < inf | logz: -27.902 +/- 0.468 | dlogz: 2.173 > 0.109
iter: 2485 | bound: 22 | nc: 39 | ncall: 86851 | eff(%): 2.861 | loglstar: -inf < -3.959 < inf | logz: -27.898 +/- 0.468 | dlogz: 2.160 > 0.109
iter: 2486 | bound: 22 | nc: 39 | ncall: 86890 | eff(%): 2.861 | loglstar: -inf < -3.957 < inf | logz: -27.893 +/- 0.468 | dlogz: 2.147 > 0.109
iter: 2487 | bound: 22 | nc: 39 | ncall: 86929 | eff(%): 2.861 | loglstar: -inf < -3.951 < inf | logz: -27.889 +/- 0.468 | dlogz: 2.134 > 0.109
iter: 2488 | bound: 22 | nc: 39 | ncall: 86968 | eff(%): 2.861 | loglstar: -inf < -3.946 < inf | logz: -27.884 +/- 0.468 | dlogz: 2.122 > 0.109
iter: 2489 | bound: 22 | nc: 39 | ncall: 87007 | eff(%): 2.861 | loglstar: -inf < -3.946 < inf | logz: -27.880 +/- 0.468 | dlogz: 2.109 > 0.109
iter: 2490 | bound: 22 | nc: 39 | ncall: 87046 | eff(%): 2.861 | loglstar: -inf < -3.938 < inf | logz: -27.876 +/- 0.468 | dlogz: 2.096 > 0.109
iter: 2491 | bound: 22 | nc: 39 | ncall: 87085 | eff(%): 2.860 | loglstar: -inf < -3.936 < inf | logz: -27.871 +/- 0.468 | dlogz: 2.084 > 0.109
iter: 2492 | bound: 22 | nc: 39 | ncall: 87124 | eff(%): 2.860 | loglstar: -inf < -3.901 < inf | logz: -27.867 +/- 0.468 | dlogz: 2.071 > 0.109
iter: 2493 | bound: 22 | nc: 39 | ncall: 87163 | eff(%): 2.860 | loglstar: -inf < -3.892 < inf | logz: -27.863 +/- 0.468 | dlogz: 2.059 > 0.109
iter: 2494 | bound: 22 | nc: 39 | ncall: 87202 | eff(%): 2.860 | loglstar: -inf < -3.883 < inf | logz: -27.859 +/- 0.468 | dlogz: 2.047 > 0.109
iter: 2495 | bound: 22 | nc: 39 | ncall: 87241 | eff(%): 2.860 | loglstar: -inf < -3.871 < inf | logz: -27.854 +/- 0.468 | dlogz: 2.034 > 0.109
iter: 2496 | bound: 22 | nc: 39 | ncall: 87280 | eff(%): 2.860 | loglstar: -inf < -3.855 < inf | logz: -27.850 +/- 0.468 | dlogz: 2.022 > 0.109
iter: 2497 | bound: 22 | nc: 39 | ncall: 87319 | eff(%): 2.860 | loglstar: -inf < -3.851 < inf | logz: -27.846 +/- 0.468 | dlogz: 2.010 > 0.109
iter: 2498 | bound: 22 | nc: 39 | ncall: 87358 | eff(%): 2.859 | loglstar: -inf < -3.844 < inf | logz: -27.841 +/- 0.468 | dlogz: 1.997 > 0.109
iter: 2499 | bound: 22 | nc: 39 | ncall: 87397 | eff(%): 2.859 | loglstar: -inf < -3.841 < inf | logz: -27.837 +/- 0.468 | dlogz: 1.985 > 0.109
iter: 2500 | bound: 22 | nc: 39 | ncall: 87436 | eff(%): 2.859 | loglstar: -inf < -3.838 < inf | logz: -27.833 +/- 0.468 | dlogz: 1.973 > 0.109
iter: 2501 | bound: 22 | nc: 39 | ncall: 87475 | eff(%): 2.859 | loglstar: -inf < -3.833 < inf | logz: -27.829 +/- 0.468 | dlogz: 1.961 > 0.109
iter: 2502 | bound: 22 | nc: 39 | ncall: 87514 | eff(%): 2.859 | loglstar: -inf < -3.821 < inf | logz: -27.825 +/- 0.468 | dlogz: 1.949 > 0.109
iter: 2503 | bound: 22 | nc: 39 | ncall: 87553 | eff(%): 2.859 | loglstar: -inf < -3.807 < inf | logz: -27.821 +/- 0.468 | dlogz: 1.937 > 0.109
iter: 2504 | bound: 22 | nc: 39 | ncall: 87592 | eff(%): 2.859 | loglstar: -inf < -3.799 < inf | logz: -27.817 +/- 0.469 | dlogz: 1.925 > 0.109
iter: 2505 | bound: 22 | nc: 39 | ncall: 87631 | eff(%): 2.859 | loglstar: -inf < -3.796 < inf | logz: -27.813 +/- 0.469 | dlogz: 1.913 > 0.109
iter: 2506 | bound: 22 | nc: 39 | ncall: 87670 | eff(%): 2.858 | loglstar: -inf < -3.790 < inf | logz: -27.809 +/- 0.469 | dlogz: 1.901 > 0.109
iter: 2507 | bound: 22 | nc: 39 | ncall: 87709 | eff(%): 2.858 | loglstar: -inf < -3.781 < inf | logz: -27.805 +/- 0.469 | dlogz: 1.889 > 0.109
iter: 2508 | bound: 22 | nc: 39 | ncall: 87748 | eff(%): 2.858 | loglstar: -inf < -3.780 < inf | logz: -27.801 +/- 0.469 | dlogz: 1.877 > 0.109
iter: 2509 | bound: 22 | nc: 39 | ncall: 87787 | eff(%): 2.858 | loglstar: -inf < -3.770 < inf | logz: -27.797 +/- 0.469 | dlogz: 1.865 > 0.109
iter: 2510 | bound: 22 | nc: 39 | ncall: 87826 | eff(%): 2.858 | loglstar: -inf < -3.770 < inf | logz: -27.793 +/- 0.469 | dlogz: 1.854 > 0.109
iter: 2511 | bound: 22 | nc: 39 | ncall: 87865 | eff(%): 2.858 | loglstar: -inf < -3.763 < inf | logz: -27.789 +/- 0.469 | dlogz: 1.842 > 0.109
iter: 2512 | bound: 22 | nc: 39 | ncall: 87904 | eff(%): 2.858 | loglstar: -inf < -3.760 < inf | logz: -27.786 +/- 0.469 | dlogz: 1.831 > 0.109
iter: 2513 | bound: 22 | nc: 39 | ncall: 87943 | eff(%): 2.858 | loglstar: -inf < -3.759 < inf | logz: -27.782 +/- 0.469 | dlogz: 1.819 > 0.109
iter: 2514 | bound: 22 | nc: 39 | ncall: 87982 | eff(%): 2.857 | loglstar: -inf < -3.758 < inf | logz: -27.778 +/- 0.469 | dlogz: 1.808 > 0.109
iter: 2515 | bound: 22 | nc: 39 | ncall: 88021 | eff(%): 2.857 | loglstar: -inf < -3.746 < inf | logz: -27.775 +/- 0.469 | dlogz: 1.796 > 0.109
iter: 2516 | bound: 22 | nc: 39 | ncall: 88060 | eff(%): 2.857 | loglstar: -inf < -3.738 < inf | logz: -27.771 +/- 0.469 | dlogz: 1.785 > 0.109
iter: 2517 | bound: 22 | nc: 39 | ncall: 88099 | eff(%): 2.857 | loglstar: -inf < -3.738 < inf | logz: -27.767 +/- 0.469 | dlogz: 1.773 > 0.109
iter: 2518 | bound: 22 | nc: 39 | ncall: 88138 | eff(%): 2.857 | loglstar: -inf < -3.733 < inf | logz: -27.764 +/- 0.469 | dlogz: 1.762 > 0.109
iter: 2519 | bound: 22 | nc: 39 | ncall: 88177 | eff(%): 2.857 | loglstar: -inf < -3.719 < inf | logz: -27.760 +/- 0.469 | dlogz: 1.751 > 0.109
iter: 2520 | bound: 22 | nc: 39 | ncall: 88216 | eff(%): 2.857 | loglstar: -inf < -3.707 < inf | logz: -27.757 +/- 0.469 | dlogz: 1.740 > 0.109
iter: 2521 | bound: 22 | nc: 39 | ncall: 88255 | eff(%): 2.856 | loglstar: -inf < -3.696 < inf | logz: -27.753 +/- 0.469 | dlogz: 1.729 > 0.109
iter: 2522 | bound: 22 | nc: 39 | ncall: 88294 | eff(%): 2.856 | loglstar: -inf < -3.688 < inf | logz: -27.749 +/- 0.469 | dlogz: 1.718 > 0.109
iter: 2523 | bound: 22 | nc: 39 | ncall: 88333 | eff(%): 2.856 | loglstar: -inf < -3.680 < inf | logz: -27.746 +/- 0.469 | dlogz: 1.707 > 0.109
iter: 2524 | bound: 22 | nc: 39 | ncall: 88372 | eff(%): 2.856 | loglstar: -inf < -3.666 < inf | logz: -27.742 +/- 0.469 | dlogz: 1.696 > 0.109
iter: 2525 | bound: 22 | nc: 39 | ncall: 88411 | eff(%): 2.856 | loglstar: -inf < -3.661 < inf | logz: -27.739 +/- 0.469 | dlogz: 1.685 > 0.109
iter: 2526 | bound: 22 | nc: 39 | ncall: 88450 | eff(%): 2.856 | loglstar: -inf < -3.656 < inf | logz: -27.735 +/- 0.469 | dlogz: 1.674 > 0.109
iter: 2527 | bound: 22 | nc: 39 | ncall: 88489 | eff(%): 2.856 | loglstar: -inf < -3.656 < inf | logz: -27.732 +/- 0.469 | dlogz: 1.663 > 0.109
iter: 2528 | bound: 22 | nc: 39 | ncall: 88528 | eff(%): 2.856 | loglstar: -inf < -3.654 < inf | logz: -27.729 +/- 0.469 | dlogz: 1.652 > 0.109
iter: 2529 | bound: 22 | nc: 39 | ncall: 88567 | eff(%): 2.855 | loglstar: -inf < -3.641 < inf | logz: -27.725 +/- 0.469 | dlogz: 1.641 > 0.109
iter: 2530 | bound: 22 | nc: 39 | ncall: 88606 | eff(%): 2.855 | loglstar: -inf < -3.632 < inf | logz: -27.722 +/- 0.469 | dlogz: 1.630 > 0.109
iter: 2531 | bound: 22 | nc: 39 | ncall: 88645 | eff(%): 2.855 | loglstar: -inf < -3.626 < inf | logz: -27.719 +/- 0.469 | dlogz: 1.620 > 0.109
iter: 2532 | bound: 22 | nc: 39 | ncall: 88684 | eff(%): 2.855 | loglstar: -inf < -3.625 < inf | logz: -27.715 +/- 0.469 | dlogz: 1.609 > 0.109
iter: 2533 | bound: 23 | nc: 39 | ncall: 88723 | eff(%): 2.855 | loglstar: -inf < -3.622 < inf | logz: -27.712 +/- 0.470 | dlogz: 1.598 > 0.109
iter: 2534 | bound: 23 | nc: 39 | ncall: 88762 | eff(%): 2.855 | loglstar: -inf < -3.620 < inf | logz: -27.709 +/- 0.470 | dlogz: 1.588 > 0.109
iter: 2535 | bound: 23 | nc: 39 | ncall: 88801 | eff(%): 2.855 | loglstar: -inf < -3.615 < inf | logz: -27.705 +/- 0.470 | dlogz: 1.577 > 0.109
iter: 2536 | bound: 23 | nc: 39 | ncall: 88840 | eff(%): 2.855 | loglstar: -inf < -3.605 < inf | logz: -27.702 +/- 0.470 | dlogz: 1.567 > 0.109
iter: 2537 | bound: 23 | nc: 39 | ncall: 88879 | eff(%): 2.854 | loglstar: -inf < -3.604 < inf | logz: -27.699 +/- 0.470 | dlogz: 1.557 > 0.109
iter: 2538 | bound: 23 | nc: 39 | ncall: 88918 | eff(%): 2.854 | loglstar: -inf < -3.599 < inf | logz: -27.696 +/- 0.470 | dlogz: 1.546 > 0.109
iter: 2539 | bound: 23 | nc: 39 | ncall: 88957 | eff(%): 2.854 | loglstar: -inf < -3.597 < inf | logz: -27.693 +/- 0.470 | dlogz: 1.536 > 0.109
iter: 2540 | bound: 23 | nc: 39 | ncall: 88996 | eff(%): 2.854 | loglstar: -inf < -3.595 < inf | logz: -27.690 +/- 0.470 | dlogz: 1.526 > 0.109
iter: 2541 | bound: 23 | nc: 39 | ncall: 89035 | eff(%): 2.854 | loglstar: -inf < -3.594 < inf | logz: -27.687 +/- 0.470 | dlogz: 1.516 > 0.109
iter: 2542 | bound: 23 | nc: 39 | ncall: 89074 | eff(%): 2.854 | loglstar: -inf < -3.585 < inf | logz: -27.684 +/- 0.470 | dlogz: 1.506 > 0.109
iter: 2543 | bound: 23 | nc: 39 | ncall: 89113 | eff(%): 2.854 | loglstar: -inf < -3.580 < inf | logz: -27.681 +/- 0.470 | dlogz: 1.495 > 0.109
iter: 2544 | bound: 23 | nc: 39 | ncall: 89152 | eff(%): 2.854 | loglstar: -inf < -3.579 < inf | logz: -27.678 +/- 0.470 | dlogz: 1.485 > 0.109
iter: 2545 | bound: 23 | nc: 39 | ncall: 89191 | eff(%): 2.853 | loglstar: -inf < -3.573 < inf | logz: -27.675 +/- 0.470 | dlogz: 1.475 > 0.109
iter: 2546 | bound: 23 | nc: 39 | ncall: 89230 | eff(%): 2.853 | loglstar: -inf < -3.572 < inf | logz: -27.672 +/- 0.470 | dlogz: 1.466 > 0.109
iter: 2547 | bound: 23 | nc: 39 | ncall: 89269 | eff(%): 2.853 | loglstar: -inf < -3.568 < inf | logz: -27.669 +/- 0.470 | dlogz: 1.456 > 0.109
iter: 2548 | bound: 23 | nc: 39 | ncall: 89308 | eff(%): 2.853 | loglstar: -inf < -3.559 < inf | logz: -27.666 +/- 0.470 | dlogz: 1.446 > 0.109
iter: 2549 | bound: 23 | nc: 39 | ncall: 89347 | eff(%): 2.853 | loglstar: -inf < -3.541 < inf | logz: -27.663 +/- 0.470 | dlogz: 1.436 > 0.109
iter: 2550 | bound: 23 | nc: 39 | ncall: 89386 | eff(%): 2.853 | loglstar: -inf < -3.536 < inf | logz: -27.660 +/- 0.470 | dlogz: 1.426 > 0.109
iter: 2551 | bound: 23 | nc: 39 | ncall: 89425 | eff(%): 2.853 | loglstar: -inf < -3.535 < inf | logz: -27.658 +/- 0.470 | dlogz: 1.417 > 0.109
iter: 2552 | bound: 23 | nc: 39 | ncall: 89464 | eff(%): 2.853 | loglstar: -inf < -3.527 < inf | logz: -27.655 +/- 0.470 | dlogz: 1.407 > 0.109
iter: 2553 | bound: 23 | nc: 39 | ncall: 89503 | eff(%): 2.852 | loglstar: -inf < -3.527 < inf | logz: -27.652 +/- 0.470 | dlogz: 1.397 > 0.109
iter: 2554 | bound: 23 | nc: 39 | ncall: 89542 | eff(%): 2.852 | loglstar: -inf < -3.510 < inf | logz: -27.649 +/- 0.470 | dlogz: 1.388 > 0.109
iter: 2555 | bound: 23 | nc: 39 | ncall: 89581 | eff(%): 2.852 | loglstar: -inf < -3.503 < inf | logz: -27.647 +/- 0.470 | dlogz: 1.378 > 0.109
iter: 2556 | bound: 23 | nc: 39 | ncall: 89620 | eff(%): 2.852 | loglstar: -inf < -3.502 < inf | logz: -27.644 +/- 0.470 | dlogz: 1.369 > 0.109
iter: 2557 | bound: 23 | nc: 39 | ncall: 89659 | eff(%): 2.852 | loglstar: -inf < -3.498 < inf | logz: -27.641 +/- 0.470 | dlogz: 1.359 > 0.109
iter: 2558 | bound: 23 | nc: 39 | ncall: 89698 | eff(%): 2.852 | loglstar: -inf < -3.494 < inf | logz: -27.638 +/- 0.470 | dlogz: 1.350 > 0.109
iter: 2559 | bound: 23 | nc: 39 | ncall: 89737 | eff(%): 2.852 | loglstar: -inf < -3.490 < inf | logz: -27.636 +/- 0.470 | dlogz: 1.340 > 0.109
iter: 2560 | bound: 23 | nc: 39 | ncall: 89776 | eff(%): 2.852 | loglstar: -inf < -3.487 < inf | logz: -27.633 +/- 0.470 | dlogz: 1.331 > 0.109
iter: 2561 | bound: 23 | nc: 39 | ncall: 89815 | eff(%): 2.851 | loglstar: -inf < -3.481 < inf | logz: -27.630 +/- 0.470 | dlogz: 1.322 > 0.109
iter: 2562 | bound: 23 | nc: 39 | ncall: 89854 | eff(%): 2.851 | loglstar: -inf < -3.476 < inf | logz: -27.628 +/- 0.470 | dlogz: 1.313 > 0.109
iter: 2563 | bound: 23 | nc: 39 | ncall: 89893 | eff(%): 2.851 | loglstar: -inf < -3.471 < inf | logz: -27.625 +/- 0.470 | dlogz: 1.304 > 0.109
iter: 2564 | bound: 23 | nc: 39 | ncall: 89932 | eff(%): 2.851 | loglstar: -inf < -3.468 < inf | logz: -27.623 +/- 0.470 | dlogz: 1.294 > 0.109
iter: 2565 | bound: 23 | nc: 39 | ncall: 89971 | eff(%): 2.851 | loglstar: -inf < -3.467 < inf | logz: -27.620 +/- 0.470 | dlogz: 1.285 > 0.109
iter: 2566 | bound: 23 | nc: 39 | ncall: 90010 | eff(%): 2.851 | loglstar: -inf < -3.463 < inf | logz: -27.618 +/- 0.470 | dlogz: 1.276 > 0.109
iter: 2567 | bound: 23 | nc: 39 | ncall: 90049 | eff(%): 2.851 | loglstar: -inf < -3.443 < inf | logz: -27.615 +/- 0.470 | dlogz: 1.267 > 0.109
iter: 2568 | bound: 23 | nc: 39 | ncall: 90088 | eff(%): 2.851 | loglstar: -inf < -3.437 < inf | logz: -27.613 +/- 0.470 | dlogz: 1.258 > 0.109
iter: 2569 | bound: 23 | nc: 39 | ncall: 90127 | eff(%): 2.850 | loglstar: -inf < -3.435 < inf | logz: -27.610 +/- 0.471 | dlogz: 1.250 > 0.109
iter: 2570 | bound: 23 | nc: 39 | ncall: 90166 | eff(%): 2.850 | loglstar: -inf < -3.435 < inf | logz: -27.608 +/- 0.471 | dlogz: 1.241 > 0.109
iter: 2571 | bound: 23 | nc: 39 | ncall: 90205 | eff(%): 2.850 | loglstar: -inf < -3.427 < inf | logz: -27.605 +/- 0.471 | dlogz: 1.232 > 0.109
iter: 2572 | bound: 23 | nc: 39 | ncall: 90244 | eff(%): 2.850 | loglstar: -inf < -3.420 < inf | logz: -27.603 +/- 0.471 | dlogz: 1.223 > 0.109
iter: 2573 | bound: 23 | nc: 39 | ncall: 90283 | eff(%): 2.850 | loglstar: -inf < -3.416 < inf | logz: -27.600 +/- 0.471 | dlogz: 1.214 > 0.109
iter: 2574 | bound: 23 | nc: 39 | ncall: 90322 | eff(%): 2.850 | loglstar: -inf < -3.413 < inf | logz: -27.598 +/- 0.471 | dlogz: 1.206 > 0.109
iter: 2575 | bound: 23 | nc: 39 | ncall: 90361 | eff(%): 2.850 | loglstar: -inf < -3.410 < inf | logz: -27.596 +/- 0.471 | dlogz: 1.197 > 0.109
iter: 2576 | bound: 23 | nc: 39 | ncall: 90400 | eff(%): 2.850 | loglstar: -inf < -3.403 < inf | logz: -27.593 +/- 0.471 | dlogz: 1.188 > 0.109
iter: 2577 | bound: 23 | nc: 39 | ncall: 90439 | eff(%): 2.849 | loglstar: -inf < -3.402 < inf | logz: -27.591 +/- 0.471 | dlogz: 1.180 > 0.109
iter: 2578 | bound: 23 | nc: 39 | ncall: 90478 | eff(%): 2.849 | loglstar: -inf < -3.380 < inf | logz: -27.589 +/- 0.471 | dlogz: 1.171 > 0.109
iter: 2579 | bound: 23 | nc: 39 | ncall: 90517 | eff(%): 2.849 | loglstar: -inf < -3.368 < inf | logz: -27.586 +/- 0.471 | dlogz: 1.163 > 0.109
iter: 2580 | bound: 23 | nc: 39 | ncall: 90556 | eff(%): 2.849 | loglstar: -inf < -3.365 < inf | logz: -27.584 +/- 0.471 | dlogz: 1.155 > 0.109
iter: 2581 | bound: 23 | nc: 39 | ncall: 90595 | eff(%): 2.849 | loglstar: -inf < -3.344 < inf | logz: -27.582 +/- 0.471 | dlogz: 1.146 > 0.109
iter: 2582 | bound: 23 | nc: 39 | ncall: 90634 | eff(%): 2.849 | loglstar: -inf < -3.340 < inf | logz: -27.579 +/- 0.471 | dlogz: 1.138 > 0.109
iter: 2583 | bound: 23 | nc: 39 | ncall: 90673 | eff(%): 2.849 | loglstar: -inf < -3.336 < inf | logz: -27.577 +/- 0.471 | dlogz: 1.129 > 0.109
iter: 2584 | bound: 23 | nc: 39 | ncall: 90712 | eff(%): 2.849 | loglstar: -inf < -3.330 < inf | logz: -27.575 +/- 0.471 | dlogz: 1.121 > 0.109
iter: 2585 | bound: 23 | nc: 39 | ncall: 90751 | eff(%): 2.848 | loglstar: -inf < -3.311 < inf | logz: -27.572 +/- 0.471 | dlogz: 1.113 > 0.109
iter: 2586 | bound: 23 | nc: 39 | ncall: 90790 | eff(%): 2.848 | loglstar: -inf < -3.307 < inf | logz: -27.570 +/- 0.471 | dlogz: 1.105 > 0.109
iter: 2587 | bound: 23 | nc: 39 | ncall: 90829 | eff(%): 2.848 | loglstar: -inf < -3.293 < inf | logz: -27.568 +/- 0.471 | dlogz: 1.097 > 0.109
iter: 2588 | bound: 23 | nc: 39 | ncall: 90868 | eff(%): 2.848 | loglstar: -inf < -3.288 < inf | logz: -27.565 +/- 0.471 | dlogz: 1.088 > 0.109
iter: 2589 | bound: 23 | nc: 39 | ncall: 90907 | eff(%): 2.848 | loglstar: -inf < -3.285 < inf | logz: -27.563 +/- 0.471 | dlogz: 1.080 > 0.109
iter: 2590 | bound: 23 | nc: 39 | ncall: 90946 | eff(%): 2.848 | loglstar: -inf < -3.279 < inf | logz: -27.561 +/- 0.471 | dlogz: 1.072 > 0.109
iter: 2591 | bound: 23 | nc: 39 | ncall: 90985 | eff(%): 2.848 | loglstar: -inf < -3.275 < inf | logz: -27.559 +/- 0.471 | dlogz: 1.064 > 0.109
iter: 2592 | bound: 23 | nc: 39 | ncall: 91024 | eff(%): 2.848 | loglstar: -inf < -3.274 < inf | logz: -27.556 +/- 0.471 | dlogz: 1.056 > 0.109
iter: 2593 | bound: 23 | nc: 39 | ncall: 91063 | eff(%): 2.847 | loglstar: -inf < -3.268 < inf | logz: -27.554 +/- 0.471 | dlogz: 1.048 > 0.109
iter: 2594 | bound: 23 | nc: 39 | ncall: 91102 | eff(%): 2.847 | loglstar: -inf < -3.262 < inf | logz: -27.552 +/- 0.471 | dlogz: 1.041 > 0.109
iter: 2595 | bound: 23 | nc: 39 | ncall: 91141 | eff(%): 2.847 | loglstar: -inf < -3.243 < inf | logz: -27.550 +/- 0.471 | dlogz: 1.033 > 0.109
iter: 2596 | bound: 23 | nc: 39 | ncall: 91180 | eff(%): 2.847 | loglstar: -inf < -3.236 < inf | logz: -27.548 +/- 0.471 | dlogz: 1.025 > 0.109
iter: 2597 | bound: 23 | nc: 39 | ncall: 91219 | eff(%): 2.847 | loglstar: -inf < -3.220 < inf | logz: -27.546 +/- 0.471 | dlogz: 1.017 > 0.109
iter: 2598 | bound: 23 | nc: 39 | ncall: 91258 | eff(%): 2.847 | loglstar: -inf < -3.213 < inf | logz: -27.543 +/- 0.471 | dlogz: 1.009 > 0.109
iter: 2599 | bound: 23 | nc: 39 | ncall: 91297 | eff(%): 2.847 | loglstar: -inf < -3.212 < inf | logz: -27.541 +/- 0.471 | dlogz: 1.002 > 0.109
iter: 2600 | bound: 23 | nc: 39 | ncall: 91336 | eff(%): 2.847 | loglstar: -inf < -3.211 < inf | logz: -27.539 +/- 0.471 | dlogz: 0.994 > 0.109
iter: 2601 | bound: 23 | nc: 39 | ncall: 91375 | eff(%): 2.847 | loglstar: -inf < -3.177 < inf | logz: -27.537 +/- 0.471 | dlogz: 0.987 > 0.109
iter: 2602 | bound: 23 | nc: 39 | ncall: 91414 | eff(%): 2.846 | loglstar: -inf < -3.173 < inf | logz: -27.535 +/- 0.471 | dlogz: 0.979 > 0.109
iter: 2603 | bound: 23 | nc: 39 | ncall: 91453 | eff(%): 2.846 | loglstar: -inf < -3.164 < inf | logz: -27.533 +/- 0.471 | dlogz: 0.971 > 0.109
iter: 2604 | bound: 23 | nc: 39 | ncall: 91492 | eff(%): 2.846 | loglstar: -inf < -3.163 < inf | logz: -27.531 +/- 0.471 | dlogz: 0.964 > 0.109
iter: 2605 | bound: 23 | nc: 39 | ncall: 91531 | eff(%): 2.846 | loglstar: -inf < -3.158 < inf | logz: -27.528 +/- 0.471 | dlogz: 0.956 > 0.109
iter: 2606 | bound: 23 | nc: 39 | ncall: 91570 | eff(%): 2.846 | loglstar: -inf < -3.154 < inf | logz: -27.526 +/- 0.471 | dlogz: 0.949 > 0.109
iter: 2607 | bound: 23 | nc: 39 | ncall: 91609 | eff(%): 2.846 | loglstar: -inf < -3.151 < inf | logz: -27.524 +/- 0.471 | dlogz: 0.942 > 0.109
iter: 2608 | bound: 23 | nc: 39 | ncall: 91648 | eff(%): 2.846 | loglstar: -inf < -3.151 < inf | logz: -27.522 +/- 0.471 | dlogz: 0.934 > 0.109
iter: 2609 | bound: 23 | nc: 39 | ncall: 91687 | eff(%): 2.846 | loglstar: -inf < -3.150 < inf | logz: -27.520 +/- 0.471 | dlogz: 0.927 > 0.109
iter: 2610 | bound: 23 | nc: 39 | ncall: 91726 | eff(%): 2.845 | loglstar: -inf < -3.106 < inf | logz: -27.518 +/- 0.471 | dlogz: 0.920 > 0.109
iter: 2611 | bound: 23 | nc: 39 | ncall: 91765 | eff(%): 2.845 | loglstar: -inf < -3.086 < inf | logz: -27.516 +/- 0.471 | dlogz: 0.913 > 0.109
iter: 2612 | bound: 23 | nc: 39 | ncall: 91804 | eff(%): 2.845 | loglstar: -inf < -3.067 < inf | logz: -27.514 +/- 0.471 | dlogz: 0.905 > 0.109
iter: 2613 | bound: 23 | nc: 39 | ncall: 91843 | eff(%): 2.845 | loglstar: -inf < -3.052 < inf | logz: -27.512 +/- 0.472 | dlogz: 0.898 > 0.109
iter: 2614 | bound: 23 | nc: 39 | ncall: 91882 | eff(%): 2.845 | loglstar: -inf < -3.051 < inf | logz: -27.510 +/- 0.472 | dlogz: 0.891 > 0.109
iter: 2615 | bound: 23 | nc: 39 | ncall: 91921 | eff(%): 2.845 | loglstar: -inf < -3.048 < inf | logz: -27.508 +/- 0.472 | dlogz: 0.884 > 0.109
iter: 2616 | bound: 23 | nc: 39 | ncall: 91960 | eff(%): 2.845 | loglstar: -inf < -3.046 < inf | logz: -27.505 +/- 0.472 | dlogz: 0.877 > 0.109
iter: 2617 | bound: 23 | nc: 39 | ncall: 91999 | eff(%): 2.845 | loglstar: -inf < -3.041 < inf | logz: -27.503 +/- 0.472 | dlogz: 0.870 > 0.109
iter: 2618 | bound: 23 | nc: 39 | ncall: 92038 | eff(%): 2.844 | loglstar: -inf < -3.040 < inf | logz: -27.501 +/- 0.472 | dlogz: 0.863 > 0.109
iter: 2619 | bound: 23 | nc: 39 | ncall: 92077 | eff(%): 2.844 | loglstar: -inf < -3.017 < inf | logz: -27.499 +/- 0.472 | dlogz: 0.856 > 0.109
iter: 2620 | bound: 23 | nc: 39 | ncall: 92116 | eff(%): 2.844 | loglstar: -inf < -3.016 < inf | logz: -27.497 +/- 0.472 | dlogz: 0.849 > 0.109
iter: 2621 | bound: 23 | nc: 39 | ncall: 92155 | eff(%): 2.844 | loglstar: -inf < -3.011 < inf | logz: -27.495 +/- 0.472 | dlogz: 0.842 > 0.109
iter: 2622 | bound: 23 | nc: 39 | ncall: 92194 | eff(%): 2.844 | loglstar: -inf < -3.005 < inf | logz: -27.493 +/- 0.472 | dlogz: 0.836 > 0.109
iter: 2623 | bound: 23 | nc: 39 | ncall: 92233 | eff(%): 2.844 | loglstar: -inf < -3.000 < inf | logz: -27.491 +/- 0.472 | dlogz: 0.829 > 0.109
iter: 2624 | bound: 23 | nc: 39 | ncall: 92272 | eff(%): 2.844 | loglstar: -inf < -2.999 < inf | logz: -27.489 +/- 0.472 | dlogz: 0.822 > 0.109
iter: 2625 | bound: 23 | nc: 39 | ncall: 92311 | eff(%): 2.844 | loglstar: -inf < -2.995 < inf | logz: -27.487 +/- 0.472 | dlogz: 0.815 > 0.109
iter: 2626 | bound: 23 | nc: 39 | ncall: 92350 | eff(%): 2.844 | loglstar: -inf < -2.995 < inf | logz: -27.485 +/- 0.472 | dlogz: 0.809 > 0.109
iter: 2627 | bound: 23 | nc: 39 | ncall: 92389 | eff(%): 2.843 | loglstar: -inf < -2.992 < inf | logz: -27.483 +/- 0.472 | dlogz: 0.802 > 0.109
iter: 2628 | bound: 23 | nc: 39 | ncall: 92428 | eff(%): 2.843 | loglstar: -inf < -2.991 < inf | logz: -27.482 +/- 0.472 | dlogz: 0.796 > 0.109
iter: 2629 | bound: 23 | nc: 39 | ncall: 92467 | eff(%): 2.843 | loglstar: -inf < -2.983 < inf | logz: -27.480 +/- 0.472 | dlogz: 0.789 > 0.109
iter: 2630 | bound: 23 | nc: 39 | ncall: 92506 | eff(%): 2.843 | loglstar: -inf < -2.976 < inf | logz: -27.478 +/- 0.472 | dlogz: 0.783 > 0.109
iter: 2631 | bound: 23 | nc: 39 | ncall: 92545 | eff(%): 2.843 | loglstar: -inf < -2.975 < inf | logz: -27.476 +/- 0.472 | dlogz: 0.776 > 0.109
iter: 2632 | bound: 23 | nc: 39 | ncall: 92584 | eff(%): 2.843 | loglstar: -inf < -2.963 < inf | logz: -27.474 +/- 0.472 | dlogz: 0.770 > 0.109
iter: 2633 | bound: 24 | nc: 39 | ncall: 92623 | eff(%): 2.843 | loglstar: -inf < -2.952 < inf | logz: -27.472 +/- 0.472 | dlogz: 0.764 > 0.109
iter: 2634 | bound: 24 | nc: 39 | ncall: 92662 | eff(%): 2.843 | loglstar: -inf < -2.946 < inf | logz: -27.470 +/- 0.472 | dlogz: 0.757 > 0.109
iter: 2635 | bound: 24 | nc: 39 | ncall: 92701 | eff(%): 2.842 | loglstar: -inf < -2.931 < inf | logz: -27.469 +/- 0.472 | dlogz: 0.751 > 0.109
iter: 2636 | bound: 24 | nc: 39 | ncall: 92740 | eff(%): 2.842 | loglstar: -inf < -2.926 < inf | logz: -27.467 +/- 0.472 | dlogz: 0.745 > 0.109
iter: 2637 | bound: 24 | nc: 39 | ncall: 92779 | eff(%): 2.842 | loglstar: -inf < -2.923 < inf | logz: -27.465 +/- 0.472 | dlogz: 0.739 > 0.109
iter: 2638 | bound: 24 | nc: 39 | ncall: 92818 | eff(%): 2.842 | loglstar: -inf < -2.916 < inf | logz: -27.463 +/- 0.472 | dlogz: 0.733 > 0.109
iter: 2639 | bound: 24 | nc: 39 | ncall: 92857 | eff(%): 2.842 | loglstar: -inf < -2.895 < inf | logz: -27.461 +/- 0.472 | dlogz: 0.727 > 0.109
iter: 2640 | bound: 24 | nc: 39 | ncall: 92896 | eff(%): 2.842 | loglstar: -inf < -2.890 < inf | logz: -27.459 +/- 0.472 | dlogz: 0.720 > 0.109
iter: 2641 | bound: 24 | nc: 39 | ncall: 92935 | eff(%): 2.842 | loglstar: -inf < -2.873 < inf | logz: -27.458 +/- 0.472 | dlogz: 0.714 > 0.109
iter: 2642 | bound: 24 | nc: 39 | ncall: 92974 | eff(%): 2.842 | loglstar: -inf < -2.870 < inf | logz: -27.456 +/- 0.472 | dlogz: 0.708 > 0.109
iter: 2643 | bound: 24 | nc: 39 | ncall: 93013 | eff(%): 2.842 | loglstar: -inf < -2.862 < inf | logz: -27.454 +/- 0.472 | dlogz: 0.703 > 0.109
iter: 2644 | bound: 24 | nc: 39 | ncall: 93052 | eff(%): 2.841 | loglstar: -inf < -2.862 < inf | logz: -27.452 +/- 0.472 | dlogz: 0.697 > 0.109
iter: 2645 | bound: 24 | nc: 39 | ncall: 93091 | eff(%): 2.841 | loglstar: -inf < -2.861 < inf | logz: -27.450 +/- 0.472 | dlogz: 0.691 > 0.109
iter: 2646 | bound: 24 | nc: 39 | ncall: 93130 | eff(%): 2.841 | loglstar: -inf < -2.859 < inf | logz: -27.449 +/- 0.472 | dlogz: 0.685 > 0.109
iter: 2647 | bound: 24 | nc: 39 | ncall: 93169 | eff(%): 2.841 | loglstar: -inf < -2.854 < inf | logz: -27.447 +/- 0.472 | dlogz: 0.679 > 0.109
iter: 2648 | bound: 24 | nc: 39 | ncall: 93208 | eff(%): 2.841 | loglstar: -inf < -2.831 < inf | logz: -27.445 +/- 0.472 | dlogz: 0.673 > 0.109
iter: 2649 | bound: 24 | nc: 39 | ncall: 93247 | eff(%): 2.841 | loglstar: -inf < -2.826 < inf | logz: -27.443 +/- 0.472 | dlogz: 0.668 > 0.109
iter: 2650 | bound: 24 | nc: 39 | ncall: 93286 | eff(%): 2.841 | loglstar: -inf < -2.825 < inf | logz: -27.442 +/- 0.472 | dlogz: 0.662 > 0.109
iter: 2651 | bound: 24 | nc: 39 | ncall: 93325 | eff(%): 2.841 | loglstar: -inf < -2.820 < inf | logz: -27.440 +/- 0.472 | dlogz: 0.656 > 0.109
iter: 2652 | bound: 24 | nc: 39 | ncall: 93364 | eff(%): 2.840 | loglstar: -inf < -2.815 < inf | logz: -27.438 +/- 0.472 | dlogz: 0.651 > 0.109
iter: 2653 | bound: 24 | nc: 39 | ncall: 93403 | eff(%): 2.840 | loglstar: -inf < -2.812 < inf | logz: -27.437 +/- 0.472 | dlogz: 0.645 > 0.109
iter: 2654 | bound: 24 | nc: 39 | ncall: 93442 | eff(%): 2.840 | loglstar: -inf < -2.802 < inf | logz: -27.435 +/- 0.472 | dlogz: 0.640 > 0.109
iter: 2655 | bound: 24 | nc: 39 | ncall: 93481 | eff(%): 2.840 | loglstar: -inf < -2.794 < inf | logz: -27.433 +/- 0.472 | dlogz: 0.634 > 0.109
iter: 2656 | bound: 24 | nc: 39 | ncall: 93520 | eff(%): 2.840 | loglstar: -inf < -2.789 < inf | logz: -27.432 +/- 0.472 | dlogz: 0.629 > 0.109
iter: 2657 | bound: 24 | nc: 39 | ncall: 93559 | eff(%): 2.840 | loglstar: -inf < -2.786 < inf | logz: -27.430 +/- 0.472 | dlogz: 0.623 > 0.109
iter: 2658 | bound: 24 | nc: 39 | ncall: 93598 | eff(%): 2.840 | loglstar: -inf < -2.780 < inf | logz: -27.428 +/- 0.473 | dlogz: 0.618 > 0.109
iter: 2659 | bound: 24 | nc: 39 | ncall: 93637 | eff(%): 2.840 | loglstar: -inf < -2.775 < inf | logz: -27.427 +/- 0.473 | dlogz: 0.613 > 0.109
iter: 2660 | bound: 24 | nc: 39 | ncall: 93676 | eff(%): 2.840 | loglstar: -inf < -2.767 < inf | logz: -27.425 +/- 0.473 | dlogz: 0.607 > 0.109
iter: 2661 | bound: 24 | nc: 39 | ncall: 93715 | eff(%): 2.839 | loglstar: -inf < -2.765 < inf | logz: -27.423 +/- 0.473 | dlogz: 0.602 > 0.109
iter: 2662 | bound: 24 | nc: 39 | ncall: 93754 | eff(%): 2.839 | loglstar: -inf < -2.747 < inf | logz: -27.422 +/- 0.473 | dlogz: 0.597 > 0.109
iter: 2663 | bound: 24 | nc: 39 | ncall: 93793 | eff(%): 2.839 | loglstar: -inf < -2.743 < inf | logz: -27.420 +/- 0.473 | dlogz: 0.592 > 0.109
iter: 2664 | bound: 24 | nc: 39 | ncall: 93832 | eff(%): 2.839 | loglstar: -inf < -2.741 < inf | logz: -27.419 +/- 0.473 | dlogz: 0.587 > 0.109
iter: 2665 | bound: 24 | nc: 39 | ncall: 93871 | eff(%): 2.839 | loglstar: -inf < -2.738 < inf | logz: -27.417 +/- 0.473 | dlogz: 0.581 > 0.109
iter: 2666 | bound: 24 | nc: 39 | ncall: 93910 | eff(%): 2.839 | loglstar: -inf < -2.735 < inf | logz: -27.415 +/- 0.473 | dlogz: 0.576 > 0.109
iter: 2667 | bound: 24 | nc: 39 | ncall: 93949 | eff(%): 2.839 | loglstar: -inf < -2.724 < inf | logz: -27.414 +/- 0.473 | dlogz: 0.571 > 0.109
iter: 2668 | bound: 24 | nc: 39 | ncall: 93988 | eff(%): 2.839 | loglstar: -inf < -2.723 < inf | logz: -27.412 +/- 0.473 | dlogz: 0.566 > 0.109
iter: 2669 | bound: 24 | nc: 39 | ncall: 94027 | eff(%): 2.839 | loglstar: -inf < -2.719 < inf | logz: -27.411 +/- 0.473 | dlogz: 0.561 > 0.109
iter: 2670 | bound: 24 | nc: 39 | ncall: 94066 | eff(%): 2.838 | loglstar: -inf < -2.715 < inf | logz: -27.409 +/- 0.473 | dlogz: 0.556 > 0.109
iter: 2671 | bound: 24 | nc: 39 | ncall: 94105 | eff(%): 2.838 | loglstar: -inf < -2.709 < inf | logz: -27.408 +/- 0.473 | dlogz: 0.552 > 0.109
iter: 2672 | bound: 24 | nc: 39 | ncall: 94144 | eff(%): 2.838 | loglstar: -inf < -2.702 < inf | logz: -27.406 +/- 0.473 | dlogz: 0.547 > 0.109
iter: 2673 | bound: 24 | nc: 39 | ncall: 94183 | eff(%): 2.838 | loglstar: -inf < -2.701 < inf | logz: -27.405 +/- 0.473 | dlogz: 0.542 > 0.109
iter: 2674 | bound: 24 | nc: 39 | ncall: 94222 | eff(%): 2.838 | loglstar: -inf < -2.699 < inf | logz: -27.403 +/- 0.473 | dlogz: 0.537 > 0.109
iter: 2675 | bound: 24 | nc: 39 | ncall: 94261 | eff(%): 2.838 | loglstar: -inf < -2.698 < inf | logz: -27.402 +/- 0.473 | dlogz: 0.532 > 0.109
iter: 2676 | bound: 24 | nc: 39 | ncall: 94300 | eff(%): 2.838 | loglstar: -inf < -2.697 < inf | logz: -27.400 +/- 0.473 | dlogz: 0.528 > 0.109
iter: 2677 | bound: 24 | nc: 39 | ncall: 94339 | eff(%): 2.838 | loglstar: -inf < -2.686 < inf | logz: -27.399 +/- 0.473 | dlogz: 0.523 > 0.109
iter: 2678 | bound: 24 | nc: 39 | ncall: 94378 | eff(%): 2.838 | loglstar: -inf < -2.679 < inf | logz: -27.397 +/- 0.473 | dlogz: 0.518 > 0.109
iter: 2679 | bound: 24 | nc: 39 | ncall: 94417 | eff(%): 2.837 | loglstar: -inf < -2.670 < inf | logz: -27.396 +/- 0.473 | dlogz: 0.514 > 0.109
iter: 2680 | bound: 24 | nc: 39 | ncall: 94456 | eff(%): 2.837 | loglstar: -inf < -2.664 < inf | logz: -27.394 +/- 0.473 | dlogz: 0.509 > 0.109
iter: 2681 | bound: 24 | nc: 39 | ncall: 94495 | eff(%): 2.837 | loglstar: -inf < -2.663 < inf | logz: -27.393 +/- 0.473 | dlogz: 0.505 > 0.109
iter: 2682 | bound: 24 | nc: 39 | ncall: 94534 | eff(%): 2.837 | loglstar: -inf < -2.663 < inf | logz: -27.392 +/- 0.473 | dlogz: 0.500 > 0.109
iter: 2683 | bound: 24 | nc: 39 | ncall: 94573 | eff(%): 2.837 | loglstar: -inf < -2.662 < inf | logz: -27.390 +/- 0.473 | dlogz: 0.496 > 0.109
iter: 2684 | bound: 24 | nc: 39 | ncall: 94612 | eff(%): 2.837 | loglstar: -inf < -2.661 < inf | logz: -27.389 +/- 0.473 | dlogz: 0.491 > 0.109
iter: 2685 | bound: 24 | nc: 39 | ncall: 94651 | eff(%): 2.837 | loglstar: -inf < -2.655 < inf | logz: -27.388 +/- 0.473 | dlogz: 0.487 > 0.109
iter: 2686 | bound: 24 | nc: 39 | ncall: 94690 | eff(%): 2.837 | loglstar: -inf < -2.652 < inf | logz: -27.386 +/- 0.473 | dlogz: 0.483 > 0.109
iter: 2687 | bound: 24 | nc: 39 | ncall: 94729 | eff(%): 2.837 | loglstar: -inf < -2.651 < inf | logz: -27.385 +/- 0.473 | dlogz: 0.478 > 0.109
iter: 2688 | bound: 24 | nc: 39 | ncall: 94768 | eff(%): 2.836 | loglstar: -inf < -2.643 < inf | logz: -27.383 +/- 0.473 | dlogz: 0.474 > 0.109
iter: 2689 | bound: 24 | nc: 39 | ncall: 94807 | eff(%): 2.836 | loglstar: -inf < -2.636 < inf | logz: -27.382 +/- 0.473 | dlogz: 0.470 > 0.109
iter: 2690 | bound: 24 | nc: 39 | ncall: 94846 | eff(%): 2.836 | loglstar: -inf < -2.633 < inf | logz: -27.381 +/- 0.473 | dlogz: 0.466 > 0.109
iter: 2691 | bound: 24 | nc: 39 | ncall: 94885 | eff(%): 2.836 | loglstar: -inf < -2.628 < inf | logz: -27.379 +/- 0.473 | dlogz: 0.461 > 0.109
iter: 2692 | bound: 24 | nc: 39 | ncall: 94924 | eff(%): 2.836 | loglstar: -inf < -2.619 < inf | logz: -27.378 +/- 0.473 | dlogz: 0.457 > 0.109
iter: 2693 | bound: 24 | nc: 39 | ncall: 94963 | eff(%): 2.836 | loglstar: -inf < -2.618 < inf | logz: -27.377 +/- 0.473 | dlogz: 0.453 > 0.109
iter: 2694 | bound: 24 | nc: 39 | ncall: 95002 | eff(%): 2.836 | loglstar: -inf < -2.605 < inf | logz: -27.376 +/- 0.473 | dlogz: 0.514 > 0.109
iter: 2695 | bound: 24 | nc: 39 | ncall: 95041 | eff(%): 2.836 | loglstar: -inf < -2.591 < inf | logz: -27.374 +/- 0.473 | dlogz: 0.510 > 0.109
iter: 2696 | bound: 24 | nc: 39 | ncall: 95080 | eff(%): 2.836 | loglstar: -inf < -2.591 < inf | logz: -27.373 +/- 0.473 | dlogz: 0.505 > 0.109
iter: 2697 | bound: 24 | nc: 39 | ncall: 95119 | eff(%): 2.835 | loglstar: -inf < -2.579 < inf | logz: -27.372 +/- 0.473 | dlogz: 0.501 > 0.109
iter: 2698 | bound: 24 | nc: 39 | ncall: 95158 | eff(%): 2.835 | loglstar: -inf < -2.577 < inf | logz: -27.370 +/- 0.473 | dlogz: 0.496 > 0.109
iter: 2699 | bound: 24 | nc: 39 | ncall: 95197 | eff(%): 2.835 | loglstar: -inf < -2.576 < inf | logz: -27.369 +/- 0.473 | dlogz: 0.492 > 0.109
iter: 2700 | bound: 24 | nc: 39 | ncall: 95236 | eff(%): 2.835 | loglstar: -inf < -2.574 < inf | logz: -27.368 +/- 0.473 | dlogz: 0.488 > 0.109
iter: 2701 | bound: 24 | nc: 39 | ncall: 95275 | eff(%): 2.835 | loglstar: -inf < -2.573 < inf | logz: -27.367 +/- 0.473 | dlogz: 0.483 > 0.109
iter: 2702 | bound: 24 | nc: 39 | ncall: 95314 | eff(%): 2.835 | loglstar: -inf < -2.567 < inf | logz: -27.365 +/- 0.473 | dlogz: 0.479 > 0.109
iter: 2703 | bound: 24 | nc: 39 | ncall: 95353 | eff(%): 2.835 | loglstar: -inf < -2.557 < inf | logz: -27.364 +/- 0.473 | dlogz: 0.475 > 0.109
iter: 2704 | bound: 24 | nc: 39 | ncall: 95392 | eff(%): 2.835 | loglstar: -inf < -2.539 < inf | logz: -27.363 +/- 0.473 | dlogz: 0.471 > 0.109
iter: 2705 | bound: 24 | nc: 39 | ncall: 95431 | eff(%): 2.835 | loglstar: -inf < -2.538 < inf | logz: -27.362 +/- 0.473 | dlogz: 0.466 > 0.109
iter: 2706 | bound: 24 | nc: 39 | ncall: 95470 | eff(%): 2.834 | loglstar: -inf < -2.537 < inf | logz: -27.361 +/- 0.473 | dlogz: 0.462 > 0.109
iter: 2707 | bound: 24 | nc: 39 | ncall: 95509 | eff(%): 2.834 | loglstar: -inf < -2.536 < inf | logz: -27.359 +/- 0.473 | dlogz: 0.458 > 0.109
iter: 2708 | bound: 24 | nc: 39 | ncall: 95548 | eff(%): 2.834 | loglstar: -inf < -2.533 < inf | logz: -27.358 +/- 0.473 | dlogz: 0.454 > 0.109
iter: 2709 | bound: 24 | nc: 39 | ncall: 95587 | eff(%): 2.834 | loglstar: -inf < -2.522 < inf | logz: -27.357 +/- 0.473 | dlogz: 0.450 > 0.109
iter: 2710 | bound: 24 | nc: 39 | ncall: 95626 | eff(%): 2.834 | loglstar: -inf < -2.494 < inf | logz: -27.356 +/- 0.473 | dlogz: 0.446 > 0.109
iter: 2711 | bound: 24 | nc: 39 | ncall: 95665 | eff(%): 2.834 | loglstar: -inf < -2.492 < inf | logz: -27.354 +/- 0.473 | dlogz: 0.442 > 0.109
iter: 2712 | bound: 24 | nc: 39 | ncall: 95704 | eff(%): 2.834 | loglstar: -inf < -2.489 < inf | logz: -27.353 +/- 0.473 | dlogz: 0.438 > 0.109
iter: 2713 | bound: 24 | nc: 39 | ncall: 95743 | eff(%): 2.834 | loglstar: -inf < -2.488 < inf | logz: -27.352 +/- 0.473 | dlogz: 0.434 > 0.109
iter: 2714 | bound: 24 | nc: 39 | ncall: 95782 | eff(%): 2.834 | loglstar: -inf < -2.485 < inf | logz: -27.351 +/- 0.474 | dlogz: 0.430 > 0.109
iter: 2715 | bound: 24 | nc: 39 | ncall: 95821 | eff(%): 2.833 | loglstar: -inf < -2.480 < inf | logz: -27.350 +/- 0.474 | dlogz: 0.426 > 0.109
iter: 2716 | bound: 24 | nc: 39 | ncall: 95860 | eff(%): 2.833 | loglstar: -inf < -2.474 < inf | logz: -27.349 +/- 0.474 | dlogz: 0.422 > 0.109
iter: 2717 | bound: 24 | nc: 39 | ncall: 95899 | eff(%): 2.833 | loglstar: -inf < -2.474 < inf | logz: -27.347 +/- 0.474 | dlogz: 0.419 > 0.109
iter: 2718 | bound: 24 | nc: 39 | ncall: 95938 | eff(%): 2.833 | loglstar: -inf < -2.465 < inf | logz: -27.346 +/- 0.474 | dlogz: 0.415 > 0.109
iter: 2719 | bound: 24 | nc: 39 | ncall: 95977 | eff(%): 2.833 | loglstar: -inf < -2.464 < inf | logz: -27.345 +/- 0.474 | dlogz: 0.411 > 0.109
iter: 2720 | bound: 24 | nc: 39 | ncall: 96016 | eff(%): 2.833 | loglstar: -inf < -2.464 < inf | logz: -27.344 +/- 0.474 | dlogz: 0.407 > 0.109
iter: 2721 | bound: 24 | nc: 39 | ncall: 96055 | eff(%): 2.833 | loglstar: -inf < -2.454 < inf | logz: -27.343 +/- 0.474 | dlogz: 0.404 > 0.109
iter: 2722 | bound: 24 | nc: 39 | ncall: 96094 | eff(%): 2.833 | loglstar: -inf < -2.435 < inf | logz: -27.342 +/- 0.474 | dlogz: 0.400 > 0.109
iter: 2723 | bound: 24 | nc: 39 | ncall: 96133 | eff(%): 2.833 | loglstar: -inf < -2.413 < inf | logz: -27.341 +/- 0.474 | dlogz: 0.396 > 0.109
iter: 2724 | bound: 24 | nc: 39 | ncall: 96172 | eff(%): 2.832 | loglstar: -inf < -2.412 < inf | logz: -27.340 +/- 0.474 | dlogz: 0.393 > 0.109
iter: 2725 | bound: 24 | nc: 39 | ncall: 96211 | eff(%): 2.832 | loglstar: -inf < -2.407 < inf | logz: -27.338 +/- 0.474 | dlogz: 0.389 > 0.109
iter: 2726 | bound: 24 | nc: 39 | ncall: 96250 | eff(%): 2.832 | loglstar: -inf < -2.407 < inf | logz: -27.337 +/- 0.474 | dlogz: 0.386 > 0.109
iter: 2727 | bound: 24 | nc: 39 | ncall: 96289 | eff(%): 2.832 | loglstar: -inf < -2.398 < inf | logz: -27.336 +/- 0.474 | dlogz: 0.382 > 0.109
iter: 2728 | bound: 24 | nc: 39 | ncall: 96328 | eff(%): 2.832 | loglstar: -inf < -2.396 < inf | logz: -27.335 +/- 0.474 | dlogz: 0.379 > 0.109
iter: 2729 | bound: 24 | nc: 39 | ncall: 96367 | eff(%): 2.832 | loglstar: -inf < -2.393 < inf | logz: -27.334 +/- 0.474 | dlogz: 0.375 > 0.109
iter: 2730 | bound: 24 | nc: 39 | ncall: 96406 | eff(%): 2.832 | loglstar: -inf < -2.385 < inf | logz: -27.333 +/- 0.474 | dlogz: 0.372 > 0.109
iter: 2731 | bound: 24 | nc: 39 | ncall: 96445 | eff(%): 2.832 | loglstar: -inf < -2.382 < inf | logz: -27.332 +/- 0.474 | dlogz: 0.368 > 0.109
iter: 2732 | bound: 24 | nc: 39 | ncall: 96484 | eff(%): 2.832 | loglstar: -inf < -2.381 < inf | logz: -27.331 +/- 0.474 | dlogz: 0.365 > 0.109
iter: 2733 | bound: 25 | nc: 39 | ncall: 96523 | eff(%): 2.831 | loglstar: -inf < -2.376 < inf | logz: -27.330 +/- 0.474 | dlogz: 0.362 > 0.109
iter: 2734 | bound: 25 | nc: 39 | ncall: 96562 | eff(%): 2.831 | loglstar: -inf < -2.374 < inf | logz: -27.329 +/- 0.474 | dlogz: 0.358 > 0.109
iter: 2735 | bound: 25 | nc: 39 | ncall: 96601 | eff(%): 2.831 | loglstar: -inf < -2.372 < inf | logz: -27.328 +/- 0.474 | dlogz: 0.355 > 0.109
iter: 2736 | bound: 25 | nc: 39 | ncall: 96640 | eff(%): 2.831 | loglstar: -inf < -2.372 < inf | logz: -27.327 +/- 0.474 | dlogz: 0.352 > 0.109
iter: 2737 | bound: 25 | nc: 39 | ncall: 96679 | eff(%): 2.831 | loglstar: -inf < -2.365 < inf | logz: -27.326 +/- 0.474 | dlogz: 0.348 > 0.109
iter: 2738 | bound: 25 | nc: 39 | ncall: 96718 | eff(%): 2.831 | loglstar: -inf < -2.362 < inf | logz: -27.325 +/- 0.474 | dlogz: 0.345 > 0.109
iter: 2739 | bound: 25 | nc: 39 | ncall: 96757 | eff(%): 2.831 | loglstar: -inf < -2.348 < inf | logz: -27.324 +/- 0.474 | dlogz: 0.342 > 0.109
iter: 2740 | bound: 25 | nc: 39 | ncall: 96796 | eff(%): 2.831 | loglstar: -inf < -2.339 < inf | logz: -27.323 +/- 0.474 | dlogz: 0.339 > 0.109
iter: 2741 | bound: 25 | nc: 39 | ncall: 96835 | eff(%): 2.831 | loglstar: -inf < -2.325 < inf | logz: -27.322 +/- 0.474 | dlogz: 0.336 > 0.109
iter: 2742 | bound: 25 | nc: 39 | ncall: 96874 | eff(%): 2.830 | loglstar: -inf < -2.324 < inf | logz: -27.321 +/- 0.474 | dlogz: 0.333 > 0.109
iter: 2743 | bound: 25 | nc: 39 | ncall: 96913 | eff(%): 2.830 | loglstar: -inf < -2.319 < inf | logz: -27.320 +/- 0.474 | dlogz: 0.329 > 0.109
iter: 2744 | bound: 25 | nc: 39 | ncall: 96952 | eff(%): 2.830 | loglstar: -inf < -2.317 < inf | logz: -27.319 +/- 0.474 | dlogz: 0.326 > 0.109
iter: 2745 | bound: 25 | nc: 39 | ncall: 96991 | eff(%): 2.830 | loglstar: -inf < -2.310 < inf | logz: -27.318 +/- 0.474 | dlogz: 0.323 > 0.109
iter: 2746 | bound: 25 | nc: 39 | ncall: 97030 | eff(%): 2.830 | loglstar: -inf < -2.308 < inf | logz: -27.317 +/- 0.474 | dlogz: 0.320 > 0.109
iter: 2747 | bound: 25 | nc: 39 | ncall: 97069 | eff(%): 2.830 | loglstar: -inf < -2.297 < inf | logz: -27.316 +/- 0.474 | dlogz: 0.317 > 0.109
iter: 2748 | bound: 25 | nc: 39 | ncall: 97108 | eff(%): 2.830 | loglstar: -inf < -2.293 < inf | logz: -27.315 +/- 0.474 | dlogz: 0.314 > 0.109
iter: 2749 | bound: 25 | nc: 39 | ncall: 97147 | eff(%): 2.830 | loglstar: -inf < -2.286 < inf | logz: -27.314 +/- 0.474 | dlogz: 0.311 > 0.109
iter: 2750 | bound: 25 | nc: 39 | ncall: 97186 | eff(%): 2.830 | loglstar: -inf < -2.285 < inf | logz: -27.313 +/- 0.474 | dlogz: 0.309 > 0.109
iter: 2751 | bound: 25 | nc: 39 | ncall: 97225 | eff(%): 2.830 | loglstar: -inf < -2.283 < inf | logz: -27.312 +/- 0.474 | dlogz: 0.306 > 0.109
iter: 2752 | bound: 25 | nc: 39 | ncall: 97264 | eff(%): 2.829 | loglstar: -inf < -2.281 < inf | logz: -27.311 +/- 0.474 | dlogz: 0.360 > 0.109
iter: 2753 | bound: 25 | nc: 39 | ncall: 97303 | eff(%): 2.829 | loglstar: -inf < -2.279 < inf | logz: -27.310 +/- 0.474 | dlogz: 0.357 > 0.109
iter: 2754 | bound: 25 | nc: 39 | ncall: 97342 | eff(%): 2.829 | loglstar: -inf < -2.278 < inf | logz: -27.309 +/- 0.474 | dlogz: 0.354 > 0.109
iter: 2755 | bound: 25 | nc: 39 | ncall: 97381 | eff(%): 2.829 | loglstar: -inf < -2.278 < inf | logz: -27.308 +/- 0.474 | dlogz: 0.351 > 0.109
iter: 2756 | bound: 25 | nc: 39 | ncall: 97420 | eff(%): 2.829 | loglstar: -inf < -2.278 < inf | logz: -27.307 +/- 0.474 | dlogz: 0.347 > 0.109
iter: 2757 | bound: 25 | nc: 39 | ncall: 97459 | eff(%): 2.829 | loglstar: -inf < -2.274 < inf | logz: -27.306 +/- 0.474 | dlogz: 0.344 > 0.109
iter: 2758 | bound: 25 | nc: 39 | ncall: 97498 | eff(%): 2.829 | loglstar: -inf < -2.273 < inf | logz: -27.305 +/- 0.474 | dlogz: 0.341 > 0.109
iter: 2759 | bound: 25 | nc: 39 | ncall: 97537 | eff(%): 2.829 | loglstar: -inf < -2.272 < inf | logz: -27.304 +/- 0.474 | dlogz: 0.338 > 0.109
iter: 2760 | bound: 25 | nc: 39 | ncall: 97576 | eff(%): 2.829 | loglstar: -inf < -2.268 < inf | logz: -27.303 +/- 0.474 | dlogz: 0.335 > 0.109
iter: 2761 | bound: 25 | nc: 39 | ncall: 97615 | eff(%): 2.828 | loglstar: -inf < -2.260 < inf | logz: -27.303 +/- 0.474 | dlogz: 0.332 > 0.109
iter: 2762 | bound: 25 | nc: 39 | ncall: 97654 | eff(%): 2.828 | loglstar: -inf < -2.257 < inf | logz: -27.302 +/- 0.474 | dlogz: 0.329 > 0.109
iter: 2763 | bound: 25 | nc: 39 | ncall: 97693 | eff(%): 2.828 | loglstar: -inf < -2.254 < inf | logz: -27.301 +/- 0.474 | dlogz: 0.326 > 0.109
iter: 2764 | bound: 25 | nc: 39 | ncall: 97732 | eff(%): 2.828 | loglstar: -inf < -2.252 < inf | logz: -27.300 +/- 0.474 | dlogz: 0.323 > 0.109
iter: 2765 | bound: 25 | nc: 39 | ncall: 97771 | eff(%): 2.828 | loglstar: -inf < -2.244 < inf | logz: -27.299 +/- 0.474 | dlogz: 0.320 > 0.109
iter: 2766 | bound: 25 | nc: 39 | ncall: 97810 | eff(%): 2.828 | loglstar: -inf < -2.243 < inf | logz: -27.298 +/- 0.474 | dlogz: 0.317 > 0.109
iter: 2767 | bound: 25 | nc: 39 | ncall: 97849 | eff(%): 2.828 | loglstar: -inf < -2.243 < inf | logz: -27.297 +/- 0.474 | dlogz: 0.314 > 0.109
iter: 2768 | bound: 25 | nc: 39 | ncall: 97888 | eff(%): 2.828 | loglstar: -inf < -2.239 < inf | logz: -27.297 +/- 0.474 | dlogz: 0.311 > 0.109
iter: 2769 | bound: 25 | nc: 39 | ncall: 97927 | eff(%): 2.828 | loglstar: -inf < -2.235 < inf | logz: -27.296 +/- 0.474 | dlogz: 0.308 > 0.109
iter: 2770 | bound: 25 | nc: 39 | ncall: 97966 | eff(%): 2.828 | loglstar: -inf < -2.218 < inf | logz: -27.295 +/- 0.474 | dlogz: 0.305 > 0.109
iter: 2771 | bound: 25 | nc: 39 | ncall: 98005 | eff(%): 2.827 | loglstar: -inf < -2.216 < inf | logz: -27.294 +/- 0.474 | dlogz: 0.302 > 0.109
iter: 2772 | bound: 25 | nc: 39 | ncall: 98044 | eff(%): 2.827 | loglstar: -inf < -2.213 < inf | logz: -27.293 +/- 0.474 | dlogz: 0.300 > 0.109
iter: 2773 | bound: 25 | nc: 39 | ncall: 98083 | eff(%): 2.827 | loglstar: -inf < -2.212 < inf | logz: -27.293 +/- 0.474 | dlogz: 0.297 > 0.109
iter: 2774 | bound: 25 | nc: 39 | ncall: 98122 | eff(%): 2.827 | loglstar: -inf < -2.212 < inf | logz: -27.292 +/- 0.474 | dlogz: 0.294 > 0.109
iter: 2775 | bound: 25 | nc: 39 | ncall: 98161 | eff(%): 2.827 | loglstar: -inf < -2.204 < inf | logz: -27.291 +/- 0.474 | dlogz: 0.291 > 0.109
iter: 2776 | bound: 25 | nc: 39 | ncall: 98200 | eff(%): 2.827 | loglstar: -inf < -2.200 < inf | logz: -27.290 +/- 0.474 | dlogz: 0.289 > 0.109
iter: 2777 | bound: 25 | nc: 39 | ncall: 98239 | eff(%): 2.827 | loglstar: -inf < -2.197 < inf | logz: -27.289 +/- 0.474 | dlogz: 0.286 > 0.109
iter: 2778 | bound: 25 | nc: 39 | ncall: 98278 | eff(%): 2.827 | loglstar: -inf < -2.195 < inf | logz: -27.289 +/- 0.474 | dlogz: 0.283 > 0.109
iter: 2779 | bound: 25 | nc: 39 | ncall: 98317 | eff(%): 2.827 | loglstar: -inf < -2.184 < inf | logz: -27.288 +/- 0.474 | dlogz: 0.281 > 0.109
iter: 2780 | bound: 25 | nc: 39 | ncall: 98356 | eff(%): 2.826 | loglstar: -inf < -2.182 < inf | logz: -27.287 +/- 0.474 | dlogz: 0.278 > 0.109
iter: 2781 | bound: 25 | nc: 39 | ncall: 98395 | eff(%): 2.826 | loglstar: -inf < -2.180 < inf | logz: -27.286 +/- 0.474 | dlogz: 0.275 > 0.109
iter: 2782 | bound: 25 | nc: 39 | ncall: 98434 | eff(%): 2.826 | loglstar: -inf < -2.176 < inf | logz: -27.286 +/- 0.474 | dlogz: 0.273 > 0.109
iter: 2783 | bound: 25 | nc: 39 | ncall: 98473 | eff(%): 2.826 | loglstar: -inf < -2.173 < inf | logz: -27.285 +/- 0.474 | dlogz: 0.270 > 0.109
iter: 2784 | bound: 25 | nc: 39 | ncall: 98512 | eff(%): 2.826 | loglstar: -inf < -2.165 < inf | logz: -27.284 +/- 0.474 | dlogz: 0.268 > 0.109
iter: 2785 | bound: 25 | nc: 39 | ncall: 98551 | eff(%): 2.826 | loglstar: -inf < -2.160 < inf | logz: -27.283 +/- 0.475 | dlogz: 0.265 > 0.109
iter: 2786 | bound: 25 | nc: 39 | ncall: 98590 | eff(%): 2.826 | loglstar: -inf < -2.154 < inf | logz: -27.283 +/- 0.475 | dlogz: 0.263 > 0.109
iter: 2787 | bound: 25 | nc: 39 | ncall: 98629 | eff(%): 2.826 | loglstar: -inf < -2.152 < inf | logz: -27.282 +/- 0.475 | dlogz: 0.260 > 0.109
iter: 2788 | bound: 25 | nc: 39 | ncall: 98668 | eff(%): 2.826 | loglstar: -inf < -2.151 < inf | logz: -27.281 +/- 0.475 | dlogz: 0.258 > 0.109
iter: 2789 | bound: 25 | nc: 39 | ncall: 98707 | eff(%): 2.826 | loglstar: -inf < -2.137 < inf | logz: -27.280 +/- 0.475 | dlogz: 0.256 > 0.109
iter: 2790 | bound: 25 | nc: 39 | ncall: 98746 | eff(%): 2.825 | loglstar: -inf < -2.124 < inf | logz: -27.280 +/- 0.475 | dlogz: 0.254 > 0.109
iter: 2791 | bound: 25 | nc: 39 | ncall: 98785 | eff(%): 2.825 | loglstar: -inf < -2.124 < inf | logz: -27.279 +/- 0.475 | dlogz: 0.251 > 0.109
iter: 2792 | bound: 25 | nc: 39 | ncall: 98824 | eff(%): 2.825 | loglstar: -inf < -2.124 < inf | logz: -27.278 +/- 0.475 | dlogz: 0.249 > 0.109
iter: 2793 | bound: 25 | nc: 39 | ncall: 98863 | eff(%): 2.825 | loglstar: -inf < -2.123 < inf | logz: -27.277 +/- 0.475 | dlogz: 0.246 > 0.109
iter: 2794 | bound: 25 | nc: 39 | ncall: 98902 | eff(%): 2.825 | loglstar: -inf < -2.117 < inf | logz: -27.277 +/- 0.475 | dlogz: 0.244 > 0.109
iter: 2795 | bound: 25 | nc: 39 | ncall: 98941 | eff(%): 2.825 | loglstar: -inf < -2.113 < inf | logz: -27.276 +/- 0.475 | dlogz: 0.242 > 0.109
iter: 2796 | bound: 25 | nc: 39 | ncall: 98980 | eff(%): 2.825 | loglstar: -inf < -2.111 < inf | logz: -27.275 +/- 0.475 | dlogz: 0.240 > 0.109
iter: 2797 | bound: 25 | nc: 39 | ncall: 99019 | eff(%): 2.825 | loglstar: -inf < -2.098 < inf | logz: -27.275 +/- 0.475 | dlogz: 0.237 > 0.109
iter: 2798 | bound: 25 | nc: 39 | ncall: 99058 | eff(%): 2.825 | loglstar: -inf < -2.093 < inf | logz: -27.274 +/- 0.475 | dlogz: 0.235 > 0.109
iter: 2799 | bound: 25 | nc: 39 | ncall: 99097 | eff(%): 2.825 | loglstar: -inf < -2.091 < inf | logz: -27.273 +/- 0.475 | dlogz: 0.233 > 0.109
iter: 2800 | bound: 25 | nc: 39 | ncall: 99136 | eff(%): 2.824 | loglstar: -inf < -2.079 < inf | logz: -27.273 +/- 0.475 | dlogz: 0.231 > 0.109
iter: 2801 | bound: 26 | nc: 39 | ncall: 99175 | eff(%): 2.824 | loglstar: -inf < -2.077 < inf | logz: -27.272 +/- 0.475 | dlogz: 0.228 > 0.109
iter: 2802 | bound: 26 | nc: 39 | ncall: 99214 | eff(%): 2.824 | loglstar: -inf < -2.074 < inf | logz: -27.271 +/- 0.475 | dlogz: 0.226 > 0.109
iter: 2803 | bound: 26 | nc: 39 | ncall: 99253 | eff(%): 2.824 | loglstar: -inf < -2.063 < inf | logz: -27.270 +/- 0.475 | dlogz: 0.224 > 0.109
iter: 2804 | bound: 26 | nc: 39 | ncall: 99292 | eff(%): 2.824 | loglstar: -inf < -2.062 < inf | logz: -27.270 +/- 0.475 | dlogz: 0.222 > 0.109
iter: 2805 | bound: 26 | nc: 39 | ncall: 99331 | eff(%): 2.824 | loglstar: -inf < -2.059 < inf | logz: -27.269 +/- 0.475 | dlogz: 0.220 > 0.109
iter: 2806 | bound: 26 | nc: 39 | ncall: 99370 | eff(%): 2.824 | loglstar: -inf < -2.058 < inf | logz: -27.268 +/- 0.475 | dlogz: 0.218 > 0.109
iter: 2807 | bound: 26 | nc: 39 | ncall: 99409 | eff(%): 2.824 | loglstar: -inf < -2.056 < inf | logz: -27.268 +/- 0.475 | dlogz: 0.216 > 0.109
iter: 2808 | bound: 26 | nc: 39 | ncall: 99448 | eff(%): 2.824 | loglstar: -inf < -2.054 < inf | logz: -27.267 +/- 0.475 | dlogz: 0.214 > 0.109
iter: 2809 | bound: 26 | nc: 39 | ncall: 99487 | eff(%): 2.823 | loglstar: -inf < -2.051 < inf | logz: -27.267 +/- 0.475 | dlogz: 0.212 > 0.109
iter: 2810 | bound: 26 | nc: 39 | ncall: 99526 | eff(%): 2.823 | loglstar: -inf < -2.050 < inf | logz: -27.266 +/- 0.475 | dlogz: 0.210 > 0.109
iter: 2811 | bound: 26 | nc: 39 | ncall: 99565 | eff(%): 2.823 | loglstar: -inf < -2.046 < inf | logz: -27.265 +/- 0.475 | dlogz: 0.208 > 0.109
iter: 2812 | bound: 26 | nc: 39 | ncall: 99604 | eff(%): 2.823 | loglstar: -inf < -2.044 < inf | logz: -27.265 +/- 0.475 | dlogz: 0.206 > 0.109
iter: 2813 | bound: 26 | nc: 39 | ncall: 99643 | eff(%): 2.823 | loglstar: -inf < -2.035 < inf | logz: -27.264 +/- 0.475 | dlogz: 0.204 > 0.109
iter: 2814 | bound: 26 | nc: 39 | ncall: 99682 | eff(%): 2.823 | loglstar: -inf < -2.029 < inf | logz: -27.263 +/- 0.475 | dlogz: 0.202 > 0.109
iter: 2815 | bound: 26 | nc: 39 | ncall: 99721 | eff(%): 2.823 | loglstar: -inf < -2.029 < inf | logz: -27.263 +/- 0.475 | dlogz: 0.200 > 0.109
iter: 2816 | bound: 26 | nc: 39 | ncall: 99760 | eff(%): 2.823 | loglstar: -inf < -2.022 < inf | logz: -27.262 +/- 0.475 | dlogz: 0.198 > 0.109
iter: 2817 | bound: 26 | nc: 39 | ncall: 99799 | eff(%): 2.823 | loglstar: -inf < -2.021 < inf | logz: -27.262 +/- 0.475 | dlogz: 0.196 > 0.109
iter: 2818 | bound: 26 | nc: 39 | ncall: 99838 | eff(%): 2.823 | loglstar: -inf < -2.018 < inf | logz: -27.261 +/- 0.475 | dlogz: 0.194 > 0.109
iter: 2819 | bound: 26 | nc: 39 | ncall: 99877 | eff(%): 2.822 | loglstar: -inf < -2.016 < inf | logz: -27.260 +/- 0.475 | dlogz: 0.192 > 0.109
iter: 2820 | bound: 26 | nc: 39 | ncall: 99916 | eff(%): 2.822 | loglstar: -inf < -2.014 < inf | logz: -27.260 +/- 0.475 | dlogz: 0.190 > 0.109
iter: 2821 | bound: 26 | nc: 39 | ncall: 99955 | eff(%): 2.822 | loglstar: -inf < -2.012 < inf | logz: -27.259 +/- 0.475 | dlogz: 0.189 > 0.109
iter: 2822 | bound: 26 | nc: 39 | ncall: 99994 | eff(%): 2.822 | loglstar: -inf < -2.011 < inf | logz: -27.259 +/- 0.475 | dlogz: 0.187 > 0.109
iter: 2823 | bound: 26 | nc: 39 | ncall: 100033 | eff(%): 2.822 | loglstar: -inf < -1.998 < inf | logz: -27.258 +/- 0.475 | dlogz: 0.185 > 0.109
iter: 2824 | bound: 26 | nc: 39 | ncall: 100072 | eff(%): 2.822 | loglstar: -inf < -1.997 < inf | logz: -27.257 +/- 0.475 | dlogz: 0.183 > 0.109
iter: 2825 | bound: 26 | nc: 39 | ncall: 100111 | eff(%): 2.822 | loglstar: -inf < -1.995 < inf | logz: -27.257 +/- 0.475 | dlogz: 0.182 > 0.109
iter: 2826 | bound: 26 | nc: 39 | ncall: 100150 | eff(%): 2.822 | loglstar: -inf < -1.984 < inf | logz: -27.256 +/- 0.475 | dlogz: 0.180 > 0.109
iter: 2827 | bound: 26 | nc: 39 | ncall: 100189 | eff(%): 2.822 | loglstar: -inf < -1.984 < inf | logz: -27.256 +/- 0.475 | dlogz: 0.178 > 0.109
iter: 2828 | bound: 26 | nc: 39 | ncall: 100228 | eff(%): 2.822 | loglstar: -inf < -1.978 < inf | logz: -27.255 +/- 0.475 | dlogz: 0.176 > 0.109
iter: 2829 | bound: 26 | nc: 39 | ncall: 100267 | eff(%): 2.821 | loglstar: -inf < -1.976 < inf | logz: -27.254 +/- 0.475 | dlogz: 0.175 > 0.109
iter: 2830 | bound: 26 | nc: 39 | ncall: 100306 | eff(%): 2.821 | loglstar: -inf < -1.972 < inf | logz: -27.254 +/- 0.475 | dlogz: 0.173 > 0.109
iter: 2831 | bound: 26 | nc: 39 | ncall: 100345 | eff(%): 2.821 | loglstar: -inf < -1.972 < inf | logz: -27.253 +/- 0.475 | dlogz: 0.171 > 0.109
iter: 2832 | bound: 26 | nc: 39 | ncall: 100384 | eff(%): 2.821 | loglstar: -inf < -1.972 < inf | logz: -27.253 +/- 0.475 | dlogz: 0.170 > 0.109
iter: 2833 | bound: 26 | nc: 39 | ncall: 100423 | eff(%): 2.821 | loglstar: -inf < -1.969 < inf | logz: -27.252 +/- 0.475 | dlogz: 0.168 > 0.109
iter: 2834 | bound: 26 | nc: 39 | ncall: 100462 | eff(%): 2.821 | loglstar: -inf < -1.961 < inf | logz: -27.252 +/- 0.475 | dlogz: 0.166 > 0.109
iter: 2835 | bound: 26 | nc: 39 | ncall: 100501 | eff(%): 2.821 | loglstar: -inf < -1.958 < inf | logz: -27.251 +/- 0.475 | dlogz: 0.165 > 0.109
iter: 2836 | bound: 26 | nc: 39 | ncall: 100540 | eff(%): 2.821 | loglstar: -inf < -1.945 < inf | logz: -27.251 +/- 0.475 | dlogz: 0.163 > 0.109
iter: 2837 | bound: 26 | nc: 39 | ncall: 100579 | eff(%): 2.821 | loglstar: -inf < -1.944 < inf | logz: -27.250 +/- 0.475 | dlogz: 0.162 > 0.109
iter: 2838 | bound: 26 | nc: 39 | ncall: 100618 | eff(%): 2.821 | loglstar: -inf < -1.943 < inf | logz: -27.250 +/- 0.475 | dlogz: 0.160 > 0.109
iter: 2839 | bound: 26 | nc: 39 | ncall: 100657 | eff(%): 2.820 | loglstar: -inf < -1.938 < inf | logz: -27.249 +/- 0.475 | dlogz: 0.159 > 0.109
iter: 2840 | bound: 26 | nc: 39 | ncall: 100696 | eff(%): 2.820 | loglstar: -inf < -1.937 < inf | logz: -27.249 +/- 0.475 | dlogz: 0.157 > 0.109
iter: 2841 | bound: 26 | nc: 39 | ncall: 100735 | eff(%): 2.820 | loglstar: -inf < -1.931 < inf | logz: -27.248 +/- 0.475 | dlogz: 0.156 > 0.109
iter: 2842 | bound: 26 | nc: 39 | ncall: 100774 | eff(%): 2.820 | loglstar: -inf < -1.930 < inf | logz: -27.248 +/- 0.475 | dlogz: 0.154 > 0.109
iter: 2843 | bound: 26 | nc: 39 | ncall: 100813 | eff(%): 2.820 | loglstar: -inf < -1.928 < inf | logz: -27.247 +/- 0.475 | dlogz: 0.153 > 0.109
iter: 2844 | bound: 26 | nc: 39 | ncall: 100852 | eff(%): 2.820 | loglstar: -inf < -1.925 < inf | logz: -27.246 +/- 0.475 | dlogz: 0.151 > 0.109
iter: 2845 | bound: 26 | nc: 39 | ncall: 100891 | eff(%): 2.820 | loglstar: -inf < -1.920 < inf | logz: -27.246 +/- 0.475 | dlogz: 0.150 > 0.109
iter: 2846 | bound: 26 | nc: 39 | ncall: 100930 | eff(%): 2.820 | loglstar: -inf < -1.913 < inf | logz: -27.245 +/- 0.475 | dlogz: 0.148 > 0.109
iter: 2847 | bound: 26 | nc: 39 | ncall: 100969 | eff(%): 2.820 | loglstar: -inf < -1.903 < inf | logz: -27.245 +/- 0.475 | dlogz: 0.147 > 0.109
iter: 2848 | bound: 26 | nc: 39 | ncall: 101008 | eff(%): 2.820 | loglstar: -inf < -1.903 < inf | logz: -27.244 +/- 0.475 | dlogz: 0.145 > 0.109
iter: 2849 | bound: 26 | nc: 39 | ncall: 101047 | eff(%): 2.819 | loglstar: -inf < -1.901 < inf | logz: -27.244 +/- 0.475 | dlogz: 0.144 > 0.109
iter: 2850 | bound: 26 | nc: 39 | ncall: 101086 | eff(%): 2.819 | loglstar: -inf < -1.896 < inf | logz: -27.243 +/- 0.475 | dlogz: 0.143 > 0.109
iter: 2851 | bound: 26 | nc: 39 | ncall: 101125 | eff(%): 2.819 | loglstar: -inf < -1.896 < inf | logz: -27.243 +/- 0.475 | dlogz: 0.141 > 0.109
iter: 2852 | bound: 26 | nc: 39 | ncall: 101164 | eff(%): 2.819 | loglstar: -inf < -1.884 < inf | logz: -27.243 +/- 0.475 | dlogz: 0.140 > 0.109
iter: 2853 | bound: 26 | nc: 39 | ncall: 101203 | eff(%): 2.819 | loglstar: -inf < -1.882 < inf | logz: -27.242 +/- 0.475 | dlogz: 0.138 > 0.109
iter: 2854 | bound: 26 | nc: 39 | ncall: 101242 | eff(%): 2.819 | loglstar: -inf < -1.876 < inf | logz: -27.242 +/- 0.475 | dlogz: 0.137 > 0.109
iter: 2855 | bound: 26 | nc: 39 | ncall: 101281 | eff(%): 2.819 | loglstar: -inf < -1.874 < inf | logz: -27.241 +/- 0.475 | dlogz: 0.136 > 0.109
iter: 2856 | bound: 26 | nc: 39 | ncall: 101320 | eff(%): 2.819 | loglstar: -inf < -1.871 < inf | logz: -27.241 +/- 0.475 | dlogz: 0.134 > 0.109
iter: 2857 | bound: 26 | nc: 39 | ncall: 101359 | eff(%): 2.819 | loglstar: -inf < -1.864 < inf | logz: -27.240 +/- 0.475 | dlogz: 0.133 > 0.109
iter: 2858 | bound: 26 | nc: 39 | ncall: 101398 | eff(%): 2.819 | loglstar: -inf < -1.862 < inf | logz: -27.240 +/- 0.475 | dlogz: 0.132 > 0.109
iter: 2859 | bound: 26 | nc: 39 | ncall: 101437 | eff(%): 2.818 | loglstar: -inf < -1.860 < inf | logz: -27.239 +/- 0.475 | dlogz: 0.131 > 0.109
iter: 2860 | bound: 26 | nc: 39 | ncall: 101476 | eff(%): 2.818 | loglstar: -inf < -1.853 < inf | logz: -27.239 +/- 0.475 | dlogz: 0.129 > 0.109
iter: 2861 | bound: 26 | nc: 39 | ncall: 101515 | eff(%): 2.818 | loglstar: -inf < -1.852 < inf | logz: -27.238 +/- 0.475 | dlogz: 0.128 > 0.109
iter: 2862 | bound: 26 | nc: 39 | ncall: 101554 | eff(%): 2.818 | loglstar: -inf < -1.851 < inf | logz: -27.238 +/- 0.475 | dlogz: 0.127 > 0.109
iter: 2863 | bound: 26 | nc: 39 | ncall: 101593 | eff(%): 2.818 | loglstar: -inf < -1.850 < inf | logz: -27.237 +/- 0.475 | dlogz: 0.126 > 0.109
iter: 2864 | bound: 26 | nc: 39 | ncall: 101632 | eff(%): 2.818 | loglstar: -inf < -1.847 < inf | logz: -27.237 +/- 0.475 | dlogz: 0.124 > 0.109
iter: 2865 | bound: 26 | nc: 39 | ncall: 101671 | eff(%): 2.818 | loglstar: -inf < -1.846 < inf | logz: -27.237 +/- 0.475 | dlogz: 0.123 > 0.109
iter: 2866 | bound: 26 | nc: 39 | ncall: 101710 | eff(%): 2.818 | loglstar: -inf < -1.843 < inf | logz: -27.236 +/- 0.475 | dlogz: 0.122 > 0.109
iter: 2867 | bound: 26 | nc: 39 | ncall: 101749 | eff(%): 2.818 | loglstar: -inf < -1.838 < inf | logz: -27.236 +/- 0.475 | dlogz: 0.121 > 0.109
iter: 2868 | bound: 26 | nc: 39 | ncall: 101788 | eff(%): 2.818 | loglstar: -inf < -1.832 < inf | logz: -27.235 +/- 0.475 | dlogz: 0.120 > 0.109
iter: 2869 | bound: 26 | nc: 39 | ncall: 101827 | eff(%): 2.818 | loglstar: -inf < -1.824 < inf | logz: -27.235 +/- 0.475 | dlogz: 0.118 > 0.109
iter: 2870 | bound: 26 | nc: 39 | ncall: 101866 | eff(%): 2.817 | loglstar: -inf < -1.823 < inf | logz: -27.234 +/- 0.475 | dlogz: 0.117 > 0.109
iter: 2871 | bound: 26 | nc: 39 | ncall: 101905 | eff(%): 2.817 | loglstar: -inf < -1.819 < inf | logz: -27.234 +/- 0.475 | dlogz: 0.116 > 0.109
iter: 2872 | bound: 26 | nc: 39 | ncall: 101944 | eff(%): 2.817 | loglstar: -inf < -1.818 < inf | logz: -27.233 +/- 0.475 | dlogz: 0.115 > 0.109
iter: 2873 | bound: 26 | nc: 39 | ncall: 101983 | eff(%): 2.817 | loglstar: -inf < -1.817 < inf | logz: -27.233 +/- 0.475 | dlogz: 0.114 > 0.109
iter: 2874 | bound: 26 | nc: 39 | ncall: 102022 | eff(%): 2.817 | loglstar: -inf < -1.813 < inf | logz: -27.233 +/- 0.475 | dlogz: 0.113 > 0.109
iter: 2875 | bound: 26 | nc: 39 | ncall: 102061 | eff(%): 2.817 | loglstar: -inf < -1.809 < inf | logz: -27.232 +/- 0.475 | dlogz: 0.112 > 0.109
iter: 2876 | bound: 26 | nc: 39 | ncall: 102100 | eff(%): 2.817 | loglstar: -inf < -1.808 < inf | logz: -27.232 +/- 0.475 | dlogz: 0.111 > 0.109
iter: 2877 | bound: 26 | nc: 39 | ncall: 102139 | eff(%): 2.817 | loglstar: -inf < -1.803 < inf | logz: -27.231 +/- 0.475 | dlogz: 0.109 > 0.109
iter: 2877 | +1 | bound: 26 | nc: 1 | ncall: 102140 | eff(%): 2.818 | loglstar: -inf < -1.801 < inf | logz: -27.231 +/- 0.475 | dlogz: 0.107 > 0.109
iter: 2877 | +2 | bound: 26 | nc: 1 | ncall: 102141 | eff(%): 2.819 | loglstar: -inf < -1.798 < inf | logz: -27.231 +/- 0.475 | dlogz: 0.106 > 0.109
iter: 2877 | +3 | bound: 26 | nc: 1 | ncall: 102142 | eff(%): 2.820 | loglstar: -inf < -1.794 < inf | logz: -27.230 +/- 0.475 | dlogz: 0.105 > 0.109
iter: 2877 | +4 | bound: 26 | nc: 1 | ncall: 102143 | eff(%): 2.821 | loglstar: -inf < -1.791 < inf | logz: -27.230 +/- 0.475 | dlogz: 0.104 > 0.109
iter: 2877 | +5 | bound: 26 | nc: 1 | ncall: 102144 | eff(%): 2.822 | loglstar: -inf < -1.790 < inf | logz: -27.229 +/- 0.475 | dlogz: 0.103 > 0.109
iter: 2877 | +6 | bound: 26 | nc: 1 | ncall: 102145 | eff(%): 2.823 | loglstar: -inf < -1.787 < inf | logz: -27.229 +/- 0.475 | dlogz: 0.102 > 0.109
iter: 2877 | +7 | bound: 26 | nc: 1 | ncall: 102146 | eff(%): 2.824 | loglstar: -inf < -1.776 < inf | logz: -27.229 +/- 0.475 | dlogz: 0.101 > 0.109
iter: 2877 | +8 | bound: 26 | nc: 1 | ncall: 102147 | eff(%): 2.825 | loglstar: -inf < -1.772 < inf | logz: -27.228 +/- 0.475 | dlogz: 0.100 > 0.109
iter: 2877 | +9 | bound: 26 | nc: 1 | ncall: 102148 | eff(%): 2.826 | loglstar: -inf < -1.767 < inf | logz: -27.228 +/- 0.475 | dlogz: 0.099 > 0.109
iter: 2877 | +10 | bound: 26 | nc: 1 | ncall: 102149 | eff(%): 2.827 | loglstar: -inf < -1.763 < inf | logz: -27.227 +/- 0.475 | dlogz: 0.098 > 0.109
iter: 2877 | +11 | bound: 26 | nc: 1 | ncall: 102150 | eff(%): 2.828 | loglstar: -inf < -1.760 < inf | logz: -27.227 +/- 0.475 | dlogz: 0.097 > 0.109
iter: 2877 | +12 | bound: 26 | nc: 1 | ncall: 102151 | eff(%): 2.828 | loglstar: -inf < -1.759 < inf | logz: -27.226 +/- 0.475 | dlogz: 0.096 > 0.109
iter: 2877 | +13 | bound: 26 | nc: 1 | ncall: 102152 | eff(%): 2.829 | loglstar: -inf < -1.750 < inf | logz: -27.226 +/- 0.475 | dlogz: 0.095 > 0.109
iter: 2877 | +14 | bound: 26 | nc: 1 | ncall: 102153 | eff(%): 2.830 | loglstar: -inf < -1.740 < inf | logz: -27.226 +/- 0.475 | dlogz: 0.094 > 0.109
iter: 2877 | +15 | bound: 26 | nc: 1 | ncall: 102154 | eff(%): 2.831 | loglstar: -inf < -1.737 < inf | logz: -27.225 +/- 0.475 | dlogz: 0.092 > 0.109
iter: 2877 | +16 | bound: 26 | nc: 1 | ncall: 102155 | eff(%): 2.832 | loglstar: -inf < -1.733 < inf | logz: -27.225 +/- 0.475 | dlogz: 0.091 > 0.109
iter: 2877 | +17 | bound: 26 | nc: 1 | ncall: 102156 | eff(%): 2.833 | loglstar: -inf < -1.732 < inf | logz: -27.224 +/- 0.476 | dlogz: 0.090 > 0.109
iter: 2877 | +18 | bound: 26 | nc: 1 | ncall: 102157 | eff(%): 2.834 | loglstar: -inf < -1.723 < inf | logz: -27.224 +/- 0.476 | dlogz: 0.089 > 0.109
iter: 2877 | +19 | bound: 26 | nc: 1 | ncall: 102158 | eff(%): 2.835 | loglstar: -inf < -1.691 < inf | logz: -27.223 +/- 0.476 | dlogz: 0.088 > 0.109
iter: 2877 | +20 | bound: 26 | nc: 1 | ncall: 102159 | eff(%): 2.836 | loglstar: -inf < -1.684 < inf | logz: -27.223 +/- 0.476 | dlogz: 0.087 > 0.109
iter: 2877 | +21 | bound: 26 | nc: 1 | ncall: 102160 | eff(%): 2.837 | loglstar: -inf < -1.683 < inf | logz: -27.223 +/- 0.476 | dlogz: 0.086 > 0.109
iter: 2877 | +22 | bound: 26 | nc: 1 | ncall: 102161 | eff(%): 2.838 | loglstar: -inf < -1.678 < inf | logz: -27.222 +/- 0.476 | dlogz: 0.085 > 0.109
iter: 2877 | +23 | bound: 26 | nc: 1 | ncall: 102162 | eff(%): 2.839 | loglstar: -inf < -1.676 < inf | logz: -27.222 +/- 0.476 | dlogz: 0.084 > 0.109
iter: 2877 | +24 | bound: 26 | nc: 1 | ncall: 102163 | eff(%): 2.840 | loglstar: -inf < -1.672 < inf | logz: -27.221 +/- 0.476 | dlogz: 0.083 > 0.109
iter: 2877 | +25 | bound: 26 | nc: 1 | ncall: 102164 | eff(%): 2.841 | loglstar: -inf < -1.669 < inf | logz: -27.221 +/- 0.476 | dlogz: 0.082 > 0.109
iter: 2877 | +26 | bound: 26 | nc: 1 | ncall: 102165 | eff(%): 2.842 | loglstar: -inf < -1.664 < inf | logz: -27.220 +/- 0.476 | dlogz: 0.081 > 0.109
iter: 2877 | +27 | bound: 26 | nc: 1 | ncall: 102166 | eff(%): 2.843 | loglstar: -inf < -1.659 < inf | logz: -27.220 +/- 0.476 | dlogz: 0.080 > 0.109
iter: 2877 | +28 | bound: 26 | nc: 1 | ncall: 102167 | eff(%): 2.844 | loglstar: -inf < -1.654 < inf | logz: -27.219 +/- 0.476 | dlogz: 0.079 > 0.109
iter: 2877 | +29 | bound: 26 | nc: 1 | ncall: 102168 | eff(%): 2.845 | loglstar: -inf < -1.648 < inf | logz: -27.219 +/- 0.476 | dlogz: 0.078 > 0.109
iter: 2877 | +30 | bound: 26 | nc: 1 | ncall: 102169 | eff(%): 2.846 | loglstar: -inf < -1.648 < inf | logz: -27.218 +/- 0.476 | dlogz: 0.076 > 0.109
iter: 2877 | +31 | bound: 26 | nc: 1 | ncall: 102170 | eff(%): 2.847 | loglstar: -inf < -1.638 < inf | logz: -27.218 +/- 0.476 | dlogz: 0.075 > 0.109
iter: 2877 | +32 | bound: 26 | nc: 1 | ncall: 102171 | eff(%): 2.848 | loglstar: -inf < -1.635 < inf | logz: -27.218 +/- 0.476 | dlogz: 0.074 > 0.109
iter: 2877 | +33 | bound: 26 | nc: 1 | ncall: 102172 | eff(%): 2.849 | loglstar: -inf < -1.631 < inf | logz: -27.217 +/- 0.476 | dlogz: 0.073 > 0.109
iter: 2877 | +34 | bound: 26 | nc: 1 | ncall: 102173 | eff(%): 2.850 | loglstar: -inf < -1.631 < inf | logz: -27.217 +/- 0.476 | dlogz: 0.072 > 0.109
iter: 2877 | +35 | bound: 26 | nc: 1 | ncall: 102174 | eff(%): 2.851 | loglstar: -inf < -1.630 < inf | logz: -27.216 +/- 0.476 | dlogz: 0.071 > 0.109
iter: 2877 | +36 | bound: 26 | nc: 1 | ncall: 102175 | eff(%): 2.852 | loglstar: -inf < -1.621 < inf | logz: -27.216 +/- 0.476 | dlogz: 0.070 > 0.109
iter: 2877 | +37 | bound: 26 | nc: 1 | ncall: 102176 | eff(%): 2.853 | loglstar: -inf < -1.617 < inf | logz: -27.215 +/- 0.476 | dlogz: 0.069 > 0.109
iter: 2877 | +38 | bound: 26 | nc: 1 | ncall: 102177 | eff(%): 2.854 | loglstar: -inf < -1.596 < inf | logz: -27.215 +/- 0.476 | dlogz: 0.068 > 0.109
iter: 2877 | +39 | bound: 26 | nc: 1 | ncall: 102178 | eff(%): 2.855 | loglstar: -inf < -1.595 < inf | logz: -27.214 +/- 0.476 | dlogz: 0.067 > 0.109
iter: 2877 | +40 | bound: 26 | nc: 1 | ncall: 102179 | eff(%): 2.856 | loglstar: -inf < -1.589 < inf | logz: -27.214 +/- 0.476 | dlogz: 0.066 > 0.109
iter: 2877 | +41 | bound: 26 | nc: 1 | ncall: 102180 | eff(%): 2.857 | loglstar: -inf < -1.580 < inf | logz: -27.213 +/- 0.476 | dlogz: 0.065 > 0.109
iter: 2877 | +42 | bound: 26 | nc: 1 | ncall: 102181 | eff(%): 2.858 | loglstar: -inf < -1.579 < inf | logz: -27.213 +/- 0.476 | dlogz: 0.064 > 0.109
iter: 2877 | +43 | bound: 26 | nc: 1 | ncall: 102182 | eff(%): 2.859 | loglstar: -inf < -1.571 < inf | logz: -27.212 +/- 0.476 | dlogz: 0.062 > 0.109
iter: 2877 | +44 | bound: 26 | nc: 1 | ncall: 102183 | eff(%): 2.860 | loglstar: -inf < -1.563 < inf | logz: -27.212 +/- 0.476 | dlogz: 0.061 > 0.109
iter: 2877 | +45 | bound: 26 | nc: 1 | ncall: 102184 | eff(%): 2.861 | loglstar: -inf < -1.555 < inf | logz: -27.211 +/- 0.476 | dlogz: 0.060 > 0.109
iter: 2877 | +46 | bound: 26 | nc: 1 | ncall: 102185 | eff(%): 2.862 | loglstar: -inf < -1.552 < inf | logz: -27.211 +/- 0.476 | dlogz: 0.059 > 0.109
iter: 2877 | +47 | bound: 26 | nc: 1 | ncall: 102186 | eff(%): 2.863 | loglstar: -inf < -1.551 < inf | logz: -27.210 +/- 0.476 | dlogz: 0.058 > 0.109
iter: 2877 | +48 | bound: 26 | nc: 1 | ncall: 102187 | eff(%): 2.864 | loglstar: -inf < -1.548 < inf | logz: -27.210 +/- 0.476 | dlogz: 0.057 > 0.109
iter: 2877 | +49 | bound: 26 | nc: 1 | ncall: 102188 | eff(%): 2.865 | loglstar: -inf < -1.544 < inf | logz: -27.209 +/- 0.476 | dlogz: 0.056 > 0.109
iter: 2877 | +50 | bound: 26 | nc: 1 | ncall: 102189 | eff(%): 2.866 | loglstar: -inf < -1.539 < inf | logz: -27.209 +/- 0.476 | dlogz: 0.055 > 0.109
iter: 2877 | +51 | bound: 26 | nc: 1 | ncall: 102190 | eff(%): 2.867 | loglstar: -inf < -1.533 < inf | logz: -27.208 +/- 0.476 | dlogz: 0.054 > 0.109
iter: 2877 | +52 | bound: 26 | nc: 1 | ncall: 102191 | eff(%): 2.868 | loglstar: -inf < -1.520 < inf | logz: -27.208 +/- 0.476 | dlogz: 0.053 > 0.109
iter: 2877 | +53 | bound: 26 | nc: 1 | ncall: 102192 | eff(%): 2.869 | loglstar: -inf < -1.516 < inf | logz: -27.207 +/- 0.476 | dlogz: 0.052 > 0.109
iter: 2877 | +54 | bound: 26 | nc: 1 | ncall: 102193 | eff(%): 2.870 | loglstar: -inf < -1.502 < inf | logz: -27.207 +/- 0.476 | dlogz: 0.051 > 0.109
iter: 2877 | +55 | bound: 26 | nc: 1 | ncall: 102194 | eff(%): 2.871 | loglstar: -inf < -1.500 < inf | logz: -27.206 +/- 0.476 | dlogz: 0.050 > 0.109
iter: 2877 | +56 | bound: 26 | nc: 1 | ncall: 102195 | eff(%): 2.872 | loglstar: -inf < -1.499 < inf | logz: -27.206 +/- 0.476 | dlogz: 0.049 > 0.109
iter: 2877 | +57 | bound: 26 | nc: 1 | ncall: 102196 | eff(%): 2.873 | loglstar: -inf < -1.493 < inf | logz: -27.205 +/- 0.476 | dlogz: 0.047 > 0.109
iter: 2877 | +58 | bound: 26 | nc: 1 | ncall: 102197 | eff(%): 2.874 | loglstar: -inf < -1.493 < inf | logz: -27.204 +/- 0.476 | dlogz: 0.046 > 0.109
iter: 2877 | +59 | bound: 26 | nc: 1 | ncall: 102198 | eff(%): 2.875 | loglstar: -inf < -1.488 < inf | logz: -27.204 +/- 0.476 | dlogz: 0.045 > 0.109
iter: 2877 | +60 | bound: 26 | nc: 1 | ncall: 102199 | eff(%): 2.875 | loglstar: -inf < -1.485 < inf | logz: -27.203 +/- 0.476 | dlogz: 0.044 > 0.109
iter: 2877 | +61 | bound: 26 | nc: 1 | ncall: 102200 | eff(%): 2.876 | loglstar: -inf < -1.480 < inf | logz: -27.203 +/- 0.476 | dlogz: 0.043 > 0.109
iter: 2877 | +62 | bound: 26 | nc: 1 | ncall: 102201 | eff(%): 2.877 | loglstar: -inf < -1.473 < inf | logz: -27.202 +/- 0.476 | dlogz: 0.042 > 0.109
iter: 2877 | +63 | bound: 26 | nc: 1 | ncall: 102202 | eff(%): 2.878 | loglstar: -inf < -1.466 < inf | logz: -27.202 +/- 0.476 | dlogz: 0.041 > 0.109
iter: 2877 | +64 | bound: 26 | nc: 1 | ncall: 102203 | eff(%): 2.879 | loglstar: -inf < -1.465 < inf | logz: -27.201 +/- 0.476 | dlogz: 0.040 > 0.109
iter: 2877 | +65 | bound: 26 | nc: 1 | ncall: 102204 | eff(%): 2.880 | loglstar: -inf < -1.458 < inf | logz: -27.201 +/- 0.476 | dlogz: 0.039 > 0.109
iter: 2877 | +66 | bound: 26 | nc: 1 | ncall: 102205 | eff(%): 2.881 | loglstar: -inf < -1.455 < inf | logz: -27.200 +/- 0.476 | dlogz: 0.038 > 0.109
iter: 2877 | +67 | bound: 26 | nc: 1 | ncall: 102206 | eff(%): 2.882 | loglstar: -inf < -1.455 < inf | logz: -27.200 +/- 0.476 | dlogz: 0.037 > 0.109
iter: 2877 | +68 | bound: 26 | nc: 1 | ncall: 102207 | eff(%): 2.883 | loglstar: -inf < -1.452 < inf | logz: -27.199 +/- 0.476 | dlogz: 0.036 > 0.109
iter: 2877 | +69 | bound: 26 | nc: 1 | ncall: 102208 | eff(%): 2.884 | loglstar: -inf < -1.450 < inf | logz: -27.198 +/- 0.476 | dlogz: 0.034 > 0.109
iter: 2877 | +70 | bound: 26 | nc: 1 | ncall: 102209 | eff(%): 2.885 | loglstar: -inf < -1.450 < inf | logz: -27.198 +/- 0.477 | dlogz: 0.033 > 0.109
iter: 2877 | +71 | bound: 26 | nc: 1 | ncall: 102210 | eff(%): 2.886 | loglstar: -inf < -1.447 < inf | logz: -27.197 +/- 0.477 | dlogz: 0.032 > 0.109
iter: 2877 | +72 | bound: 26 | nc: 1 | ncall: 102211 | eff(%): 2.887 | loglstar: -inf < -1.439 < inf | logz: -27.197 +/- 0.477 | dlogz: 0.031 > 0.109
iter: 2877 | +73 | bound: 26 | nc: 1 | ncall: 102212 | eff(%): 2.888 | loglstar: -inf < -1.435 < inf | logz: -27.196 +/- 0.477 | dlogz: 0.030 > 0.109
iter: 2877 | +74 | bound: 26 | nc: 1 | ncall: 102213 | eff(%): 2.889 | loglstar: -inf < -1.428 < inf | logz: -27.196 +/- 0.477 | dlogz: 0.029 > 0.109
iter: 2877 | +75 | bound: 26 | nc: 1 | ncall: 102214 | eff(%): 2.890 | loglstar: -inf < -1.397 < inf | logz: -27.195 +/- 0.477 | dlogz: 0.028 > 0.109
iter: 2877 | +76 | bound: 26 | nc: 1 | ncall: 102215 | eff(%): 2.891 | loglstar: -inf < -1.362 < inf | logz: -27.194 +/- 0.477 | dlogz: 0.027 > 0.109
iter: 2877 | +77 | bound: 26 | nc: 1 | ncall: 102216 | eff(%): 2.892 | loglstar: -inf < -1.356 < inf | logz: -27.194 +/- 0.477 | dlogz: 0.026 > 0.109
iter: 2877 | +78 | bound: 26 | nc: 1 | ncall: 102217 | eff(%): 2.893 | loglstar: -inf < -1.350 < inf | logz: -27.193 +/- 0.477 | dlogz: 0.025 > 0.109
iter: 2877 | +79 | bound: 26 | nc: 1 | ncall: 102218 | eff(%): 2.894 | loglstar: -inf < -1.341 < inf | logz: -27.193 +/- 0.477 | dlogz: 0.024 > 0.109
iter: 2877 | +80 | bound: 26 | nc: 1 | ncall: 102219 | eff(%): 2.895 | loglstar: -inf < -1.330 < inf | logz: -27.192 +/- 0.477 | dlogz: 0.023 > 0.109
iter: 2877 | +81 | bound: 26 | nc: 1 | ncall: 102220 | eff(%): 2.896 | loglstar: -inf < -1.327 < inf | logz: -27.191 +/- 0.477 | dlogz: 0.022 > 0.109
iter: 2877 | +82 | bound: 26 | nc: 1 | ncall: 102221 | eff(%): 2.897 | loglstar: -inf < -1.321 < inf | logz: -27.191 +/- 0.477 | dlogz: 0.020 > 0.109
iter: 2877 | +83 | bound: 26 | nc: 1 | ncall: 102222 | eff(%): 2.898 | loglstar: -inf < -1.297 < inf | logz: -27.190 +/- 0.477 | dlogz: 0.019 > 0.109
iter: 2877 | +84 | bound: 26 | nc: 1 | ncall: 102223 | eff(%): 2.899 | loglstar: -inf < -1.284 < inf | logz: -27.189 +/- 0.477 | dlogz: 0.018 > 0.109
iter: 2877 | +85 | bound: 26 | nc: 1 | ncall: 102224 | eff(%): 2.900 | loglstar: -inf < -1.256 < inf | logz: -27.189 +/- 0.477 | dlogz: 0.017 > 0.109
iter: 2877 | +86 | bound: 26 | nc: 1 | ncall: 102225 | eff(%): 2.901 | loglstar: -inf < -1.244 < inf | logz: -27.188 +/- 0.477 | dlogz: 0.016 > 0.109
iter: 2877 | +87 | bound: 26 | nc: 1 | ncall: 102226 | eff(%): 2.902 | loglstar: -inf < -1.222 < inf | logz: -27.187 +/- 0.478 | dlogz: 0.015 > 0.109
iter: 2877 | +88 | bound: 26 | nc: 1 | ncall: 102227 | eff(%): 2.903 | loglstar: -inf < -1.210 < inf | logz: -27.187 +/- 0.478 | dlogz: 0.014 > 0.109
iter: 2877 | +89 | bound: 26 | nc: 1 | ncall: 102228 | eff(%): 2.904 | loglstar: -inf < -1.204 < inf | logz: -27.186 +/- 0.478 | dlogz: 0.013 > 0.109
iter: 2877 | +90 | bound: 26 | nc: 1 | ncall: 102229 | eff(%): 2.905 | loglstar: -inf < -1.202 < inf | logz: -27.185 +/- 0.478 | dlogz: 0.012 > 0.109
iter: 2877 | +91 | bound: 26 | nc: 1 | ncall: 102230 | eff(%): 2.906 | loglstar: -inf < -1.194 < inf | logz: -27.185 +/- 0.478 | dlogz: 0.011 > 0.109
iter: 2877 | +92 | bound: 26 | nc: 1 | ncall: 102231 | eff(%): 2.907 | loglstar: -inf < -1.191 < inf | logz: -27.184 +/- 0.478 | dlogz: 0.010 > 0.109
iter: 2877 | +93 | bound: 26 | nc: 1 | ncall: 102232 | eff(%): 2.908 | loglstar: -inf < -1.146 < inf | logz: -27.183 +/- 0.478 | dlogz: 0.009 > 0.109
iter: 2877 | +94 | bound: 26 | nc: 1 | ncall: 102233 | eff(%): 2.909 | loglstar: -inf < -1.100 < inf | logz: -27.182 +/- 0.479 | dlogz: 0.008 > 0.109
iter: 2877 | +95 | bound: 26 | nc: 1 | ncall: 102234 | eff(%): 2.910 | loglstar: -inf < -1.097 < inf | logz: -27.182 +/- 0.479 | dlogz: 0.006 > 0.109
iter: 2877 | +96 | bound: 26 | nc: 1 | ncall: 102235 | eff(%): 2.911 | loglstar: -inf < -1.086 < inf | logz: -27.181 +/- 0.479 | dlogz: 0.005 > 0.109
iter: 2877 | +97 | bound: 26 | nc: 1 | ncall: 102236 | eff(%): 2.912 | loglstar: -inf < -0.976 < inf | logz: -27.180 +/- 0.480 | dlogz: 0.004 > 0.109
iter: 2877 | +98 | bound: 26 | nc: 1 | ncall: 102237 | eff(%): 2.913 | loglstar: -inf < -0.934 < inf | logz: -27.179 +/- 0.480 | dlogz: 0.003 > 0.109
iter: 2877 | +99 | bound: 26 | nc: 1 | ncall: 102238 | eff(%): 2.914 | loglstar: -inf < -0.771 < inf | logz: -27.178 +/- 0.481 | dlogz: 0.002 > 0.109
iter: 2877 | +100 | bound: 26 | nc: 1 | ncall: 102239 | eff(%): 2.915 | loglstar: -inf < -0.769 < inf | logz: -27.177 +/- 0.483 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -21.16%
Elapsed Time for Photometry: 123.80312156600007
Starting 5.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36067195, -69.46209925)>
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -6021.578 < inf | logz: -6026.886 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -3644.928 < inf | logz: -3650.246 +/- 0.230 | dlogz: 5853.803 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -3239.934 < inf | logz: -3245.263 +/- 0.230 | dlogz: 3477.153 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -3126.407 < inf | logz: -3131.745 +/- 0.230 | dlogz: 3072.159 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -3074.361 < inf | logz: -3079.709 +/- 0.231 | dlogz: 2958.632 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -2650.186 < inf | logz: -2655.544 +/- 0.231 | dlogz: 2906.586 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -2503.283 < inf | logz: -2508.651 +/- 0.231 | dlogz: 2482.410 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -2310.450 < inf | logz: -2315.828 +/- 0.231 | dlogz: 2335.508 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -2162.339 < inf | logz: -2167.727 +/- 0.232 | dlogz: 2142.675 > 0.109
iter: 10 | bound: 0 | nc: 4 | ncall: 113 | eff(%): 8.850 | loglstar: -inf < -2078.177 < inf | logz: -2083.575 +/- 0.232 | dlogz: 1994.564 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 9.649 | loglstar: -inf < -1955.290 < inf | logz: -1960.698 +/- 0.232 | dlogz: 1910.402 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 10.435 | loglstar: -inf < -1870.740 < inf | logz: -1876.157 +/- 0.232 | dlogz: 1787.515 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 11.207 | loglstar: -inf < -1866.677 < inf | logz: -1872.070 +/- 0.229 | dlogz: 1702.965 > 0.109
iter: 14 | bound: 0 | nc: 2 | ncall: 118 | eff(%): 11.864 | loglstar: -inf < -1762.650 < inf | logz: -1768.088 +/- 0.233 | dlogz: 1698.868 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 12.605 | loglstar: -inf < -1753.351 < inf | logz: -1758.798 +/- 0.233 | dlogz: 1594.875 > 0.109
iter: 16 | bound: 0 | nc: 2 | ncall: 121 | eff(%): 13.223 | loglstar: -inf < -1749.056 < inf | logz: -1754.487 +/- 0.230 | dlogz: 1585.576 > 0.109
iter: 17 | bound: 0 | nc: 2 | ncall: 123 | eff(%): 13.821 | loglstar: -inf < -1580.113 < inf | logz: -1585.580 +/- 0.233 | dlogz: 1581.254 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 14.516 | loglstar: -inf < -1511.943 < inf | logz: -1517.420 +/- 0.233 | dlogz: 1412.338 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 15.200 | loglstar: -inf < -1480.375 < inf | logz: -1485.862 +/- 0.234 | dlogz: 1344.168 > 0.109
iter: 20 | bound: 0 | nc: 2 | ncall: 127 | eff(%): 15.748 | loglstar: -inf < -1434.075 < inf | logz: -1439.572 +/- 0.234 | dlogz: 1312.600 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 16.406 | loglstar: -inf < -1411.995 < inf | logz: -1417.503 +/- 0.234 | dlogz: 1266.300 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 17.054 | loglstar: -inf < -1352.557 < inf | logz: -1358.074 +/- 0.234 | dlogz: 1244.220 > 0.109
iter: 23 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 17.557 | loglstar: -inf < -1328.314 < inf | logz: -1333.841 +/- 0.235 | dlogz: 1184.782 > 0.109
iter: 24 | bound: 0 | nc: 2 | ncall: 133 | eff(%): 18.045 | loglstar: -inf < -1211.566 < inf | logz: -1217.104 +/- 0.235 | dlogz: 1160.539 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 18.657 | loglstar: -inf < -1066.174 < inf | logz: -1071.721 +/- 0.235 | dlogz: 1043.791 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 19.259 | loglstar: -inf < -1018.415 < inf | logz: -1023.972 +/- 0.235 | dlogz: 898.399 > 0.109
iter: 27 | bound: 0 | nc: 2 | ncall: 137 | eff(%): 19.708 | loglstar: -inf < -978.732 < inf | logz: -984.299 +/- 0.235 | dlogz: 850.640 > 0.109
iter: 28 | bound: 0 | nc: 2 | ncall: 139 | eff(%): 20.144 | loglstar: -inf < -976.231 < inf | logz: -981.656 +/- 0.225 | dlogz: 810.957 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 20.714 | loglstar: -inf < -912.541 < inf | logz: -918.128 +/- 0.236 | dlogz: 808.304 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 21.277 | loglstar: -inf < -909.158 < inf | logz: -914.689 +/- 0.230 | dlogz: 744.766 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 21.831 | loglstar: -inf < -908.590 < inf | logz: -913.419 +/- 0.211 | dlogz: 741.317 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 22.378 | loglstar: -inf < -883.101 < inf | logz: -888.718 +/- 0.236 | dlogz: 740.037 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 22.917 | loglstar: -inf < -861.507 < inf | logz: -867.133 +/- 0.237 | dlogz: 715.326 > 0.109
iter: 34 | bound: 0 | nc: 2 | ncall: 146 | eff(%): 23.288 | loglstar: -inf < -850.226 < inf | logz: -855.862 +/- 0.237 | dlogz: 693.732 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 23.810 | loglstar: -inf < -839.834 < inf | logz: -845.481 +/- 0.237 | dlogz: 682.451 > 0.109
iter: 36 | bound: 0 | nc: 2 | ncall: 149 | eff(%): 24.161 | loglstar: -inf < -820.792 < inf | logz: -826.449 +/- 0.237 | dlogz: 672.059 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 24.667 | loglstar: -inf < -814.946 < inf | logz: -820.607 +/- 0.237 | dlogz: 653.017 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 25.166 | loglstar: -inf < -802.527 < inf | logz: -808.203 +/- 0.238 | dlogz: 647.165 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 25.658 | loglstar: -inf < -780.634 < inf | logz: -786.321 +/- 0.238 | dlogz: 634.752 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 26.144 | loglstar: -inf < -747.047 < inf | logz: -752.744 +/- 0.238 | dlogz: 612.859 > 0.109
iter: 41 | bound: 0 | nc: 3 | ncall: 156 | eff(%): 26.282 | loglstar: -inf < -734.533 < inf | logz: -740.239 +/- 0.238 | dlogz: 579.272 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 26.752 | loglstar: -inf < -723.669 < inf | logz: -729.385 +/- 0.238 | dlogz: 566.758 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 27.215 | loglstar: -inf < -720.126 < inf | logz: -725.796 +/- 0.233 | dlogz: 555.894 > 0.109
iter: 44 | bound: 0 | nc: 4 | ncall: 162 | eff(%): 27.160 | loglstar: -inf < -702.555 < inf | logz: -708.291 +/- 0.239 | dlogz: 552.295 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 27.607 | loglstar: -inf < -701.865 < inf | logz: -706.914 +/- 0.216 | dlogz: 534.780 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 165 | eff(%): 27.879 | loglstar: -inf < -683.257 < inf | logz: -689.013 +/- 0.239 | dlogz: 533.393 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 28.313 | loglstar: -inf < -656.745 < inf | logz: -662.511 +/- 0.240 | dlogz: 515.482 > 0.109
iter: 48 | bound: 0 | nc: 3 | ncall: 169 | eff(%): 28.402 | loglstar: -inf < -646.520 < inf | logz: -652.295 +/- 0.240 | dlogz: 488.970 > 0.109
iter: 49 | bound: 0 | nc: 2 | ncall: 171 | eff(%): 28.655 | loglstar: -inf < -636.013 < inf | logz: -641.799 +/- 0.240 | dlogz: 478.745 > 0.109
iter: 50 | bound: 0 | nc: 4 | ncall: 175 | eff(%): 28.571 | loglstar: -inf < -631.788 < inf | logz: -637.555 +/- 0.237 | dlogz: 468.238 > 0.109
iter: 51 | bound: 0 | nc: 3 | ncall: 178 | eff(%): 28.652 | loglstar: -inf < -626.214 < inf | logz: -632.012 +/- 0.239 | dlogz: 463.984 > 0.109
iter: 52 | bound: 0 | nc: 2 | ncall: 180 | eff(%): 28.889 | loglstar: -inf < -621.956 < inf | logz: -627.743 +/- 0.238 | dlogz: 458.432 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 181 | eff(%): 29.282 | loglstar: -inf < -583.736 < inf | logz: -589.561 +/- 0.241 | dlogz: 454.152 > 0.109
iter: 54 | bound: 0 | nc: 3 | ncall: 184 | eff(%): 29.348 | loglstar: -inf < -570.176 < inf | logz: -576.011 +/- 0.241 | dlogz: 415.961 > 0.109
iter: 55 | bound: 0 | nc: 2 | ncall: 186 | eff(%): 29.570 | loglstar: -inf < -548.174 < inf | logz: -554.020 +/- 0.241 | dlogz: 402.401 > 0.109
iter: 56 | bound: 0 | nc: 4 | ncall: 190 | eff(%): 29.474 | loglstar: -inf < -539.216 < inf | logz: -545.072 +/- 0.241 | dlogz: 380.399 > 0.109
iter: 57 | bound: 0 | nc: 3 | ncall: 193 | eff(%): 29.534 | loglstar: -inf < -529.435 < inf | logz: -535.300 +/- 0.242 | dlogz: 371.441 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 29.897 | loglstar: -inf < -528.700 < inf | logz: -533.900 +/- 0.219 | dlogz: 361.660 > 0.109
iter: 59 | bound: 0 | nc: 2 | ncall: 196 | eff(%): 30.102 | loglstar: -inf < -520.135 < inf | logz: -526.019 +/- 0.242 | dlogz: 360.250 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 197 | eff(%): 30.457 | loglstar: -inf < -505.140 < inf | logz: -511.036 +/- 0.242 | dlogz: 352.359 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 198 | eff(%): 30.808 | loglstar: -inf < -504.258 < inf | logz: -509.558 +/- 0.221 | dlogz: 337.365 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 199 | eff(%): 31.156 | loglstar: -inf < -497.449 < inf | logz: -503.361 +/- 0.242 | dlogz: 335.878 > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 201 | eff(%): 31.343 | loglstar: -inf < -496.346 < inf | logz: -501.759 +/- 0.222 | dlogz: 329.671 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 202 | eff(%): 31.683 | loglstar: -inf < -495.342 < inf | logz: -500.592 +/- 0.214 | dlogz: 328.059 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 203 | eff(%): 32.020 | loglstar: -inf < -485.829 < inf | logz: -491.774 +/- 0.243 | dlogz: 326.882 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 32.353 | loglstar: -inf < -482.913 < inf | logz: -488.765 +/- 0.235 | dlogz: 318.054 > 0.109
iter: 67 | bound: 0 | nc: 5 | ncall: 209 | eff(%): 32.057 | loglstar: -inf < -476.721 < inf | logz: -482.682 +/- 0.243 | dlogz: 315.035 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 210 | eff(%): 32.381 | loglstar: -inf < -471.978 < inf | logz: -477.935 +/- 0.242 | dlogz: 308.942 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 211 | eff(%): 32.701 | loglstar: -inf < -460.767 < inf | logz: -466.751 +/- 0.244 | dlogz: 304.185 > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 213 | eff(%): 32.864 | loglstar: -inf < -460.720 < inf | logz: -465.644 +/- 0.221 | dlogz: 292.992 > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 214 | eff(%): 33.178 | loglstar: -inf < -454.944 < inf | logz: -460.936 +/- 0.243 | dlogz: 291.874 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 33.488 | loglstar: -inf < -451.860 < inf | logz: -457.787 +/- 0.237 | dlogz: 287.157 > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 216 | eff(%): 33.796 | loglstar: -inf < -451.074 < inf | logz: -456.427 +/- 0.221 | dlogz: 283.997 > 0.109
iter: 74 | bound: 0 | nc: 2 | ncall: 218 | eff(%): 33.945 | loglstar: -inf < -444.041 < inf | logz: -450.073 +/- 0.245 | dlogz: 282.627 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 34.247 | loglstar: -inf < -443.506 < inf | logz: -448.772 +/- 0.222 | dlogz: 276.263 > 0.109
iter: 76 | bound: 0 | nc: 1 | ncall: 220 | eff(%): 34.545 | loglstar: -inf < -434.014 < inf | logz: -440.068 +/- 0.245 | dlogz: 274.952 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 221 | eff(%): 34.842 | loglstar: -inf < -431.647 < inf | logz: -437.538 +/- 0.234 | dlogz: 266.238 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 35.135 | loglstar: -inf < -430.224 < inf | logz: -435.873 +/- 0.225 | dlogz: 263.699 > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 223 | eff(%): 35.426 | loglstar: -inf < -428.501 < inf | logz: -434.210 +/- 0.224 | dlogz: 262.023 > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 227 | eff(%): 35.242 | loglstar: -inf < -427.433 < inf | logz: -432.913 +/- 0.219 | dlogz: 260.351 > 0.109
iter: 81 | bound: 0 | nc: 7 | ncall: 234 | eff(%): 34.615 | loglstar: -inf < -423.261 < inf | logz: -429.322 +/- 0.242 | dlogz: 259.043 > 0.109
iter: 82 | bound: 0 | nc: 1 | ncall: 235 | eff(%): 34.894 | loglstar: -inf < -420.659 < inf | logz: -426.632 +/- 0.236 | dlogz: 255.443 > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 236 | eff(%): 35.169 | loglstar: -inf < -418.057 < inf | logz: -424.032 +/- 0.236 | dlogz: 252.742 > 0.109
iter: 84 | bound: 0 | nc: 2 | ncall: 238 | eff(%): 35.294 | loglstar: -inf < -415.770 < inf | logz: -421.705 +/- 0.234 | dlogz: 250.133 > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 241 | eff(%): 35.270 | loglstar: -inf < -412.276 < inf | logz: -418.355 +/- 0.241 | dlogz: 247.796 > 0.109
iter: 86 | bound: 0 | nc: 1 | ncall: 242 | eff(%): 35.537 | loglstar: -inf < -403.112 < inf | logz: -409.266 +/- 0.247 | dlogz: 244.435 > 0.109
iter: 87 | bound: 0 | nc: 5 | ncall: 247 | eff(%): 35.223 | loglstar: -inf < -402.599 < inf | logz: -407.973 +/- 0.225 | dlogz: 235.337 > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 250 | eff(%): 35.200 | loglstar: -inf < -392.872 < inf | logz: -399.046 +/- 0.248 | dlogz: 234.034 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 251 | eff(%): 35.458 | loglstar: -inf < -392.027 < inf | logz: -397.588 +/- 0.227 | dlogz: 225.097 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 253 | eff(%): 35.573 | loglstar: -inf < -391.618 < inf | logz: -396.742 +/- 0.216 | dlogz: 223.629 > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 255 | eff(%): 35.686 | loglstar: -inf < -390.423 < inf | logz: -395.841 +/- 0.214 | dlogz: 222.773 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 256 | eff(%): 35.938 | loglstar: -inf < -386.711 < inf | logz: -392.849 +/- 0.241 | dlogz: 221.862 > 0.109
iter: 93 | bound: 0 | nc: 3 | ncall: 259 | eff(%): 35.907 | loglstar: -inf < -383.825 < inf | logz: -389.938 +/- 0.240 | dlogz: 218.860 > 0.109
iter: 94 | bound: 0 | nc: 2 | ncall: 261 | eff(%): 36.015 | loglstar: -inf < -381.938 < inf | logz: -387.892 +/- 0.233 | dlogz: 215.939 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 262 | eff(%): 36.260 | loglstar: -inf < -380.627 < inf | logz: -386.382 +/- 0.226 | dlogz: 213.883 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 263 | eff(%): 36.502 | loglstar: -inf < -375.077 < inf | logz: -381.320 +/- 0.248 | dlogz: 212.363 > 0.109
iter: 97 | bound: 0 | nc: 5 | ncall: 268 | eff(%): 36.194 | loglstar: -inf < -374.797 < inf | logz: -380.134 +/- 0.226 | dlogz: 207.292 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 269 | eff(%): 36.431 | loglstar: -inf < -371.571 < inf | logz: -377.712 +/- 0.239 | dlogz: 206.095 > 0.109
iter: 99 | bound: 0 | nc: 2 | ncall: 271 | eff(%): 36.531 | loglstar: -inf < -370.816 < inf | logz: -376.400 +/- 0.225 | dlogz: 203.664 > 0.109
iter: 100 | bound: 0 | nc: 4 | ncall: 275 | eff(%): 36.364 | loglstar: -inf < -370.380 < inf | logz: -375.588 +/- 0.216 | dlogz: 202.342 > 0.109
iter: 101 | bound: 0 | nc: 16 | ncall: 291 | eff(%): 34.708 | loglstar: -inf < -368.376 < inf | logz: -374.249 +/- 0.224 | dlogz: 201.520 > 0.109
iter: 102 | bound: 0 | nc: 2 | ncall: 293 | eff(%): 34.812 | loglstar: -inf < -368.330 < inf | logz: -373.408 +/- 0.216 | dlogz: 200.171 > 0.109
iter: 103 | bound: 0 | nc: 2 | ncall: 295 | eff(%): 34.915 | loglstar: -inf < -363.681 < inf | logz: -369.963 +/- 0.246 | dlogz: 199.320 > 0.109
iter: 104 | bound: 0 | nc: 8 | ncall: 303 | eff(%): 34.323 | loglstar: -inf < -363.370 < inf | logz: -368.785 +/- 0.227 | dlogz: 195.864 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 34.539 | loglstar: -inf < -363.096 < inf | logz: -368.135 +/- 0.216 | dlogz: 194.677 > 0.109
iter: 106 | bound: 0 | nc: 2 | ncall: 306 | eff(%): 34.641 | loglstar: -inf < -361.906 < inf | logz: -367.369 +/- 0.214 | dlogz: 194.017 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 307 | eff(%): 34.853 | loglstar: -inf < -357.583 < inf | logz: -363.901 +/- 0.246 | dlogz: 193.241 > 0.109
iter: 108 | bound: 0 | nc: 2 | ncall: 309 | eff(%): 34.951 | loglstar: -inf < -357.386 < inf | logz: -362.770 +/- 0.227 | dlogz: 189.763 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 310 | eff(%): 35.161 | loglstar: -inf < -357.217 < inf | logz: -362.180 +/- 0.217 | dlogz: 188.622 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 311 | eff(%): 35.370 | loglstar: -inf < -355.019 < inf | logz: -360.958 +/- 0.225 | dlogz: 188.022 > 0.109
iter: 111 | bound: 0 | nc: 9 | ncall: 320 | eff(%): 34.688 | loglstar: -inf < -353.117 < inf | logz: -359.193 +/- 0.232 | dlogz: 186.790 > 0.109
iter: 112 | bound: 0 | nc: 1 | ncall: 321 | eff(%): 34.891 | loglstar: -inf < -353.050 < inf | logz: -358.286 +/- 0.221 | dlogz: 185.015 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 322 | eff(%): 35.093 | loglstar: -inf < -352.450 < inf | logz: -357.664 +/- 0.214 | dlogz: 184.098 > 0.109
iter: 114 | bound: 0 | nc: 4 | ncall: 326 | eff(%): 34.969 | loglstar: -inf < -351.531 < inf | logz: -356.953 +/- 0.213 | dlogz: 183.467 > 0.109
iter: 115 | bound: 0 | nc: 3 | ncall: 329 | eff(%): 34.954 | loglstar: -inf < -351.367 < inf | logz: -356.373 +/- 0.209 | dlogz: 182.745 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 330 | eff(%): 35.152 | loglstar: -inf < -351.250 < inf | logz: -355.968 +/- 0.205 | dlogz: 182.156 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 333 | eff(%): 35.135 | loglstar: -inf < -350.122 < inf | logz: -355.429 +/- 0.205 | dlogz: 181.740 > 0.109
iter: 118 | bound: 0 | nc: 8 | ncall: 341 | eff(%): 34.604 | loglstar: -inf < -349.236 < inf | logz: -354.702 +/- 0.209 | dlogz: 181.191 > 0.109
iter: 119 | bound: 0 | nc: 3 | ncall: 344 | eff(%): 34.593 | loglstar: -inf < -348.116 < inf | logz: -353.798 +/- 0.215 | dlogz: 180.455 > 0.109
iter: 120 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 34.783 | loglstar: -inf < -347.168 < inf | logz: -352.845 +/- 0.217 | dlogz: 179.540 > 0.109
iter: 121 | bound: 0 | nc: 6 | ncall: 351 | eff(%): 34.473 | loglstar: -inf < -346.850 < inf | logz: -352.132 +/- 0.214 | dlogz: 178.578 > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 354 | eff(%): 34.463 | loglstar: -inf < -344.452 < inf | logz: -350.626 +/- 0.230 | dlogz: 177.855 > 0.109
iter: 123 | bound: 0 | nc: 8 | ncall: 362 | eff(%): 33.978 | loglstar: -inf < -343.619 < inf | logz: -349.423 +/- 0.226 | dlogz: 245.296 > 0.109
iter: 124 | bound: 0 | nc: 1 | ncall: 363 | eff(%): 34.160 | loglstar: -inf < -343.343 < inf | logz: -348.672 +/- 0.219 | dlogz: 244.083 > 0.109
iter: 125 | bound: 0 | nc: 2 | ncall: 365 | eff(%): 34.247 | loglstar: -inf < -343.064 < inf | logz: -348.147 +/- 0.213 | dlogz: 243.322 > 0.109
iter: 126 | bound: 0 | nc: 1 | ncall: 366 | eff(%): 34.426 | loglstar: -inf < -342.658 < inf | logz: -347.692 +/- 0.209 | dlogz: 242.787 > 0.109
iter: 127 | bound: 0 | nc: 5 | ncall: 371 | eff(%): 34.232 | loglstar: -inf < -341.675 < inf | logz: -347.106 +/- 0.209 | dlogz: 242.322 > 0.109
iter: 128 | bound: 0 | nc: 1 | ncall: 372 | eff(%): 34.409 | loglstar: -inf < -340.912 < inf | logz: -346.410 +/- 0.211 | dlogz: 241.726 > 0.109
iter: 129 | bound: 0 | nc: 3 | ncall: 375 | eff(%): 34.400 | loglstar: -inf < -338.822 < inf | logz: -345.006 +/- 0.229 | dlogz: 241.021 > 0.109
iter: 130 | bound: 0 | nc: 10 | ncall: 385 | eff(%): 33.766 | loglstar: -inf < -337.516 < inf | logz: -343.590 +/- 0.230 | dlogz: 239.606 > 0.109
iter: 131 | bound: 0 | nc: 1 | ncall: 386 | eff(%): 33.938 | loglstar: -inf < -337.468 < inf | logz: -342.798 +/- 0.222 | dlogz: 238.180 > 0.109
iter: 132 | bound: 0 | nc: 3 | ncall: 389 | eff(%): 33.933 | loglstar: -inf < -336.724 < inf | logz: -342.176 +/- 0.217 | dlogz: 237.378 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 392 | eff(%): 33.929 | loglstar: -inf < -335.491 < inf | logz: -341.311 +/- 0.219 | dlogz: 236.747 > 0.109
iter: 134 | bound: 0 | nc: 2 | ncall: 394 | eff(%): 34.010 | loglstar: -inf < -334.355 < inf | logz: -340.272 +/- 0.223 | dlogz: 235.871 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 395 | eff(%): 34.177 | loglstar: -inf < -334.064 < inf | logz: -339.515 +/- 0.219 | dlogz: 234.822 > 0.109
iter: 136 | bound: 0 | nc: 23 | ncall: 418 | eff(%): 32.536 | loglstar: -inf < -332.617 < inf | logz: -338.567 +/- 0.222 | dlogz: 234.055 > 0.109
iter: 137 | bound: 0 | nc: 1 | ncall: 419 | eff(%): 32.697 | loglstar: -inf < -329.050 < inf | logz: -335.629 +/- 0.249 | dlogz: 233.097 > 0.109
iter: 138 | bound: 0 | nc: 2 | ncall: 421 | eff(%): 32.779 | loglstar: -inf < -327.412 < inf | logz: -333.741 +/- 0.240 | dlogz: 230.150 > 0.109
iter: 139 | bound: 0 | nc: 4 | ncall: 425 | eff(%): 32.706 | loglstar: -inf < -327.128 < inf | logz: -332.771 +/- 0.229 | dlogz: 228.252 > 0.109
iter: 140 | bound: 0 | nc: 2 | ncall: 427 | eff(%): 32.787 | loglstar: -inf < -326.688 < inf | logz: -332.132 +/- 0.221 | dlogz: 227.272 > 0.109
iter: 141 | bound: 0 | nc: 3 | ncall: 430 | eff(%): 32.791 | loglstar: -inf < -326.516 < inf | logz: -331.648 +/- 0.216 | dlogz: 226.623 > 0.109
iter: 142 | bound: 0 | nc: 14 | ncall: 444 | eff(%): 31.982 | loglstar: -inf < -325.201 < inf | logz: -330.968 +/- 0.217 | dlogz: 226.129 > 0.109
iter: 143 | bound: 0 | nc: 4 | ncall: 448 | eff(%): 31.920 | loglstar: -inf < -323.351 < inf | logz: -329.624 +/- 0.230 | dlogz: 225.439 > 0.109
iter: 144 | bound: 0 | nc: 2 | ncall: 450 | eff(%): 32.000 | loglstar: -inf < -323.067 < inf | logz: -328.719 +/- 0.225 | dlogz: 224.085 > 0.109
iter: 145 | bound: 0 | nc: 3 | ncall: 453 | eff(%): 32.009 | loglstar: -inf < -322.698 < inf | logz: -328.118 +/- 0.219 | dlogz: 223.170 > 0.109
iter: 146 | bound: 0 | nc: 2 | ncall: 455 | eff(%): 32.088 | loglstar: -inf < -322.598 < inf | logz: -327.676 +/- 0.214 | dlogz: 222.559 > 0.109
iter: 147 | bound: 0 | nc: 8 | ncall: 463 | eff(%): 31.749 | loglstar: -inf < -321.855 < inf | logz: -327.221 +/- 0.212 | dlogz: 222.107 > 0.109
iter: 148 | bound: 0 | nc: 7 | ncall: 470 | eff(%): 31.489 | loglstar: -inf < -321.433 < inf | logz: -326.739 +/- 0.211 | dlogz: 221.642 > 0.109
iter: 149 | bound: 0 | nc: 2 | ncall: 472 | eff(%): 31.568 | loglstar: -inf < -320.498 < inf | logz: -326.145 +/- 0.213 | dlogz: 221.150 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 475 | eff(%): 31.579 | loglstar: -inf < -319.997 < inf | logz: -325.533 +/- 0.213 | dlogz: 220.546 > 0.109
iter: 151 | bound: 0 | nc: 5 | ncall: 480 | eff(%): 31.458 | loglstar: -inf < -318.701 < inf | logz: -324.694 +/- 0.220 | dlogz: 219.924 > 0.109
iter: 152 | bound: 0 | nc: 2 | ncall: 482 | eff(%): 31.535 | loglstar: -inf < -318.232 < inf | logz: -323.930 +/- 0.220 | dlogz: 219.075 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 483 | eff(%): 31.677 | loglstar: -inf < -317.750 < inf | logz: -323.314 +/- 0.218 | dlogz: 218.301 > 0.109
iter: 154 | bound: 0 | nc: 2 | ncall: 485 | eff(%): 31.753 | loglstar: -inf < -316.630 < inf | logz: -322.550 +/- 0.220 | dlogz: 217.675 > 0.109
iter: 155 | bound: 0 | nc: 1 | ncall: 486 | eff(%): 31.893 | loglstar: -inf < -316.340 < inf | logz: -321.892 +/- 0.219 | dlogz: 216.902 > 0.109
iter: 156 | bound: 0 | nc: 2 | ncall: 488 | eff(%): 31.967 | loglstar: -inf < -315.425 < inf | logz: -321.222 +/- 0.219 | dlogz: 216.234 > 0.109
iter: 157 | bound: 0 | nc: 2 | ncall: 490 | eff(%): 32.041 | loglstar: -inf < -314.452 < inf | logz: -320.407 +/- 0.222 | dlogz: 215.554 > 0.109
iter: 158 | bound: 0 | nc: 1 | ncall: 491 | eff(%): 32.179 | loglstar: -inf < -313.236 < inf | logz: -319.395 +/- 0.227 | dlogz: 214.729 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 494 | eff(%): 32.186 | loglstar: -inf < -313.132 < inf | logz: -318.690 +/- 0.223 | dlogz: 213.707 > 0.109
iter: 160 | bound: 0 | nc: 1 | ncall: 495 | eff(%): 32.323 | loglstar: -inf < -312.512 < inf | logz: -318.128 +/- 0.220 | dlogz: 212.991 > 0.109
iter: 161 | bound: 0 | nc: 6 | ncall: 501 | eff(%): 32.136 | loglstar: -inf < -311.365 < inf | logz: -317.363 +/- 0.222 | dlogz: 212.419 > 0.109
iter: 162 | bound: 0 | nc: 2 | ncall: 503 | eff(%): 32.207 | loglstar: -inf < -311.270 < inf | logz: -316.751 +/- 0.220 | dlogz: 211.645 > 0.109
iter: 163 | bound: 0 | nc: 13 | ncall: 516 | eff(%): 31.589 | loglstar: -inf < -310.096 < inf | logz: -316.056 +/- 0.221 | dlogz: 211.023 > 0.109
iter: 164 | bound: 0 | nc: 2 | ncall: 518 | eff(%): 31.660 | loglstar: -inf < -309.451 < inf | logz: -315.313 +/- 0.222 | dlogz: 210.318 > 0.109
iter: 165 | bound: 0 | nc: 1 | ncall: 519 | eff(%): 31.792 | loglstar: -inf < -308.981 < inf | logz: -314.679 +/- 0.220 | dlogz: 209.565 > 0.109
iter: 166 | bound: 0 | nc: 3 | ncall: 522 | eff(%): 31.801 | loglstar: -inf < -307.088 < inf | logz: -313.521 +/- 0.232 | dlogz: 208.921 > 0.109
iter: 167 | bound: 0 | nc: 3 | ncall: 525 | eff(%): 31.810 | loglstar: -inf < -306.625 < inf | logz: -312.593 +/- 0.229 | dlogz: 207.753 > 0.109
iter: 168 | bound: 0 | nc: 3 | ncall: 528 | eff(%): 31.818 | loglstar: -inf < -304.856 < inf | logz: -311.334 +/- 0.236 | dlogz: 206.815 > 0.109
iter: 169 | bound: 0 | nc: 4 | ncall: 532 | eff(%): 31.767 | loglstar: -inf < -304.522 < inf | logz: -310.438 +/- 0.230 | dlogz: 205.546 > 0.109
iter: 170 | bound: 0 | nc: 1 | ncall: 533 | eff(%): 31.895 | loglstar: -inf < -302.172 < inf | logz: -308.844 +/- 0.243 | dlogz: 204.640 > 0.109
iter: 171 | bound: 0 | nc: 7 | ncall: 540 | eff(%): 31.667 | loglstar: -inf < -301.313 < inf | logz: -307.614 +/- 0.237 | dlogz: 203.036 > 0.109
iter: 172 | bound: 0 | nc: 3 | ncall: 543 | eff(%): 31.676 | loglstar: -inf < -301.270 < inf | logz: -306.917 +/- 0.229 | dlogz: 201.796 > 0.109
iter: 173 | bound: 0 | nc: 3 | ncall: 546 | eff(%): 31.685 | loglstar: -inf < -300.873 < inf | logz: -306.428 +/- 0.224 | dlogz: 201.090 > 0.109
iter: 174 | bound: 0 | nc: 19 | ncall: 565 | eff(%): 30.796 | loglstar: -inf < -300.696 < inf | logz: -306.021 +/- 0.219 | dlogz: 200.591 > 0.109
iter: 175 | bound: 0 | nc: 1 | ncall: 566 | eff(%): 30.919 | loglstar: -inf < -300.631 < inf | logz: -305.705 +/- 0.215 | dlogz: 200.174 > 0.109
iter: 176 | bound: 0 | nc: 2 | ncall: 568 | eff(%): 30.986 | loglstar: -inf < -300.070 < inf | logz: -305.382 +/- 0.213 | dlogz: 199.847 > 0.109
iter: 177 | bound: 0 | nc: 5 | ncall: 573 | eff(%): 30.890 | loglstar: -inf < -299.217 < inf | logz: -304.922 +/- 0.214 | dlogz: 199.514 > 0.109
iter: 178 | bound: 0 | nc: 13 | ncall: 586 | eff(%): 30.375 | loglstar: -inf < -298.595 < inf | logz: -304.373 +/- 0.216 | dlogz: 199.045 > 0.109
iter: 179 | bound: 0 | nc: 5 | ncall: 591 | eff(%): 30.288 | loglstar: -inf < -298.565 < inf | logz: -303.933 +/- 0.215 | dlogz: 198.486 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 593 | eff(%): 30.354 | loglstar: -inf < -298.466 < inf | logz: -303.614 +/- 0.212 | dlogz: 198.036 > 0.109
iter: 181 | bound: 0 | nc: 2 | ncall: 595 | eff(%): 30.420 | loglstar: -inf < -292.927 < inf | logz: -299.995 +/- 0.262 | dlogz: 197.707 > 0.109
iter: 182 | bound: 0 | nc: 4 | ncall: 599 | eff(%): 30.384 | loglstar: -inf < -292.911 < inf | logz: -298.918 +/- 0.243 | dlogz: 194.078 > 0.109
iter: 183 | bound: 0 | nc: 8 | ncall: 607 | eff(%): 30.148 | loglstar: -inf < -292.881 < inf | logz: -298.407 +/- 0.233 | dlogz: 192.991 > 0.109
iter: 184 | bound: 0 | nc: 4 | ncall: 611 | eff(%): 30.115 | loglstar: -inf < -292.817 < inf | logz: -298.059 +/- 0.226 | dlogz: 192.470 > 0.109
iter: 185 | bound: 0 | nc: 8 | ncall: 619 | eff(%): 29.887 | loglstar: -inf < -292.156 < inf | logz: -297.694 +/- 0.222 | dlogz: 192.112 > 0.109
iter: 186 | bound: 0 | nc: 6 | ncall: 625 | eff(%): 29.760 | loglstar: -inf < -291.733 < inf | logz: -297.286 +/- 0.219 | dlogz: 191.737 > 0.109
iter: 187 | bound: 0 | nc: 4 | ncall: 629 | eff(%): 29.730 | loglstar: -inf < -291.437 < inf | logz: -296.900 +/- 0.217 | dlogz: 191.319 > 0.109
iter: 188 | bound: 0 | nc: 1 | ncall: 630 | eff(%): 29.841 | loglstar: -inf < -291.426 < inf | logz: -296.589 +/- 0.214 | dlogz: 190.923 > 0.109
iter: 189 | bound: 0 | nc: 10 | ncall: 640 | eff(%): 29.531 | loglstar: -inf < -291.026 < inf | logz: -296.302 +/- 0.212 | dlogz: 190.602 > 0.109
iter: 190 | bound: 0 | nc: 2 | ncall: 642 | eff(%): 29.595 | loglstar: -inf < -290.479 < inf | logz: -295.964 +/- 0.212 | dlogz: 190.305 > 0.109
iter: 191 | bound: 0 | nc: 6 | ncall: 648 | eff(%): 29.475 | loglstar: -inf < -289.906 < inf | logz: -295.558 +/- 0.213 | dlogz: 189.957 > 0.109
iter: 192 | bound: 0 | nc: 11 | ncall: 659 | eff(%): 29.135 | loglstar: -inf < -289.753 < inf | logz: -295.182 +/- 0.213 | dlogz: 189.542 > 0.109
iter: 193 | bound: 0 | nc: 16 | ncall: 675 | eff(%): 28.593 | loglstar: -inf < -289.282 < inf | logz: -294.821 +/- 0.212 | dlogz: 189.156 > 0.109
iter: 194 | bound: 0 | nc: 1 | ncall: 676 | eff(%): 28.698 | loglstar: -inf < -287.396 < inf | logz: -293.945 +/- 0.227 | dlogz: 188.785 > 0.109
iter: 195 | bound: 0 | nc: 28 | ncall: 704 | eff(%): 27.699 | loglstar: -inf < -287.286 < inf | logz: -293.222 +/- 0.228 | dlogz: 187.899 > 0.109
iter: 196 | bound: 0 | nc: 28 | ncall: 732 | eff(%): 26.776 | loglstar: -inf < -286.302 < inf | logz: -292.534 +/- 0.228 | dlogz: 187.165 > 0.109
iter: 197 | bound: 0 | nc: 31 | ncall: 763 | eff(%): 25.819 | loglstar: -inf < -286.287 < inf | logz: -291.991 +/- 0.226 | dlogz: 186.468 > 0.109
iter: 198 | bound: 0 | nc: 1 | ncall: 764 | eff(%): 25.916 | loglstar: -inf < -284.456 < inf | logz: -291.069 +/- 0.234 | dlogz: 185.914 > 0.109
iter: 199 | bound: 0 | nc: 4 | ncall: 768 | eff(%): 25.911 | loglstar: -inf < -284.354 < inf | logz: -290.335 +/- 0.231 | dlogz: 184.983 > 0.109
iter: 200 | bound: 0 | nc: 25 | ncall: 793 | eff(%): 25.221 | loglstar: -inf < -283.779 < inf | logz: -289.774 +/- 0.228 | dlogz: 184.239 > 0.109
iter: 201 | bound: 0 | nc: 7 | ncall: 800 | eff(%): 25.125 | loglstar: -inf < -282.672 < inf | logz: -289.035 +/- 0.230 | dlogz: 183.668 > 0.109
iter: 202 | bound: 0 | nc: 4 | ncall: 804 | eff(%): 25.124 | loglstar: -inf < -282.448 < inf | logz: -288.407 +/- 0.228 | dlogz: 182.919 > 0.109
iter: 203 | bound: 0 | nc: 3 | ncall: 807 | eff(%): 25.155 | loglstar: -inf < -281.904 < inf | logz: -287.876 +/- 0.226 | dlogz: 182.280 > 0.109
iter: 204 | bound: 0 | nc: 19 | ncall: 826 | eff(%): 24.697 | loglstar: -inf < -280.783 < inf | logz: -287.159 +/- 0.229 | dlogz: 181.740 > 0.109
iter: 205 | bound: 0 | nc: 45 | ncall: 871 | eff(%): 23.536 | loglstar: -inf < -279.995 < inf | logz: -286.361 +/- 0.231 | dlogz: 181.013 > 0.109
iter: 206 | bound: 0 | nc: 16 | ncall: 887 | eff(%): 23.224 | loglstar: -inf < -279.918 < inf | logz: -285.785 +/- 0.229 | dlogz: 180.205 > 0.109
iter: 207 | bound: 0 | nc: 1 | ncall: 888 | eff(%): 23.311 | loglstar: -inf < -279.879 < inf | logz: -285.407 +/- 0.225 | dlogz: 179.619 > 0.109
iter: 208 | bound: 0 | nc: 1 | ncall: 889 | eff(%): 23.397 | loglstar: -inf < -279.247 < inf | logz: -285.030 +/- 0.222 | dlogz: 179.231 > 0.109
iter: 209 | bound: 0 | nc: 14 | ncall: 903 | eff(%): 23.145 | loglstar: -inf < -278.444 < inf | logz: -284.526 +/- 0.223 | dlogz: 178.844 > 0.109
iter: 210 | bound: 0 | nc: 13 | ncall: 916 | eff(%): 22.926 | loglstar: -inf < -278.214 < inf | logz: -284.048 +/- 0.223 | dlogz: 178.330 > 0.109
iter: 211 | bound: 0 | nc: 15 | ncall: 931 | eff(%): 22.664 | loglstar: -inf < -278.085 < inf | logz: -283.678 +/- 0.221 | dlogz: 177.843 > 0.109
iter: 212 | bound: 0 | nc: 2 | ncall: 933 | eff(%): 22.722 | loglstar: -inf < -277.683 < inf | logz: -283.337 +/- 0.219 | dlogz: 177.463 > 0.109
iter: 213 | bound: 0 | nc: 9 | ncall: 942 | eff(%): 22.611 | loglstar: -inf < -276.883 < inf | logz: -282.897 +/- 0.220 | dlogz: 177.112 > 0.109
iter: 214 | bound: 0 | nc: 27 | ncall: 969 | eff(%): 22.085 | loglstar: -inf < -276.155 < inf | logz: -282.339 +/- 0.223 | dlogz: 176.661 > 0.109
iter: 215 | bound: 0 | nc: 1 | ncall: 970 | eff(%): 22.165 | loglstar: -inf < -275.206 < inf | logz: -281.635 +/- 0.229 | dlogz: 176.094 > 0.109
iter: 216 | bound: 0 | nc: 11 | ncall: 981 | eff(%): 22.018 | loglstar: -inf < -274.357 < inf | logz: -280.844 +/- 0.232 | dlogz: 175.379 > 0.109
iter: 217 | bound: 0 | nc: 1 | ncall: 982 | eff(%): 22.098 | loglstar: -inf < -273.752 < inf | logz: -280.115 +/- 0.233 | dlogz: 174.578 > 0.109
iter: 218 | bound: 0 | nc: 2 | ncall: 984 | eff(%): 22.154 | loglstar: -inf < -273.338 < inf | logz: -279.509 +/- 0.231 | dlogz: 173.840 > 0.109
iter: 219 | bound: 0 | nc: 13 | ncall: 997 | eff(%): 21.966 | loglstar: -inf < -272.068 < inf | logz: -278.705 +/- 0.235 | dlogz: 173.224 > 0.109
iter: 220 | bound: 0 | nc: 1 | ncall: 998 | eff(%): 22.044 | loglstar: -inf < -272.065 < inf | logz: -278.087 +/- 0.233 | dlogz: 172.409 > 0.109
iter: 221 | bound: 0 | nc: 12 | ncall: 1010 | eff(%): 21.881 | loglstar: -inf < -270.887 < inf | logz: -277.408 +/- 0.234 | dlogz: 171.781 > 0.109
iter: 222 | bound: 0 | nc: 1 | ncall: 1011 | eff(%): 21.958 | loglstar: -inf < -269.285 < inf | logz: -276.237 +/- 0.243 | dlogz: 171.093 > 0.109
iter: 223 | bound: 0 | nc: 1 | ncall: 1012 | eff(%): 22.036 | loglstar: -inf < -269.027 < inf | logz: -275.402 +/- 0.240 | dlogz: 169.912 > 0.109
iter: 224 | bound: 0 | nc: 1 | ncall: 1013 | eff(%): 22.113 | loglstar: -inf < -268.805 < inf | logz: -274.865 +/- 0.235 | dlogz: 169.067 > 0.109
iter: 225 | bound: 0 | nc: 4 | ncall: 1017 | eff(%): 22.124 | loglstar: -inf < -268.565 < inf | logz: -274.448 +/- 0.231 | dlogz: 168.520 > 0.109
iter: 226 | bound: 0 | nc: 9 | ncall: 1026 | eff(%): 22.027 | loglstar: -inf < -267.976 < inf | logz: -274.022 +/- 0.228 | dlogz: 168.093 > 0.109
iter: 227 | bound: 0 | nc: 5 | ncall: 1031 | eff(%): 22.017 | loglstar: -inf < -266.903 < inf | logz: -273.398 +/- 0.231 | dlogz: 167.657 > 0.109
iter: 228 | bound: 0 | nc: 7 | ncall: 1038 | eff(%): 21.965 | loglstar: -inf < -266.715 < inf | logz: -272.835 +/- 0.230 | dlogz: 167.023 > 0.109
iter: 229 | bound: 0 | nc: 2 | ncall: 1040 | eff(%): 22.019 | loglstar: -inf < -266.459 < inf | logz: -272.407 +/- 0.228 | dlogz: 166.450 > 0.109
iter: 230 | bound: 0 | nc: 14 | ncall: 1054 | eff(%): 21.822 | loglstar: -inf < -266.357 < inf | logz: -272.064 +/- 0.225 | dlogz: 166.013 > 0.109
iter: 231 | bound: 0 | nc: 1 | ncall: 1055 | eff(%): 21.896 | loglstar: -inf < -265.356 < inf | logz: -271.618 +/- 0.226 | dlogz: 165.659 > 0.109
iter: 232 | bound: 0 | nc: 11 | ncall: 1066 | eff(%): 21.764 | loglstar: -inf < -265.058 < inf | logz: -271.141 +/- 0.226 | dlogz: 165.203 > 0.109
iter: 233 | bound: 0 | nc: 3 | ncall: 1069 | eff(%): 21.796 | loglstar: -inf < -265.007 < inf | logz: -270.774 +/- 0.225 | dlogz: 164.716 > 0.109
iter: 234 | bound: 0 | nc: 13 | ncall: 1082 | eff(%): 21.627 | loglstar: -inf < -264.857 < inf | logz: -270.484 +/- 0.223 | dlogz: 164.340 > 0.109
iter: 235 | bound: 0 | nc: 22 | ncall: 1104 | eff(%): 21.286 | loglstar: -inf < -263.876 < inf | logz: -270.084 +/- 0.224 | dlogz: 164.039 > 0.109
iter: 236 | bound: 0 | nc: 4 | ncall: 1108 | eff(%): 21.300 | loglstar: -inf < -263.860 < inf | logz: -269.693 +/- 0.224 | dlogz: 163.630 > 0.109
iter: 237 | bound: 0 | nc: 1 | ncall: 1109 | eff(%): 21.371 | loglstar: -inf < -263.794 < inf | logz: -269.405 +/- 0.222 | dlogz: 163.229 > 0.109
iter: 238 | bound: 0 | nc: 2 | ncall: 1111 | eff(%): 21.422 | loglstar: -inf < -263.192 < inf | logz: -269.096 +/- 0.221 | dlogz: 162.931 > 0.109
iter: 239 | bound: 0 | nc: 7 | ncall: 1118 | eff(%): 21.377 | loglstar: -inf < -263.115 < inf | logz: -268.794 +/- 0.220 | dlogz: 162.612 > 0.109
iter: 240 | bound: 0 | nc: 5 | ncall: 1123 | eff(%): 21.371 | loglstar: -inf < -262.805 < inf | logz: -268.518 +/- 0.220 | dlogz: 162.299 > 0.109
iter: 241 | bound: 0 | nc: 2 | ncall: 1125 | eff(%): 21.422 | loglstar: -inf < -262.530 < inf | logz: -268.241 +/- 0.219 | dlogz: 162.014 > 0.109
iter: 242 | bound: 0 | nc: 10 | ncall: 1135 | eff(%): 21.322 | loglstar: -inf < -262.063 < inf | logz: -267.939 +/- 0.219 | dlogz: 161.727 > 0.109
iter: 243 | bound: 0 | nc: 8 | ncall: 1143 | eff(%): 21.260 | loglstar: -inf < -261.412 < inf | logz: -267.558 +/- 0.221 | dlogz: 161.415 > 0.109
iter: 244 | bound: 0 | nc: 3 | ncall: 1146 | eff(%): 21.291 | loglstar: -inf < -260.931 < inf | logz: -267.127 +/- 0.223 | dlogz: 161.024 > 0.109
iter: 245 | bound: 0 | nc: 2 | ncall: 1148 | eff(%): 21.341 | loglstar: -inf < -260.784 < inf | logz: -266.747 +/- 0.224 | dlogz: 160.583 > 0.109
iter: 246 | bound: 0 | nc: 5 | ncall: 1153 | eff(%): 21.336 | loglstar: -inf < -259.761 < inf | logz: -266.255 +/- 0.227 | dlogz: 160.193 > 0.109
iter: 247 | bound: 0 | nc: 3 | ncall: 1156 | eff(%): 21.367 | loglstar: -inf < -259.760 < inf | logz: -265.806 +/- 0.228 | dlogz: 159.691 > 0.109
iter: 248 | bound: 0 | nc: 4 | ncall: 1160 | eff(%): 21.379 | loglstar: -inf < -259.705 < inf | logz: -265.493 +/- 0.226 | dlogz: 159.232 > 0.109
iter: 249 | bound: 0 | nc: 12 | ncall: 1172 | eff(%): 21.246 | loglstar: -inf < -259.269 < inf | logz: -265.193 +/- 0.225 | dlogz: 158.909 > 0.109
iter: 250 | bound: 0 | nc: 8 | ncall: 1180 | eff(%): 21.186 | loglstar: -inf < -259.010 < inf | logz: -264.888 +/- 0.224 | dlogz: 158.600 > 0.109
iter: 251 | bound: 0 | nc: 8 | ncall: 1188 | eff(%): 21.128 | loglstar: -inf < -258.863 < inf | logz: -264.613 +/- 0.223 | dlogz: 158.284 > 0.109
iter: 252 | bound: 0 | nc: 4 | ncall: 1192 | eff(%): 21.141 | loglstar: -inf < -257.547 < inf | logz: -264.140 +/- 0.227 | dlogz: 157.999 > 0.109
iter: 253 | bound: 0 | nc: 7 | ncall: 1199 | eff(%): 21.101 | loglstar: -inf < -256.382 < inf | logz: -263.334 +/- 0.237 | dlogz: 157.516 > 0.109
iter: 254 | bound: 0 | nc: 13 | ncall: 1212 | eff(%): 20.957 | loglstar: -inf < -256.214 < inf | logz: -262.686 +/- 0.237 | dlogz: 156.700 > 0.109
iter: 255 | bound: 0 | nc: 5 | ncall: 1217 | eff(%): 20.953 | loglstar: -inf < -256.163 < inf | logz: -262.264 +/- 0.235 | dlogz: 156.043 > 0.109
iter: 256 | bound: 0 | nc: 13 | ncall: 1230 | eff(%): 20.813 | loglstar: -inf < -256.154 < inf | logz: -261.963 +/- 0.231 | dlogz: 155.611 > 0.109
iter: 257 | bound: 0 | nc: 26 | ncall: 1256 | eff(%): 20.462 | loglstar: -inf < -256.094 < inf | logz: -261.727 +/- 0.228 | dlogz: 155.300 > 0.109
iter: 258 | bound: 0 | nc: 2 | ncall: 1258 | eff(%): 20.509 | loglstar: -inf < -254.674 < inf | logz: -261.288 +/- 0.231 | dlogz: 157.738 > 0.109
iter: 259 | bound: 0 | nc: 18 | ncall: 1276 | eff(%): 20.298 | loglstar: -inf < -254.461 < inf | logz: -260.797 +/- 0.232 | dlogz: 157.289 > 0.109
iter: 260 | bound: 0 | nc: 5 | ncall: 1281 | eff(%): 20.297 | loglstar: -inf < -254.289 < inf | logz: -260.416 +/- 0.231 | dlogz: 156.788 > 0.109
iter: 261 | bound: 0 | nc: 4 | ncall: 1285 | eff(%): 20.311 | loglstar: -inf < -253.839 < inf | logz: -260.053 +/- 0.230 | dlogz: 156.396 > 0.109
iter: 262 | bound: 0 | nc: 6 | ncall: 1291 | eff(%): 20.294 | loglstar: -inf < -253.486 < inf | logz: -259.683 +/- 0.229 | dlogz: 156.023 > 0.109
iter: 263 | bound: 0 | nc: 15 | ncall: 1306 | eff(%): 20.138 | loglstar: -inf < -253.402 < inf | logz: -259.365 +/- 0.228 | dlogz: 155.644 > 0.109
iter: 264 | bound: 0 | nc: 28 | ncall: 1334 | eff(%): 19.790 | loglstar: -inf < -253.009 < inf | logz: -259.066 +/- 0.227 | dlogz: 155.316 > 0.109
iter: 265 | bound: 0 | nc: 12 | ncall: 1346 | eff(%): 19.688 | loglstar: -inf < -252.919 < inf | logz: -258.788 +/- 0.226 | dlogz: 155.007 > 0.109
iter: 266 | bound: 0 | nc: 24 | ncall: 1370 | eff(%): 19.416 | loglstar: -inf < -251.735 < inf | logz: -258.359 +/- 0.229 | dlogz: 154.719 > 0.109
iter: 267 | bound: 0 | nc: 8 | ncall: 1378 | eff(%): 19.376 | loglstar: -inf < -251.679 < inf | logz: -257.925 +/- 0.230 | dlogz: 154.280 > 0.109
iter: 268 | bound: 0 | nc: 7 | ncall: 1385 | eff(%): 19.350 | loglstar: -inf < -250.950 < inf | logz: -257.486 +/- 0.232 | dlogz: 153.836 > 0.109
iter: 269 | bound: 0 | nc: 3 | ncall: 1388 | eff(%): 19.380 | loglstar: -inf < -250.725 < inf | logz: -257.058 +/- 0.232 | dlogz: 153.387 > 0.109
iter: 270 | bound: 0 | nc: 27 | ncall: 1415 | eff(%): 19.081 | loglstar: -inf < -250.195 < inf | logz: -256.641 +/- 0.232 | dlogz: 152.949 > 0.109
iter: 271 | bound: 0 | nc: 7 | ncall: 1422 | eff(%): 19.058 | loglstar: -inf < -250.115 < inf | logz: -256.275 +/- 0.231 | dlogz: 152.522 > 0.109
iter: 272 | bound: 0 | nc: 13 | ncall: 1435 | eff(%): 18.955 | loglstar: -inf < -250.094 < inf | logz: -255.998 +/- 0.229 | dlogz: 152.146 > 0.109
iter: 273 | bound: 0 | nc: 7 | ncall: 1442 | eff(%): 18.932 | loglstar: -inf < -249.739 < inf | logz: -255.740 +/- 0.228 | dlogz: 151.859 > 0.109
iter: 274 | bound: 0 | nc: 13 | ncall: 1455 | eff(%): 18.832 | loglstar: -inf < -248.212 < inf | logz: -255.186 +/- 0.235 | dlogz: 151.591 > 0.109
iter: 275 | bound: 0 | nc: 35 | ncall: 1490 | eff(%): 18.456 | loglstar: -inf < -247.718 < inf | logz: -254.537 +/- 0.239 | dlogz: 151.027 > 0.109
iter: 276 | bound: 0 | nc: 12 | ncall: 1502 | eff(%): 18.375 | loglstar: -inf < -247.030 < inf | logz: -253.907 +/- 0.241 | dlogz: 150.368 > 0.109
iter: 277 | bound: 0 | nc: 10 | ncall: 1512 | eff(%): 18.320 | loglstar: -inf < -246.458 < inf | logz: -253.289 +/- 0.241 | dlogz: 149.728 > 0.109
iter: 278 | bound: 0 | nc: 4 | ncall: 1516 | eff(%): 18.338 | loglstar: -inf < -245.210 < inf | logz: -252.454 +/- 0.247 | dlogz: 149.101 > 0.109
iter: 279 | bound: 0 | nc: 9 | ncall: 1525 | eff(%): 18.295 | loglstar: -inf < -245.070 < inf | logz: -251.792 +/- 0.245 | dlogz: 148.255 > 0.109
iter: 280 | bound: 0 | nc: 28 | ncall: 1553 | eff(%): 18.030 | loglstar: -inf < -243.883 < inf | logz: -251.052 +/- 0.247 | dlogz: 147.584 > 0.109
iter: 281 | bound: 0 | nc: 1 | ncall: 1554 | eff(%): 18.082 | loglstar: -inf < -242.901 < inf | logz: -250.154 +/- 0.250 | dlogz: 146.834 > 0.109
iter: 282 | bound: 0 | nc: 1 | ncall: 1555 | eff(%): 18.135 | loglstar: -inf < -242.878 < inf | logz: -249.532 +/- 0.247 | dlogz: 145.926 > 0.109
iter: 283 | bound: 0 | nc: 11 | ncall: 1566 | eff(%): 18.072 | loglstar: -inf < -242.778 < inf | logz: -249.134 +/- 0.242 | dlogz: 145.293 > 0.109
iter: 284 | bound: 0 | nc: 3 | ncall: 1569 | eff(%): 18.101 | loglstar: -inf < -240.741 < inf | logz: -248.226 +/- 0.251 | dlogz: 144.886 > 0.109
iter: 285 | bound: 0 | nc: 22 | ncall: 1591 | eff(%): 17.913 | loglstar: -inf < -240.558 < inf | logz: -247.461 +/- 0.249 | dlogz: 143.968 > 0.109
iter: 286 | bound: 0 | nc: 7 | ncall: 1598 | eff(%): 17.897 | loglstar: -inf < -240.079 < inf | logz: -246.898 +/- 0.246 | dlogz: 143.192 > 0.109
iter: 287 | bound: 0 | nc: 31 | ncall: 1629 | eff(%): 17.618 | loglstar: -inf < -238.100 < inf | logz: -245.745 +/- 0.257 | dlogz: 142.620 > 0.109
iter: 288 | bound: 0 | nc: 12 | ncall: 1641 | eff(%): 17.550 | loglstar: -inf < -235.897 < inf | logz: -243.802 +/- 0.269 | dlogz: 141.457 > 0.109
iter: 289 | bound: 0 | nc: 3 | ncall: 1644 | eff(%): 17.579 | loglstar: -inf < -235.354 < inf | logz: -242.677 +/- 0.260 | dlogz: 139.504 > 0.109
iter: 290 | bound: 0 | nc: 7 | ncall: 1651 | eff(%): 17.565 | loglstar: -inf < -234.812 < inf | logz: -241.912 +/- 0.254 | dlogz: 138.369 > 0.109
iter: 291 | bound: 0 | nc: 6 | ncall: 1657 | eff(%): 17.562 | loglstar: -inf < -234.366 < inf | logz: -241.292 +/- 0.250 | dlogz: 137.594 > 0.109
iter: 292 | bound: 0 | nc: 14 | ncall: 1671 | eff(%): 17.475 | loglstar: -inf < -233.445 < inf | logz: -240.610 +/- 0.249 | dlogz: 142.841 > 0.109
iter: 293 | bound: 0 | nc: 25 | ncall: 1696 | eff(%): 17.276 | loglstar: -inf < -232.438 < inf | logz: -239.773 +/- 0.251 | dlogz: 142.149 > 0.109
iter: 294 | bound: 0 | nc: 17 | ncall: 1713 | eff(%): 17.163 | loglstar: -inf < -232.386 < inf | logz: -239.161 +/- 0.248 | dlogz: 141.303 > 0.109
iter: 295 | bound: 0 | nc: 48 | ncall: 1761 | eff(%): 16.752 | loglstar: -inf < -232.085 < inf | logz: -238.725 +/- 0.245 | dlogz: 140.680 > 0.109
iter: 296 | bound: 0 | nc: 21 | ncall: 1782 | eff(%): 16.611 | loglstar: -inf < -231.647 < inf | logz: -238.311 +/- 0.243 | dlogz: 140.234 > 0.109
iter: 297 | bound: 0 | nc: 26 | ncall: 1808 | eff(%): 16.427 | loglstar: -inf < -231.337 < inf | logz: -237.917 +/- 0.241 | dlogz: 139.810 > 0.109
iter: 298 | bound: 0 | nc: 7 | ncall: 1815 | eff(%): 16.419 | loglstar: -inf < -230.860 < inf | logz: -237.522 +/- 0.240 | dlogz: 139.407 > 0.109
iter: 299 | bound: 0 | nc: 2 | ncall: 1817 | eff(%): 16.456 | loglstar: -inf < -230.743 < inf | logz: -237.168 +/- 0.238 | dlogz: 139.002 > 0.109
iter: 300 | bound: 0 | nc: 19 | ncall: 1836 | eff(%): 16.340 | loglstar: -inf < -230.303 < inf | logz: -236.833 +/- 0.237 | dlogz: 138.638 > 0.109
iter: 301 | bound: 0 | nc: 3 | ncall: 1839 | eff(%): 16.368 | loglstar: -inf < -230.237 < inf | logz: -236.530 +/- 0.236 | dlogz: 138.293 > 0.109
iter: 302 | bound: 0 | nc: 1 | ncall: 1840 | eff(%): 16.413 | loglstar: -inf < -229.910 < inf | logz: -236.252 +/- 0.234 | dlogz: 137.980 > 0.109
iter: 303 | bound: 0 | nc: 7 | ncall: 1847 | eff(%): 16.405 | loglstar: -inf < -229.848 < inf | logz: -236.000 +/- 0.233 | dlogz: 137.692 > 0.109
iter: 304 | bound: 0 | nc: 46 | ncall: 1893 | eff(%): 16.059 | loglstar: -inf < -228.867 < inf | logz: -235.650 +/- 0.234 | dlogz: 137.430 > 0.109
iter: 305 | bound: 0 | nc: 24 | ncall: 1917 | eff(%): 15.910 | loglstar: -inf < -228.692 < inf | logz: -235.268 +/- 0.235 | dlogz: 137.070 > 0.109
iter: 306 | bound: 0 | nc: 80 | ncall: 1997 | eff(%): 15.323 | loglstar: -inf < -228.592 < inf | logz: -234.961 +/- 0.235 | dlogz: 136.678 > 0.109
iter: 307 | bound: 0 | nc: 10 | ncall: 2007 | eff(%): 15.296 | loglstar: -inf < -228.413 < inf | logz: -234.697 +/- 0.234 | dlogz: 136.361 > 0.109
iter: 308 | bound: 0 | nc: 8 | ncall: 2015 | eff(%): 15.285 | loglstar: -inf < -227.879 < inf | logz: -234.406 +/- 0.234 | dlogz: 136.088 > 0.109
iter: 309 | bound: 0 | nc: 12 | ncall: 2027 | eff(%): 15.244 | loglstar: -inf < -227.328 < inf | logz: -234.047 +/- 0.235 | dlogz: 135.786 > 0.109
iter: 310 | bound: 0 | nc: 20 | ncall: 2047 | eff(%): 15.144 | loglstar: -inf < -226.345 < inf | logz: -233.519 +/- 0.240 | dlogz: 135.417 > 0.109
iter: 311 | bound: 0 | nc: 13 | ncall: 2060 | eff(%): 15.097 | loglstar: -inf < -225.996 < inf | logz: -232.980 +/- 0.243 | dlogz: 134.879 > 0.109
iter: 312 | bound: 0 | nc: 71 | ncall: 2131 | eff(%): 14.641 | loglstar: -inf < -225.173 < inf | logz: -232.396 +/- 0.245 | dlogz: 134.330 > 0.109
iter: 313 | bound: 0 | nc: 16 | ncall: 2147 | eff(%): 14.578 | loglstar: -inf < -224.496 < inf | logz: -231.752 +/- 0.248 | dlogz: 133.736 > 0.109
iter: 314 | bound: 0 | nc: 5 | ncall: 2152 | eff(%): 14.591 | loglstar: -inf < -224.328 < inf | logz: -231.233 +/- 0.247 | dlogz: 133.083 > 0.109
iter: 315 | bound: 0 | nc: 4 | ncall: 2156 | eff(%): 14.610 | loglstar: -inf < -223.460 < inf | logz: -230.683 +/- 0.248 | dlogz: 132.554 > 0.109
iter: 316 | bound: 0 | nc: 17 | ncall: 2173 | eff(%): 14.542 | loglstar: -inf < -223.232 < inf | logz: -230.172 +/- 0.247 | dlogz: 131.993 > 0.109
iter: 317 | bound: 0 | nc: 79 | ncall: 2252 | eff(%): 14.076 | loglstar: -inf < -222.494 < inf | logz: -229.652 +/- 0.247 | dlogz: 131.473 > 0.109
iter: 318 | bound: 0 | nc: 3 | ncall: 2255 | eff(%): 14.102 | loglstar: -inf < -221.442 < inf | logz: -228.935 +/- 0.251 | dlogz: 130.943 > 0.109
iter: 319 | bound: 0 | nc: 72 | ncall: 2327 | eff(%): 13.709 | loglstar: -inf < -221.425 < inf | logz: -228.371 +/- 0.250 | dlogz: 130.216 > 0.109
iter: 320 | bound: 0 | nc: 22 | ncall: 2349 | eff(%): 13.623 | loglstar: -inf < -221.232 < inf | logz: -227.982 +/- 0.247 | dlogz: 129.642 > 0.109
iter: 321 | bound: 0 | nc: 5 | ncall: 2354 | eff(%): 13.636 | loglstar: -inf < -220.129 < inf | logz: -227.450 +/- 0.248 | dlogz: 129.243 > 0.109
iter: 322 | bound: 0 | nc: 39 | ncall: 2393 | eff(%): 13.456 | loglstar: -inf < -219.984 < inf | logz: -226.942 +/- 0.248 | dlogz: 128.701 > 0.109
iter: 323 | bound: 0 | nc: 17 | ncall: 2410 | eff(%): 13.402 | loglstar: -inf < -219.824 < inf | logz: -226.564 +/- 0.246 | dlogz: 128.183 > 0.109
iter: 324 | bound: 0 | nc: 8 | ncall: 2418 | eff(%): 13.400 | loglstar: -inf < -218.495 < inf | logz: -225.974 +/- 0.249 | dlogz: 127.795 > 0.109
iter: 325 | bound: 0 | nc: 20 | ncall: 2438 | eff(%): 13.331 | loglstar: -inf < -218.384 < inf | logz: -225.421 +/- 0.249 | dlogz: 127.195 > 0.109
iter: 326 | bound: 0 | nc: 21 | ncall: 2459 | eff(%): 13.257 | loglstar: -inf < -216.498 < inf | logz: -224.433 +/- 0.260 | dlogz: 126.632 > 0.109
iter: 327 | bound: 0 | nc: 35 | ncall: 2494 | eff(%): 13.111 | loglstar: -inf < -216.461 < inf | logz: -223.692 +/- 0.257 | dlogz: 125.634 > 0.109
iter: 328 | bound: 0 | nc: 7 | ncall: 2501 | eff(%): 13.115 | loglstar: -inf < -216.309 < inf | logz: -223.240 +/- 0.253 | dlogz: 124.883 > 0.109
iter: 329 | bound: 0 | nc: 68 | ncall: 2569 | eff(%): 12.807 | loglstar: -inf < -215.510 < inf | logz: -222.755 +/- 0.251 | dlogz: 124.421 > 0.109
iter: 330 | bound: 0 | nc: 108 | ncall: 2677 | eff(%): 12.327 | loglstar: -inf < -214.380 < inf | logz: -222.025 +/- 0.255 | dlogz: 123.926 > 0.109
iter: 331 | bound: 0 | nc: 5 | ncall: 2682 | eff(%): 12.342 | loglstar: -inf < -214.266 < inf | logz: -221.425 +/- 0.254 | dlogz: 123.186 > 0.109
iter: 332 | bound: 0 | nc: 11 | ncall: 2693 | eff(%): 12.328 | loglstar: -inf < -214.065 < inf | logz: -221.003 +/- 0.251 | dlogz: 122.576 > 0.109
iter: 333 | bound: 0 | nc: 27 | ncall: 2720 | eff(%): 12.243 | loglstar: -inf < -213.060 < inf | logz: -220.472 +/- 0.251 | dlogz: 122.144 > 0.109
iter: 334 | bound: 0 | nc: 4 | ncall: 2724 | eff(%): 12.261 | loglstar: -inf < -212.927 < inf | logz: -219.978 +/- 0.250 | dlogz: 121.604 > 0.109
iter: 335 | bound: 0 | nc: 39 | ncall: 2763 | eff(%): 12.125 | loglstar: -inf < -212.777 < inf | logz: -219.610 +/- 0.248 | dlogz: 121.099 > 0.109
iter: 336 | bound: 0 | nc: 23 | ncall: 2786 | eff(%): 12.060 | loglstar: -inf < -212.601 < inf | logz: -219.303 +/- 0.246 | dlogz: 120.721 > 0.109
iter: 337 | bound: 0 | nc: 12 | ncall: 2798 | eff(%): 12.044 | loglstar: -inf < -212.318 < inf | logz: -219.017 +/- 0.244 | dlogz: 120.405 > 0.109
iter: 338 | bound: 0 | nc: 13 | ncall: 2811 | eff(%): 12.024 | loglstar: -inf < -211.739 < inf | logz: -218.687 +/- 0.244 | dlogz: 120.109 > 0.109
iter: 339 | bound: 0 | nc: 24 | ncall: 2835 | eff(%): 11.958 | loglstar: -inf < -211.230 < inf | logz: -218.298 +/- 0.244 | dlogz: 119.769 > 0.109
iter: 340 | bound: 0 | nc: 6 | ncall: 2841 | eff(%): 11.968 | loglstar: -inf < -210.569 < inf | logz: -217.838 +/- 0.246 | dlogz: 119.370 > 0.109
iter: 341 | bound: 0 | nc: 36 | ncall: 2877 | eff(%): 11.853 | loglstar: -inf < -210.509 < inf | logz: -217.434 +/- 0.246 | dlogz: 118.899 > 0.109
iter: 342 | bound: 0 | nc: 39 | ncall: 2916 | eff(%): 11.728 | loglstar: -inf < -210.100 < inf | logz: -217.081 +/- 0.245 | dlogz: 118.486 > 0.109
iter: 343 | bound: 0 | nc: 19 | ncall: 2935 | eff(%): 11.687 | loglstar: -inf < -209.802 < inf | logz: -216.733 +/- 0.245 | dlogz: 118.122 > 0.109
iter: 344 | bound: 0 | nc: 19 | ncall: 2954 | eff(%): 11.645 | loglstar: -inf < -209.484 < inf | logz: -216.399 +/- 0.244 | dlogz: 117.765 > 0.109
iter: 345 | bound: 0 | nc: 24 | ncall: 2978 | eff(%): 11.585 | loglstar: -inf < -209.230 < inf | logz: -216.082 +/- 0.244 | dlogz: 117.421 > 0.109
iter: 346 | bound: 0 | nc: 2 | ncall: 2980 | eff(%): 11.611 | loglstar: -inf < -209.130 < inf | logz: -215.806 +/- 0.243 | dlogz: 117.094 > 0.109
iter: 347 | bound: 0 | nc: 8 | ncall: 2988 | eff(%): 11.613 | loglstar: -inf < -208.868 < inf | logz: -215.552 +/- 0.242 | dlogz: 116.808 > 0.109
iter: 348 | bound: 0 | nc: 84 | ncall: 3072 | eff(%): 11.328 | loglstar: -inf < -208.716 < inf | logz: -215.312 +/- 0.241 | dlogz: 116.544 > 0.109
iter: 349 | bound: 0 | nc: 16 | ncall: 3088 | eff(%): 11.302 | loglstar: -inf < -208.538 < inf | logz: -215.090 +/- 0.240 | dlogz: 116.295 > 0.109
iter: 350 | bound: 0 | nc: 14 | ncall: 3102 | eff(%): 11.283 | loglstar: -inf < -207.980 < inf | logz: -214.831 +/- 0.240 | dlogz: 116.062 > 0.109
iter: 351 | bound: 0 | nc: 22 | ncall: 3124 | eff(%): 11.236 | loglstar: -inf < -207.538 < inf | logz: -214.518 +/- 0.241 | dlogz: 115.793 > 0.109
iter: 352 | bound: 0 | nc: 32 | ncall: 3156 | eff(%): 11.153 | loglstar: -inf < -207.441 < inf | logz: -214.225 +/- 0.241 | dlogz: 115.470 > 0.109
iter: 353 | bound: 0 | nc: 41 | ncall: 3197 | eff(%): 11.042 | loglstar: -inf < -207.332 < inf | logz: -213.979 +/- 0.240 | dlogz: 115.167 > 0.109
iter: 354 | bound: 0 | nc: 48 | ncall: 3245 | eff(%): 10.909 | loglstar: -inf < -207.214 < inf | logz: -213.763 +/- 0.240 | dlogz: 114.912 > 0.109
iter: 355 | bound: 0 | nc: 11 | ncall: 3256 | eff(%): 10.903 | loglstar: -inf < -206.688 < inf | logz: -213.520 +/- 0.240 | dlogz: 114.685 > 0.109
iter: 356 | bound: 0 | nc: 61 | ncall: 3317 | eff(%): 10.733 | loglstar: -inf < -205.589 < inf | logz: -213.090 +/- 0.244 | dlogz: 114.432 > 0.109
iter: 357 | bound: 0 | nc: 18 | ncall: 3335 | eff(%): 10.705 | loglstar: -inf < -204.492 < inf | logz: -212.379 +/- 0.254 | dlogz: 113.993 > 0.109
iter: 358 | bound: 0 | nc: 15 | ncall: 3350 | eff(%): 10.687 | loglstar: -inf < -204.463 < inf | logz: -211.810 +/- 0.255 | dlogz: 113.272 > 0.109
iter: 359 | bound: 0 | nc: 42 | ncall: 3392 | eff(%): 10.584 | loglstar: -inf < -203.301 < inf | logz: -211.161 +/- 0.258 | dlogz: 112.693 > 0.109
iter: 360 | bound: 0 | nc: 38 | ncall: 3430 | eff(%): 10.496 | loglstar: -inf < -203.186 < inf | logz: -210.593 +/- 0.257 | dlogz: 112.033 > 0.109
iter: 361 | bound: 0 | nc: 59 | ncall: 3489 | eff(%): 10.347 | loglstar: -inf < -203.151 < inf | logz: -210.213 +/- 0.255 | dlogz: 111.455 > 0.109
iter: 362 | bound: 0 | nc: 101 | ncall: 3590 | eff(%): 10.084 | loglstar: -inf < -202.916 < inf | logz: -209.905 +/- 0.252 | dlogz: 111.066 > 0.109
iter: 363 | bound: 0 | nc: 187 | ncall: 3777 | eff(%): 9.611 | loglstar: -inf < -202.475 < inf | logz: -209.587 +/- 0.251 | dlogz: 110.748 > 0.109
iter: 364 | bound: 1 | nc: 20 | ncall: 3797 | eff(%): 9.587 | loglstar: -inf < -201.621 < inf | logz: -209.150 +/- 0.252 | dlogz: 110.420 > 0.109
iter: 365 | bound: 1 | nc: 39 | ncall: 3836 | eff(%): 9.515 | loglstar: -inf < -201.590 < inf | logz: -208.744 +/- 0.251 | dlogz: 109.973 > 0.109
iter: 366 | bound: 1 | nc: 39 | ncall: 3875 | eff(%): 9.445 | loglstar: -inf < -201.540 < inf | logz: -208.449 +/- 0.250 | dlogz: 109.557 > 0.109
iter: 367 | bound: 1 | nc: 39 | ncall: 3914 | eff(%): 9.377 | loglstar: -inf < -201.050 < inf | logz: -208.155 +/- 0.249 | dlogz: 109.252 > 0.109
iter: 368 | bound: 1 | nc: 39 | ncall: 3953 | eff(%): 9.309 | loglstar: -inf < -200.755 < inf | logz: -207.842 +/- 0.248 | dlogz: 108.948 > 0.109
iter: 369 | bound: 1 | nc: 39 | ncall: 3992 | eff(%): 9.243 | loglstar: -inf < -200.744 < inf | logz: -207.575 +/- 0.247 | dlogz: 108.626 > 0.109
iter: 370 | bound: 1 | nc: 39 | ncall: 4031 | eff(%): 9.179 | loglstar: -inf < -200.351 < inf | logz: -207.321 +/- 0.246 | dlogz: 108.349 > 0.109
iter: 371 | bound: 1 | nc: 39 | ncall: 4070 | eff(%): 9.115 | loglstar: -inf < -200.176 < inf | logz: -207.066 +/- 0.245 | dlogz: 108.085 > 0.109
iter: 372 | bound: 1 | nc: 39 | ncall: 4109 | eff(%): 9.053 | loglstar: -inf < -200.140 < inf | logz: -206.845 +/- 0.244 | dlogz: 107.819 > 0.109
iter: 373 | bound: 1 | nc: 39 | ncall: 4148 | eff(%): 8.992 | loglstar: -inf < -199.983 < inf | logz: -206.649 +/- 0.243 | dlogz: 107.589 > 0.109
iter: 374 | bound: 1 | nc: 39 | ncall: 4187 | eff(%): 8.932 | loglstar: -inf < -199.293 < inf | logz: -206.399 +/- 0.243 | dlogz: 107.383 > 0.109
iter: 375 | bound: 1 | nc: 39 | ncall: 4226 | eff(%): 8.874 | loglstar: -inf < -199.286 < inf | logz: -206.142 +/- 0.244 | dlogz: 107.122 > 0.109
iter: 376 | bound: 1 | nc: 39 | ncall: 4265 | eff(%): 8.816 | loglstar: -inf < -199.247 < inf | logz: -205.935 +/- 0.243 | dlogz: 106.855 > 0.109
iter: 377 | bound: 1 | nc: 39 | ncall: 4304 | eff(%): 8.759 | loglstar: -inf < -199.094 < inf | logz: -205.749 +/- 0.242 | dlogz: 106.639 > 0.109
iter: 378 | bound: 1 | nc: 39 | ncall: 4343 | eff(%): 8.704 | loglstar: -inf < -199.068 < inf | logz: -205.581 +/- 0.241 | dlogz: 106.443 > 0.109
iter: 379 | bound: 1 | nc: 39 | ncall: 4382 | eff(%): 8.649 | loglstar: -inf < -198.732 < inf | logz: -205.410 +/- 0.240 | dlogz: 106.265 > 0.109
iter: 380 | bound: 1 | nc: 39 | ncall: 4421 | eff(%): 8.595 | loglstar: -inf < -197.551 < inf | logz: -205.084 +/- 0.244 | dlogz: 106.084 > 0.109
iter: 381 | bound: 1 | nc: 39 | ncall: 4460 | eff(%): 8.543 | loglstar: -inf < -197.395 < inf | logz: -204.707 +/- 0.247 | dlogz: 105.748 > 0.109
iter: 382 | bound: 1 | nc: 39 | ncall: 4499 | eff(%): 8.491 | loglstar: -inf < -196.555 < inf | logz: -204.266 +/- 0.251 | dlogz: 105.361 > 0.109
iter: 383 | bound: 1 | nc: 39 | ncall: 4538 | eff(%): 8.440 | loglstar: -inf < -196.233 < inf | logz: -203.803 +/- 0.253 | dlogz: 104.910 > 0.109
iter: 384 | bound: 1 | nc: 39 | ncall: 4577 | eff(%): 8.390 | loglstar: -inf < -196.120 < inf | logz: -203.431 +/- 0.253 | dlogz: 104.437 > 0.109
iter: 385 | bound: 1 | nc: 39 | ncall: 4616 | eff(%): 8.341 | loglstar: -inf < -196.120 < inf | logz: -203.148 +/- 0.252 | dlogz: 104.055 > 0.109
iter: 386 | bound: 1 | nc: 39 | ncall: 4655 | eff(%): 8.292 | loglstar: -inf < -196.002 < inf | logz: -202.919 +/- 0.250 | dlogz: 103.762 > 0.109
iter: 387 | bound: 1 | nc: 39 | ncall: 4694 | eff(%): 8.245 | loglstar: -inf < -195.718 < inf | logz: -202.696 +/- 0.249 | dlogz: 103.523 > 0.109
iter: 388 | bound: 1 | nc: 39 | ncall: 4733 | eff(%): 8.198 | loglstar: -inf < -195.718 < inf | logz: -202.490 +/- 0.247 | dlogz: 103.290 > 0.109
iter: 389 | bound: 1 | nc: 39 | ncall: 4772 | eff(%): 8.152 | loglstar: -inf < -195.020 < inf | logz: -202.248 +/- 0.247 | dlogz: 103.074 > 0.109
iter: 390 | bound: 1 | nc: 39 | ncall: 4811 | eff(%): 8.106 | loglstar: -inf < -193.069 < inf | logz: -201.487 +/- 0.261 | dlogz: 102.822 > 0.109
iter: 391 | bound: 1 | nc: 39 | ncall: 4850 | eff(%): 8.062 | loglstar: -inf < -193.069 < inf | logz: -200.827 +/- 0.263 | dlogz: 102.051 > 0.109
iter: 392 | bound: 1 | nc: 39 | ncall: 4889 | eff(%): 8.018 | loglstar: -inf < -193.069 < inf | logz: -200.433 +/- 0.261 | dlogz: 101.381 > 0.109
iter: 393 | bound: 1 | nc: 39 | ncall: 4928 | eff(%): 7.975 | loglstar: -inf < -192.501 < inf | logz: -200.071 +/- 0.259 | dlogz: 100.977 > 0.109
iter: 394 | bound: 1 | nc: 39 | ncall: 4967 | eff(%): 7.932 | loglstar: -inf < -191.866 < inf | logz: -199.630 +/- 0.259 | dlogz: 100.605 > 0.109
iter: 395 | bound: 1 | nc: 39 | ncall: 5006 | eff(%): 7.891 | loglstar: -inf < -191.720 < inf | logz: -199.225 +/- 0.258 | dlogz: 100.154 > 0.109
iter: 396 | bound: 1 | nc: 39 | ncall: 5045 | eff(%): 7.849 | loglstar: -inf < -190.453 < inf | logz: -198.636 +/- 0.262 | dlogz: 99.739 > 0.109
iter: 397 | bound: 1 | nc: 39 | ncall: 5084 | eff(%): 7.809 | loglstar: -inf < -189.976 < inf | logz: -197.994 +/- 0.264 | dlogz: 99.140 > 0.109
iter: 398 | bound: 1 | nc: 39 | ncall: 5123 | eff(%): 7.769 | loglstar: -inf < -189.825 < inf | logz: -197.508 +/- 0.263 | dlogz: 98.488 > 0.109
iter: 399 | bound: 1 | nc: 39 | ncall: 5162 | eff(%): 7.730 | loglstar: -inf < -189.370 < inf | logz: -197.085 +/- 0.261 | dlogz: 97.993 > 0.109
iter: 400 | bound: 1 | nc: 39 | ncall: 5201 | eff(%): 7.691 | loglstar: -inf < -189.177 < inf | logz: -196.704 +/- 0.260 | dlogz: 97.559 > 0.109
iter: 401 | bound: 1 | nc: 39 | ncall: 5240 | eff(%): 7.653 | loglstar: -inf < -188.427 < inf | logz: -196.275 +/- 0.260 | dlogz: 97.168 > 0.109
iter: 402 | bound: 1 | nc: 39 | ncall: 5279 | eff(%): 7.615 | loglstar: -inf < -188.183 < inf | logz: -195.847 +/- 0.260 | dlogz: 96.730 > 0.109
iter: 403 | bound: 1 | nc: 39 | ncall: 5318 | eff(%): 7.578 | loglstar: -inf < -187.841 < inf | logz: -195.466 +/- 0.259 | dlogz: 96.292 > 0.109
iter: 404 | bound: 1 | nc: 39 | ncall: 5357 | eff(%): 7.542 | loglstar: -inf < -187.446 < inf | logz: -195.090 +/- 0.258 | dlogz: 95.900 > 0.109
iter: 405 | bound: 1 | nc: 39 | ncall: 5396 | eff(%): 7.506 | loglstar: -inf < -187.446 < inf | logz: -194.771 +/- 0.257 | dlogz: 95.514 > 0.109
iter: 406 | bound: 1 | nc: 39 | ncall: 5435 | eff(%): 7.470 | loglstar: -inf < -187.446 < inf | logz: -194.531 +/- 0.255 | dlogz: 95.186 > 0.109
iter: 407 | bound: 1 | nc: 39 | ncall: 5474 | eff(%): 7.435 | loglstar: -inf < -187.192 < inf | logz: -194.317 +/- 0.254 | dlogz: 94.935 > 0.109
iter: 408 | bound: 1 | nc: 39 | ncall: 5513 | eff(%): 7.401 | loglstar: -inf < -187.192 < inf | logz: -194.121 +/- 0.252 | dlogz: 94.711 > 0.109
iter: 409 | bound: 1 | nc: 39 | ncall: 5552 | eff(%): 7.367 | loglstar: -inf < -187.166 < inf | logz: -193.958 +/- 0.250 | dlogz: 94.505 > 0.109
iter: 410 | bound: 1 | nc: 39 | ncall: 5591 | eff(%): 7.333 | loglstar: -inf < -187.166 < inf | logz: -193.817 +/- 0.249 | dlogz: 94.333 > 0.109
iter: 411 | bound: 1 | nc: 39 | ncall: 5630 | eff(%): 7.300 | loglstar: -inf < -187.113 < inf | logz: -193.692 +/- 0.247 | dlogz: 94.181 > 0.109
iter: 412 | bound: 1 | nc: 39 | ncall: 5669 | eff(%): 7.268 | loglstar: -inf < -186.700 < inf | logz: -193.553 +/- 0.246 | dlogz: 94.046 > 0.109
iter: 413 | bound: 1 | nc: 39 | ncall: 5708 | eff(%): 7.235 | loglstar: -inf < -186.541 < inf | logz: -193.397 +/- 0.246 | dlogz: 93.897 > 0.109
iter: 414 | bound: 1 | nc: 39 | ncall: 5747 | eff(%): 7.204 | loglstar: -inf < -185.239 < inf | logz: -193.089 +/- 0.249 | dlogz: 93.731 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 5786 | eff(%): 7.172 | loglstar: -inf < -185.239 < inf | logz: -192.741 +/- 0.252 | dlogz: 93.413 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 5825 | eff(%): 7.142 | loglstar: -inf < -184.918 < inf | logz: -192.446 +/- 0.252 | dlogz: 93.055 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 5864 | eff(%): 7.111 | loglstar: -inf < -184.839 < inf | logz: -192.180 +/- 0.253 | dlogz: 92.750 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 5903 | eff(%): 7.081 | loglstar: -inf < -184.676 < inf | logz: -191.947 +/- 0.252 | dlogz: 92.474 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 5942 | eff(%): 7.051 | loglstar: -inf < -183.882 < inf | logz: -191.642 +/- 0.253 | dlogz: 92.232 > 0.109
iter: 420 | bound: 1 | nc: 39 | ncall: 5981 | eff(%): 7.022 | loglstar: -inf < -182.678 < inf | logz: -191.067 +/- 0.261 | dlogz: 91.917 > 0.109
iter: 421 | bound: 1 | nc: 39 | ncall: 6020 | eff(%): 6.993 | loglstar: -inf < -181.431 < inf | logz: -190.154 +/- 0.272 | dlogz: 91.332 > 0.109
iter: 422 | bound: 1 | nc: 39 | ncall: 6059 | eff(%): 6.965 | loglstar: -inf < -180.751 < inf | logz: -189.291 +/- 0.275 | dlogz: 90.409 > 0.109
iter: 423 | bound: 1 | nc: 39 | ncall: 6098 | eff(%): 6.937 | loglstar: -inf < -180.396 < inf | logz: -188.638 +/- 0.273 | dlogz: 89.536 > 0.109
iter: 424 | bound: 1 | nc: 39 | ncall: 6137 | eff(%): 6.909 | loglstar: -inf < -179.739 < inf | logz: -188.041 +/- 0.272 | dlogz: 88.873 > 0.109
iter: 425 | bound: 1 | nc: 39 | ncall: 6176 | eff(%): 6.881 | loglstar: -inf < -179.649 < inf | logz: -187.562 +/- 0.269 | dlogz: 88.266 > 0.109
iter: 426 | bound: 1 | nc: 39 | ncall: 6215 | eff(%): 6.854 | loglstar: -inf < -179.457 < inf | logz: -187.200 +/- 0.267 | dlogz: 87.777 > 0.109
iter: 427 | bound: 1 | nc: 39 | ncall: 6254 | eff(%): 6.828 | loglstar: -inf < -179.110 < inf | logz: -186.866 +/- 0.265 | dlogz: 87.405 > 0.109
iter: 428 | bound: 1 | nc: 39 | ncall: 6293 | eff(%): 6.801 | loglstar: -inf < -179.094 < inf | logz: -186.579 +/- 0.263 | dlogz: 87.061 > 0.109
iter: 429 | bound: 1 | nc: 39 | ncall: 6332 | eff(%): 6.775 | loglstar: -inf < -178.807 < inf | logz: -186.324 +/- 0.261 | dlogz: 86.764 > 0.109
iter: 430 | bound: 1 | nc: 39 | ncall: 6371 | eff(%): 6.749 | loglstar: -inf < -177.432 < inf | logz: -185.835 +/- 0.265 | dlogz: 86.499 > 0.109
iter: 431 | bound: 1 | nc: 39 | ncall: 6410 | eff(%): 6.724 | loglstar: -inf < -176.770 < inf | logz: -185.194 +/- 0.268 | dlogz: 86.000 > 0.109
iter: 432 | bound: 1 | nc: 39 | ncall: 6449 | eff(%): 6.699 | loglstar: -inf < -176.689 < inf | logz: -184.697 +/- 0.268 | dlogz: 85.349 > 0.109
iter: 433 | bound: 1 | nc: 39 | ncall: 6488 | eff(%): 6.674 | loglstar: -inf < -176.689 < inf | logz: -184.354 +/- 0.266 | dlogz: 84.842 > 0.109
iter: 434 | bound: 1 | nc: 39 | ncall: 6527 | eff(%): 6.649 | loglstar: -inf < -176.588 < inf | logz: -184.093 +/- 0.264 | dlogz: 84.490 > 0.109
iter: 435 | bound: 1 | nc: 39 | ncall: 6566 | eff(%): 6.625 | loglstar: -inf < -176.308 < inf | logz: -183.848 +/- 0.262 | dlogz: 84.218 > 0.109
iter: 436 | bound: 1 | nc: 39 | ncall: 6605 | eff(%): 6.601 | loglstar: -inf < -175.928 < inf | logz: -183.584 +/- 0.261 | dlogz: 83.963 > 0.109
iter: 437 | bound: 1 | nc: 39 | ncall: 6644 | eff(%): 6.577 | loglstar: -inf < -175.519 < inf | logz: -183.290 +/- 0.260 | dlogz: 83.689 > 0.109
iter: 438 | bound: 1 | nc: 39 | ncall: 6683 | eff(%): 6.554 | loglstar: -inf < -175.460 < inf | logz: -183.018 +/- 0.259 | dlogz: 83.385 > 0.109
iter: 439 | bound: 1 | nc: 39 | ncall: 6722 | eff(%): 6.531 | loglstar: -inf < -174.859 < inf | logz: -182.723 +/- 0.260 | dlogz: 83.103 > 0.109
iter: 440 | bound: 1 | nc: 39 | ncall: 6761 | eff(%): 6.508 | loglstar: -inf < -174.653 < inf | logz: -182.413 +/- 0.260 | dlogz: 82.799 > 0.109
iter: 441 | bound: 1 | nc: 39 | ncall: 6800 | eff(%): 6.485 | loglstar: -inf < -174.332 < inf | logz: -182.116 +/- 0.260 | dlogz: 82.479 > 0.109
iter: 442 | bound: 1 | nc: 39 | ncall: 6839 | eff(%): 6.463 | loglstar: -inf < -174.332 < inf | logz: -181.855 +/- 0.259 | dlogz: 82.172 > 0.109
iter: 443 | bound: 1 | nc: 39 | ncall: 6878 | eff(%): 6.441 | loglstar: -inf < -174.332 < inf | logz: -181.649 +/- 0.258 | dlogz: 81.901 > 0.109
iter: 444 | bound: 1 | nc: 39 | ncall: 6917 | eff(%): 6.419 | loglstar: -inf < -173.894 < inf | logz: -181.441 +/- 0.257 | dlogz: 81.684 > 0.109
iter: 445 | bound: 1 | nc: 39 | ncall: 6956 | eff(%): 6.397 | loglstar: -inf < -173.735 < inf | logz: -181.221 +/- 0.257 | dlogz: 81.466 > 0.109
iter: 446 | bound: 1 | nc: 39 | ncall: 6995 | eff(%): 6.376 | loglstar: -inf < -173.688 < inf | logz: -181.026 +/- 0.256 | dlogz: 81.237 > 0.109
iter: 447 | bound: 1 | nc: 39 | ncall: 7034 | eff(%): 6.355 | loglstar: -inf < -173.073 < inf | logz: -180.798 +/- 0.256 | dlogz: 81.032 > 0.109
iter: 448 | bound: 1 | nc: 39 | ncall: 7073 | eff(%): 6.334 | loglstar: -inf < -173.042 < inf | logz: -180.562 +/- 0.256 | dlogz: 80.794 > 0.109
iter: 449 | bound: 1 | nc: 39 | ncall: 7112 | eff(%): 6.313 | loglstar: -inf < -172.902 < inf | logz: -180.357 +/- 0.256 | dlogz: 80.548 > 0.109
iter: 450 | bound: 1 | nc: 39 | ncall: 7151 | eff(%): 6.293 | loglstar: -inf < -172.510 < inf | logz: -180.140 +/- 0.256 | dlogz: 80.333 > 0.109
iter: 451 | bound: 1 | nc: 39 | ncall: 7190 | eff(%): 6.273 | loglstar: -inf < -172.400 < inf | logz: -179.921 +/- 0.256 | dlogz: 80.105 > 0.109
iter: 452 | bound: 1 | nc: 39 | ncall: 7229 | eff(%): 6.253 | loglstar: -inf < -172.225 < inf | logz: -179.718 +/- 0.255 | dlogz: 79.877 > 0.109
iter: 453 | bound: 1 | nc: 39 | ncall: 7268 | eff(%): 6.233 | loglstar: -inf < -171.873 < inf | logz: -179.503 +/- 0.256 | dlogz: 79.664 > 0.109
iter: 454 | bound: 1 | nc: 39 | ncall: 7307 | eff(%): 6.213 | loglstar: -inf < -171.873 < inf | logz: -179.299 +/- 0.255 | dlogz: 79.439 > 0.109
iter: 455 | bound: 1 | nc: 39 | ncall: 7346 | eff(%): 6.194 | loglstar: -inf < -171.750 < inf | logz: -179.122 +/- 0.255 | dlogz: 79.225 > 0.109
iter: 456 | bound: 1 | nc: 39 | ncall: 7385 | eff(%): 6.175 | loglstar: -inf < -171.641 < inf | logz: -178.957 +/- 0.254 | dlogz: 79.038 > 0.109
iter: 457 | bound: 1 | nc: 39 | ncall: 7424 | eff(%): 6.156 | loglstar: -inf < -171.501 < inf | logz: -178.799 +/- 0.254 | dlogz: 78.863 > 0.109
iter: 458 | bound: 1 | nc: 39 | ncall: 7463 | eff(%): 6.137 | loglstar: -inf < -171.376 < inf | logz: -178.646 +/- 0.253 | dlogz: 78.695 > 0.109
iter: 459 | bound: 1 | nc: 39 | ncall: 7502 | eff(%): 6.118 | loglstar: -inf < -171.376 < inf | logz: -178.506 +/- 0.253 | dlogz: 78.532 > 0.109
iter: 460 | bound: 1 | nc: 39 | ncall: 7541 | eff(%): 6.100 | loglstar: -inf < -171.268 < inf | logz: -178.379 +/- 0.252 | dlogz: 78.382 > 0.109
iter: 461 | bound: 1 | nc: 39 | ncall: 7580 | eff(%): 6.082 | loglstar: -inf < -171.116 < inf | logz: -178.253 +/- 0.251 | dlogz: 78.245 > 0.109
iter: 462 | bound: 1 | nc: 39 | ncall: 7619 | eff(%): 6.064 | loglstar: -inf < -170.846 < inf | logz: -178.116 +/- 0.251 | dlogz: 78.109 > 0.109
iter: 463 | bound: 1 | nc: 39 | ncall: 7658 | eff(%): 6.046 | loglstar: -inf < -170.724 < inf | logz: -177.974 +/- 0.251 | dlogz: 77.962 > 0.109
iter: 464 | bound: 2 | nc: 39 | ncall: 7697 | eff(%): 6.028 | loglstar: -inf < -170.239 < inf | logz: -177.807 +/- 0.251 | dlogz: 77.810 > 0.109
iter: 465 | bound: 2 | nc: 39 | ncall: 7736 | eff(%): 6.011 | loglstar: -inf < -170.029 < inf | logz: -177.615 +/- 0.252 | dlogz: 77.633 > 0.109
iter: 466 | bound: 2 | nc: 39 | ncall: 7775 | eff(%): 5.994 | loglstar: -inf < -169.633 < inf | logz: -177.403 +/- 0.253 | dlogz: 77.432 > 0.109
iter: 467 | bound: 2 | nc: 39 | ncall: 7814 | eff(%): 5.976 | loglstar: -inf < -168.506 < inf | logz: -177.022 +/- 0.259 | dlogz: 77.209 > 0.109
iter: 468 | bound: 2 | nc: 39 | ncall: 7853 | eff(%): 5.960 | loglstar: -inf < -167.970 < inf | logz: -176.526 +/- 0.265 | dlogz: 76.818 > 0.109
iter: 469 | bound: 2 | nc: 39 | ncall: 7892 | eff(%): 5.943 | loglstar: -inf < -167.779 < inf | logz: -176.095 +/- 0.268 | dlogz: 76.313 > 0.109
iter: 470 | bound: 2 | nc: 39 | ncall: 7931 | eff(%): 5.926 | loglstar: -inf < -167.680 < inf | logz: -175.758 +/- 0.267 | dlogz: 75.871 > 0.109
iter: 471 | bound: 2 | nc: 39 | ncall: 7970 | eff(%): 5.910 | loglstar: -inf < -167.615 < inf | logz: -175.491 +/- 0.266 | dlogz: 77.608 > 0.109
iter: 472 | bound: 2 | nc: 39 | ncall: 8009 | eff(%): 5.893 | loglstar: -inf < -167.238 < inf | logz: -175.233 +/- 0.266 | dlogz: 77.331 > 0.109
iter: 473 | bound: 2 | nc: 39 | ncall: 8048 | eff(%): 5.877 | loglstar: -inf < -167.199 < inf | logz: -174.991 +/- 0.265 | dlogz: 77.062 > 0.109
iter: 474 | bound: 2 | nc: 39 | ncall: 8087 | eff(%): 5.861 | loglstar: -inf < -167.061 < inf | logz: -174.782 +/- 0.264 | dlogz: 76.811 > 0.109
iter: 475 | bound: 2 | nc: 39 | ncall: 8126 | eff(%): 5.845 | loglstar: -inf < -167.003 < inf | logz: -174.596 +/- 0.263 | dlogz: 76.592 > 0.109
iter: 476 | bound: 2 | nc: 39 | ncall: 8165 | eff(%): 5.830 | loglstar: -inf < -166.806 < inf | logz: -174.419 +/- 0.262 | dlogz: 76.395 > 0.109
iter: 477 | bound: 2 | nc: 39 | ncall: 8204 | eff(%): 5.814 | loglstar: -inf < -166.327 < inf | logz: -174.213 +/- 0.261 | dlogz: 76.209 > 0.109
iter: 478 | bound: 2 | nc: 39 | ncall: 8243 | eff(%): 5.799 | loglstar: -inf < -163.035 < inf | logz: -172.782 +/- 0.293 | dlogz: 75.993 > 0.109
iter: 479 | bound: 2 | nc: 39 | ncall: 8282 | eff(%): 5.784 | loglstar: -inf < -162.862 < inf | logz: -171.830 +/- 0.289 | dlogz: 74.552 > 0.109
iter: 480 | bound: 2 | nc: 39 | ncall: 8321 | eff(%): 5.769 | loglstar: -inf < -161.847 < inf | logz: -171.023 +/- 0.288 | dlogz: 73.590 > 0.109
iter: 481 | bound: 2 | nc: 39 | ncall: 8360 | eff(%): 5.754 | loglstar: -inf < -161.411 < inf | logz: -170.318 +/- 0.285 | dlogz: 72.773 > 0.109
iter: 482 | bound: 2 | nc: 39 | ncall: 8399 | eff(%): 5.739 | loglstar: -inf < -161.301 < inf | logz: -169.820 +/- 0.282 | dlogz: 72.058 > 0.109
iter: 483 | bound: 2 | nc: 39 | ncall: 8438 | eff(%): 5.724 | loglstar: -inf < -161.238 < inf | logz: -169.468 +/- 0.279 | dlogz: 71.551 > 0.109
iter: 484 | bound: 2 | nc: 39 | ncall: 8477 | eff(%): 5.710 | loglstar: -inf < -160.992 < inf | logz: -169.171 +/- 0.276 | dlogz: 71.188 > 0.109
iter: 485 | bound: 2 | nc: 39 | ncall: 8516 | eff(%): 5.695 | loglstar: -inf < -160.687 < inf | logz: -168.881 +/- 0.274 | dlogz: 70.881 > 0.109
iter: 486 | bound: 2 | nc: 39 | ncall: 8555 | eff(%): 5.681 | loglstar: -inf < -160.646 < inf | logz: -168.624 +/- 0.272 | dlogz: 70.582 > 0.109
iter: 487 | bound: 2 | nc: 39 | ncall: 8594 | eff(%): 5.667 | loglstar: -inf < -159.947 < inf | logz: -168.328 +/- 0.271 | dlogz: 70.315 > 0.109
iter: 488 | bound: 2 | nc: 39 | ncall: 8633 | eff(%): 5.653 | loglstar: -inf < -159.817 < inf | logz: -168.019 +/- 0.271 | dlogz: 70.009 > 0.109
iter: 489 | bound: 2 | nc: 39 | ncall: 8672 | eff(%): 5.639 | loglstar: -inf < -159.360 < inf | logz: -167.710 +/- 0.270 | dlogz: 69.689 > 0.109
iter: 490 | bound: 2 | nc: 39 | ncall: 8711 | eff(%): 5.625 | loglstar: -inf < -159.360 < inf | logz: -167.428 +/- 0.270 | dlogz: 69.371 > 0.109
iter: 491 | bound: 2 | nc: 39 | ncall: 8750 | eff(%): 5.611 | loglstar: -inf < -159.209 < inf | logz: -167.197 +/- 0.269 | dlogz: 69.079 > 0.109
iter: 492 | bound: 2 | nc: 39 | ncall: 8789 | eff(%): 5.598 | loglstar: -inf < -158.937 < inf | logz: -166.970 +/- 0.268 | dlogz: 68.838 > 0.109
iter: 493 | bound: 2 | nc: 39 | ncall: 8828 | eff(%): 5.585 | loglstar: -inf < -158.432 < inf | logz: -166.706 +/- 0.268 | dlogz: 68.601 > 0.109
iter: 494 | bound: 2 | nc: 39 | ncall: 8867 | eff(%): 5.571 | loglstar: -inf < -158.419 < inf | logz: -166.452 +/- 0.267 | dlogz: 68.327 > 0.109
iter: 495 | bound: 2 | nc: 39 | ncall: 8906 | eff(%): 5.558 | loglstar: -inf < -158.228 < inf | logz: -166.232 +/- 0.267 | dlogz: 68.063 > 0.109
iter: 496 | bound: 2 | nc: 39 | ncall: 8945 | eff(%): 5.545 | loglstar: -inf < -157.554 < inf | logz: -165.956 +/- 0.267 | dlogz: 67.833 > 0.109
iter: 497 | bound: 2 | nc: 39 | ncall: 8984 | eff(%): 5.532 | loglstar: -inf < -157.131 < inf | logz: -165.619 +/- 0.269 | dlogz: 76.177 > 0.109
iter: 498 | bound: 2 | nc: 39 | ncall: 9023 | eff(%): 5.519 | loglstar: -inf < -156.120 < inf | logz: -165.124 +/- 0.274 | dlogz: 75.831 > 0.109
iter: 499 | bound: 2 | nc: 39 | ncall: 9062 | eff(%): 5.507 | loglstar: -inf < -156.109 < inf | logz: -164.673 +/- 0.275 | dlogz: 75.326 > 0.109
iter: 500 | bound: 2 | nc: 39 | ncall: 9101 | eff(%): 5.494 | loglstar: -inf < -155.772 < inf | logz: -164.313 +/- 0.275 | dlogz: 74.865 > 0.109
iter: 501 | bound: 2 | nc: 39 | ncall: 9140 | eff(%): 5.481 | loglstar: -inf < -155.770 < inf | logz: -164.013 +/- 0.274 | dlogz: 74.495 > 0.109
iter: 502 | bound: 2 | nc: 39 | ncall: 9179 | eff(%): 5.469 | loglstar: -inf < -155.240 < inf | logz: -163.715 +/- 0.273 | dlogz: 74.185 > 0.109
iter: 503 | bound: 2 | nc: 39 | ncall: 9218 | eff(%): 5.457 | loglstar: -inf < -155.146 < inf | logz: -163.425 +/- 0.273 | dlogz: 73.877 > 0.109
iter: 504 | bound: 2 | nc: 39 | ncall: 9257 | eff(%): 5.445 | loglstar: -inf < -154.664 < inf | logz: -163.131 +/- 0.272 | dlogz: 73.577 > 0.109
iter: 505 | bound: 2 | nc: 39 | ncall: 9296 | eff(%): 5.432 | loglstar: -inf < -154.620 < inf | logz: -162.854 +/- 0.272 | dlogz: 73.273 > 0.109
iter: 506 | bound: 2 | nc: 39 | ncall: 9335 | eff(%): 5.420 | loglstar: -inf < -154.444 < inf | logz: -162.617 +/- 0.271 | dlogz: 72.986 > 0.109
iter: 507 | bound: 2 | nc: 39 | ncall: 9374 | eff(%): 5.409 | loglstar: -inf < -154.384 < inf | logz: -162.405 +/- 0.270 | dlogz: 72.739 > 0.109
iter: 508 | bound: 2 | nc: 39 | ncall: 9413 | eff(%): 5.397 | loglstar: -inf < -153.882 < inf | logz: -162.177 +/- 0.269 | dlogz: 72.518 > 0.109
iter: 509 | bound: 2 | nc: 39 | ncall: 9452 | eff(%): 5.385 | loglstar: -inf < -153.176 < inf | logz: -161.853 +/- 0.271 | dlogz: 72.279 > 0.109
iter: 510 | bound: 2 | nc: 39 | ncall: 9491 | eff(%): 5.374 | loglstar: -inf < -152.594 < inf | logz: -161.441 +/- 0.274 | dlogz: 71.946 > 0.109
iter: 511 | bound: 2 | nc: 39 | ncall: 9530 | eff(%): 5.362 | loglstar: -inf < -152.523 < inf | logz: -161.072 +/- 0.275 | dlogz: 71.523 > 0.109
iter: 512 | bound: 2 | nc: 39 | ncall: 9569 | eff(%): 5.351 | loglstar: -inf < -151.979 < inf | logz: -160.714 +/- 0.275 | dlogz: 71.145 > 0.109
iter: 513 | bound: 2 | nc: 39 | ncall: 9608 | eff(%): 5.339 | loglstar: -inf < -150.952 < inf | logz: -160.175 +/- 0.279 | dlogz: 70.777 > 0.109
iter: 514 | bound: 2 | nc: 39 | ncall: 9647 | eff(%): 5.328 | loglstar: -inf < -150.936 < inf | logz: -159.698 +/- 0.280 | dlogz: 70.228 > 0.109
iter: 515 | bound: 2 | nc: 39 | ncall: 9686 | eff(%): 5.317 | loglstar: -inf < -150.926 < inf | logz: -159.375 +/- 0.279 | dlogz: 69.740 > 0.109
iter: 516 | bound: 2 | nc: 39 | ncall: 9725 | eff(%): 5.306 | loglstar: -inf < -150.789 < inf | logz: -159.116 +/- 0.277 | dlogz: 69.407 > 0.109
iter: 517 | bound: 2 | nc: 39 | ncall: 9764 | eff(%): 5.295 | loglstar: -inf < -150.674 < inf | logz: -158.889 +/- 0.275 | dlogz: 69.139 > 0.109
iter: 518 | bound: 2 | nc: 39 | ncall: 9803 | eff(%): 5.284 | loglstar: -inf < -150.510 < inf | logz: -158.680 +/- 0.274 | dlogz: 68.902 > 0.109
iter: 519 | bound: 2 | nc: 39 | ncall: 9842 | eff(%): 5.273 | loglstar: -inf < -150.458 < inf | logz: -158.492 +/- 0.272 | dlogz: 68.683 > 0.109
iter: 520 | bound: 2 | nc: 39 | ncall: 9881 | eff(%): 5.263 | loglstar: -inf < -150.126 < inf | logz: -158.303 +/- 0.271 | dlogz: 68.485 > 0.109
iter: 521 | bound: 2 | nc: 39 | ncall: 9920 | eff(%): 5.252 | loglstar: -inf < -149.937 < inf | logz: -158.104 +/- 0.271 | dlogz: 68.286 > 0.109
iter: 522 | bound: 2 | nc: 39 | ncall: 9959 | eff(%): 5.241 | loglstar: -inf < -149.884 < inf | logz: -157.921 +/- 0.270 | dlogz: 68.077 > 0.109
iter: 523 | bound: 2 | nc: 39 | ncall: 9998 | eff(%): 5.231 | loglstar: -inf < -149.433 < inf | logz: -157.724 +/- 0.269 | dlogz: 67.884 > 0.109
iter: 524 | bound: 2 | nc: 39 | ncall: 10037 | eff(%): 5.221 | loglstar: -inf < -149.213 < inf | logz: -157.506 +/- 0.269 | dlogz: 67.677 > 0.109
iter: 525 | bound: 2 | nc: 39 | ncall: 10076 | eff(%): 5.210 | loglstar: -inf < -149.177 < inf | logz: -157.308 +/- 0.269 | dlogz: 67.450 > 0.109
iter: 526 | bound: 2 | nc: 39 | ncall: 10115 | eff(%): 5.200 | loglstar: -inf < -149.028 < inf | logz: -157.130 +/- 0.269 | dlogz: 67.242 > 0.109
iter: 527 | bound: 2 | nc: 39 | ncall: 10154 | eff(%): 5.190 | loglstar: -inf < -148.698 < inf | logz: -156.941 +/- 0.268 | dlogz: 74.399 > 0.109
iter: 528 | bound: 2 | nc: 39 | ncall: 10193 | eff(%): 5.180 | loglstar: -inf < -148.471 < inf | logz: -156.739 +/- 0.268 | dlogz: 74.200 > 0.109
iter: 529 | bound: 2 | nc: 39 | ncall: 10232 | eff(%): 5.170 | loglstar: -inf < -148.403 < inf | logz: -156.550 +/- 0.268 | dlogz: 73.988 > 0.109
iter: 530 | bound: 2 | nc: 39 | ncall: 10271 | eff(%): 5.160 | loglstar: -inf < -147.940 < inf | logz: -156.344 +/- 0.269 | dlogz: 73.789 > 0.109
iter: 531 | bound: 2 | nc: 39 | ncall: 10310 | eff(%): 5.150 | loglstar: -inf < -147.789 < inf | logz: -156.125 +/- 0.269 | dlogz: 73.573 > 0.109
iter: 532 | bound: 2 | nc: 39 | ncall: 10349 | eff(%): 5.141 | loglstar: -inf < -147.389 < inf | logz: -155.894 +/- 0.270 | dlogz: 73.345 > 0.109
iter: 533 | bound: 2 | nc: 39 | ncall: 10388 | eff(%): 5.131 | loglstar: -inf < -146.958 < inf | logz: -155.623 +/- 0.271 | dlogz: 73.103 > 0.109
iter: 534 | bound: 2 | nc: 39 | ncall: 10427 | eff(%): 5.121 | loglstar: -inf < -146.367 < inf | logz: -155.286 +/- 0.273 | dlogz: 72.822 > 0.109
iter: 535 | bound: 2 | nc: 39 | ncall: 10466 | eff(%): 5.112 | loglstar: -inf < -146.123 < inf | logz: -154.940 +/- 0.275 | dlogz: 72.476 > 0.109
iter: 536 | bound: 2 | nc: 39 | ncall: 10505 | eff(%): 5.102 | loglstar: -inf < -146.106 < inf | logz: -154.656 +/- 0.276 | dlogz: 72.120 > 0.109
iter: 537 | bound: 2 | nc: 39 | ncall: 10544 | eff(%): 5.093 | loglstar: -inf < -146.073 < inf | logz: -154.433 +/- 0.275 | dlogz: 71.826 > 0.109
iter: 538 | bound: 2 | nc: 39 | ncall: 10583 | eff(%): 5.084 | loglstar: -inf < -145.798 < inf | logz: -154.223 +/- 0.274 | dlogz: 71.592 > 0.109
iter: 539 | bound: 2 | nc: 39 | ncall: 10622 | eff(%): 5.074 | loglstar: -inf < -145.571 < inf | logz: -154.007 +/- 0.274 | dlogz: 71.372 > 0.109
iter: 540 | bound: 2 | nc: 39 | ncall: 10661 | eff(%): 5.065 | loglstar: -inf < -145.211 < inf | logz: -153.776 +/- 0.274 | dlogz: 71.147 > 0.109
iter: 541 | bound: 2 | nc: 39 | ncall: 10700 | eff(%): 5.056 | loglstar: -inf < -144.815 < inf | logz: -153.515 +/- 0.274 | dlogz: 70.906 > 0.109
iter: 542 | bound: 2 | nc: 39 | ncall: 10739 | eff(%): 5.047 | loglstar: -inf < -144.591 < inf | logz: -153.247 +/- 0.275 | dlogz: 70.635 > 0.109
iter: 543 | bound: 2 | nc: 39 | ncall: 10778 | eff(%): 5.038 | loglstar: -inf < -144.388 < inf | logz: -152.995 +/- 0.275 | dlogz: 70.357 > 0.109
iter: 544 | bound: 2 | nc: 39 | ncall: 10817 | eff(%): 5.029 | loglstar: -inf < -144.369 < inf | logz: -152.775 +/- 0.275 | dlogz: 70.095 > 0.109
iter: 545 | bound: 2 | nc: 39 | ncall: 10856 | eff(%): 5.020 | loglstar: -inf < -143.303 < inf | logz: -152.449 +/- 0.277 | dlogz: 69.865 > 0.109
iter: 546 | bound: 2 | nc: 39 | ncall: 10895 | eff(%): 5.011 | loglstar: -inf < -143.236 < inf | logz: -152.096 +/- 0.278 | dlogz: 69.530 > 0.109
iter: 547 | bound: 2 | nc: 39 | ncall: 10934 | eff(%): 5.003 | loglstar: -inf < -143.162 < inf | logz: -151.822 +/- 0.278 | dlogz: 69.167 > 0.109
iter: 548 | bound: 2 | nc: 39 | ncall: 10973 | eff(%): 4.994 | loglstar: -inf < -142.951 < inf | logz: -151.578 +/- 0.278 | dlogz: 68.882 > 0.109
iter: 549 | bound: 2 | nc: 39 | ncall: 11012 | eff(%): 4.985 | loglstar: -inf < -142.895 < inf | logz: -151.361 +/- 0.277 | dlogz: 68.629 > 0.109
iter: 550 | bound: 2 | nc: 39 | ncall: 11051 | eff(%): 4.977 | loglstar: -inf < -142.744 < inf | logz: -151.166 +/- 0.276 | dlogz: 68.401 > 0.109
iter: 551 | bound: 2 | nc: 39 | ncall: 11090 | eff(%): 4.968 | loglstar: -inf < -142.590 < inf | logz: -150.980 +/- 0.275 | dlogz: 68.196 > 0.109
iter: 552 | bound: 2 | nc: 39 | ncall: 11129 | eff(%): 4.960 | loglstar: -inf < -142.447 < inf | logz: -150.802 +/- 0.274 | dlogz: 68.000 > 0.109
iter: 553 | bound: 2 | nc: 39 | ncall: 11168 | eff(%): 4.952 | loglstar: -inf < -142.333 < inf | logz: -150.633 +/- 0.274 | dlogz: 67.812 > 0.109
iter: 554 | bound: 2 | nc: 39 | ncall: 11207 | eff(%): 4.943 | loglstar: -inf < -142.234 < inf | logz: -150.476 +/- 0.273 | dlogz: 67.634 > 0.109
iter: 555 | bound: 2 | nc: 39 | ncall: 11246 | eff(%): 4.935 | loglstar: -inf < -141.899 < inf | logz: -150.309 +/- 0.273 | dlogz: 67.466 > 0.109
iter: 556 | bound: 2 | nc: 39 | ncall: 11285 | eff(%): 4.927 | loglstar: -inf < -141.867 < inf | logz: -150.143 +/- 0.272 | dlogz: 67.290 > 0.109
iter: 557 | bound: 2 | nc: 39 | ncall: 11324 | eff(%): 4.919 | loglstar: -inf < -141.824 < inf | logz: -149.997 +/- 0.272 | dlogz: 67.114 > 0.109
iter: 558 | bound: 2 | nc: 39 | ncall: 11363 | eff(%): 4.911 | loglstar: -inf < -141.554 < inf | logz: -149.850 +/- 0.271 | dlogz: 66.958 > 0.109
iter: 559 | bound: 2 | nc: 39 | ncall: 11402 | eff(%): 4.903 | loglstar: -inf < -140.889 < inf | logz: -149.646 +/- 0.272 | dlogz: 66.801 > 0.109
iter: 560 | bound: 2 | nc: 39 | ncall: 11441 | eff(%): 4.895 | loglstar: -inf < -140.879 < inf | logz: -149.429 +/- 0.273 | dlogz: 66.587 > 0.109
iter: 561 | bound: 2 | nc: 39 | ncall: 11480 | eff(%): 4.887 | loglstar: -inf < -140.692 < inf | logz: -149.235 +/- 0.273 | dlogz: 95.541 > 0.109
iter: 562 | bound: 2 | nc: 39 | ncall: 11519 | eff(%): 4.879 | loglstar: -inf < -140.554 < inf | logz: -149.049 +/- 0.273 | dlogz: 95.337 > 0.109
iter: 563 | bound: 2 | nc: 39 | ncall: 11558 | eff(%): 4.871 | loglstar: -inf < -140.538 < inf | logz: -148.882 +/- 0.273 | dlogz: 95.141 > 0.109
iter: 564 | bound: 3 | nc: 39 | ncall: 11597 | eff(%): 4.863 | loglstar: -inf < -139.135 < inf | logz: -148.554 +/- 0.277 | dlogz: 94.964 > 0.109
iter: 565 | bound: 3 | nc: 39 | ncall: 11636 | eff(%): 4.856 | loglstar: -inf < -139.133 < inf | logz: -148.185 +/- 0.280 | dlogz: 94.626 > 0.109
iter: 566 | bound: 3 | nc: 39 | ncall: 11675 | eff(%): 4.848 | loglstar: -inf < -139.128 < inf | logz: -147.918 +/- 0.280 | dlogz: 94.248 > 0.109
iter: 567 | bound: 3 | nc: 39 | ncall: 11714 | eff(%): 4.840 | loglstar: -inf < -139.082 < inf | logz: -147.705 +/- 0.279 | dlogz: 93.971 > 0.109
iter: 568 | bound: 3 | nc: 39 | ncall: 11753 | eff(%): 4.833 | loglstar: -inf < -138.973 < inf | logz: -147.517 +/- 0.278 | dlogz: 93.747 > 0.109
iter: 569 | bound: 3 | nc: 39 | ncall: 11792 | eff(%): 4.825 | loglstar: -inf < -138.860 < inf | logz: -147.344 +/- 0.278 | dlogz: 93.550 > 0.109
iter: 570 | bound: 3 | nc: 39 | ncall: 11831 | eff(%): 4.818 | loglstar: -inf < -138.670 < inf | logz: -147.176 +/- 0.277 | dlogz: 93.367 > 0.109
iter: 571 | bound: 3 | nc: 39 | ncall: 11870 | eff(%): 4.810 | loglstar: -inf < -138.520 < inf | logz: -147.009 +/- 0.276 | dlogz: 93.188 > 0.109
iter: 572 | bound: 3 | nc: 39 | ncall: 11909 | eff(%): 4.803 | loglstar: -inf < -137.998 < inf | logz: -146.810 +/- 0.276 | dlogz: 93.011 > 0.109
iter: 573 | bound: 3 | nc: 39 | ncall: 11948 | eff(%): 4.796 | loglstar: -inf < -137.721 < inf | logz: -146.579 +/- 0.277 | dlogz: 92.803 > 0.109
iter: 574 | bound: 3 | nc: 39 | ncall: 11987 | eff(%): 4.789 | loglstar: -inf < -137.662 < inf | logz: -146.365 +/- 0.277 | dlogz: 92.562 > 0.109
iter: 575 | bound: 3 | nc: 39 | ncall: 12026 | eff(%): 4.781 | loglstar: -inf < -137.132 < inf | logz: -146.129 +/- 0.278 | dlogz: 92.337 > 0.109
iter: 576 | bound: 3 | nc: 39 | ncall: 12065 | eff(%): 4.774 | loglstar: -inf < -136.426 < inf | logz: -145.796 +/- 0.281 | dlogz: 92.092 > 0.109
iter: 577 | bound: 3 | nc: 39 | ncall: 12104 | eff(%): 4.767 | loglstar: -inf < -136.346 < inf | logz: -145.466 +/- 0.282 | dlogz: 91.749 > 0.109
iter: 578 | bound: 3 | nc: 39 | ncall: 12143 | eff(%): 4.760 | loglstar: -inf < -136.287 < inf | logz: -145.204 +/- 0.282 | dlogz: 91.408 > 0.109
iter: 579 | bound: 3 | nc: 39 | ncall: 12182 | eff(%): 4.753 | loglstar: -inf < -136.156 < inf | logz: -144.981 +/- 0.282 | dlogz: 91.137 > 0.109
iter: 580 | bound: 3 | nc: 39 | ncall: 12221 | eff(%): 4.746 | loglstar: -inf < -135.707 < inf | logz: -144.740 +/- 0.282 | dlogz: 90.903 > 0.109
iter: 581 | bound: 3 | nc: 39 | ncall: 12260 | eff(%): 4.739 | loglstar: -inf < -135.014 < inf | logz: -144.413 +/- 0.283 | dlogz: 90.653 > 0.109
iter: 582 | bound: 3 | nc: 39 | ncall: 12299 | eff(%): 4.732 | loglstar: -inf < -135.013 < inf | logz: -144.099 +/- 0.284 | dlogz: 90.316 > 0.109
iter: 583 | bound: 3 | nc: 39 | ncall: 12338 | eff(%): 4.725 | loglstar: -inf < -134.819 < inf | logz: -143.841 +/- 0.284 | dlogz: 89.993 > 0.109
iter: 584 | bound: 3 | nc: 39 | ncall: 12377 | eff(%): 4.718 | loglstar: -inf < -134.368 < inf | logz: -143.565 +/- 0.284 | dlogz: 89.724 > 0.109
iter: 585 | bound: 3 | nc: 39 | ncall: 12416 | eff(%): 4.712 | loglstar: -inf < -133.992 < inf | logz: -143.258 +/- 0.285 | dlogz: 89.438 > 0.109
iter: 586 | bound: 3 | nc: 39 | ncall: 12455 | eff(%): 4.705 | loglstar: -inf < -133.675 < inf | logz: -142.945 +/- 0.285 | dlogz: 89.121 > 0.109
iter: 587 | bound: 3 | nc: 39 | ncall: 12494 | eff(%): 4.698 | loglstar: -inf < -133.572 < inf | logz: -142.664 +/- 0.285 | dlogz: 88.798 > 0.109
iter: 588 | bound: 3 | nc: 39 | ncall: 12533 | eff(%): 4.692 | loglstar: -inf < -132.535 < inf | logz: -142.267 +/- 0.288 | dlogz: 88.507 > 0.109
iter: 589 | bound: 3 | nc: 39 | ncall: 12572 | eff(%): 4.685 | loglstar: -inf < -132.491 < inf | logz: -141.868 +/- 0.289 | dlogz: 88.100 > 0.109
iter: 590 | bound: 3 | nc: 39 | ncall: 12611 | eff(%): 4.678 | loglstar: -inf < -132.315 < inf | logz: -141.557 +/- 0.289 | dlogz: 87.692 > 0.109
iter: 591 | bound: 3 | nc: 39 | ncall: 12650 | eff(%): 4.672 | loglstar: -inf < -132.037 < inf | logz: -141.269 +/- 0.288 | dlogz: 87.371 > 0.109
iter: 592 | bound: 3 | nc: 39 | ncall: 12689 | eff(%): 4.665 | loglstar: -inf < -132.029 < inf | logz: -141.020 +/- 0.287 | dlogz: 87.073 > 0.109
iter: 593 | bound: 3 | nc: 39 | ncall: 12728 | eff(%): 4.659 | loglstar: -inf < -131.982 < inf | logz: -140.817 +/- 0.286 | dlogz: 86.813 > 0.109
iter: 594 | bound: 3 | nc: 39 | ncall: 12767 | eff(%): 4.653 | loglstar: -inf < -131.799 < inf | logz: -140.631 +/- 0.285 | dlogz: 86.601 > 0.109
iter: 595 | bound: 3 | nc: 39 | ncall: 12806 | eff(%): 4.646 | loglstar: -inf < -131.658 < inf | logz: -140.451 +/- 0.284 | dlogz: 86.405 > 0.109
iter: 596 | bound: 3 | nc: 39 | ncall: 12845 | eff(%): 4.640 | loglstar: -inf < -131.638 < inf | logz: -140.288 +/- 0.283 | dlogz: 86.214 > 0.109
iter: 597 | bound: 3 | nc: 39 | ncall: 12884 | eff(%): 4.634 | loglstar: -inf < -131.529 < inf | logz: -140.141 +/- 0.282 | dlogz: 86.042 > 0.109
iter: 598 | bound: 3 | nc: 39 | ncall: 12923 | eff(%): 4.627 | loglstar: -inf < -131.355 < inf | logz: -139.996 +/- 0.281 | dlogz: 85.885 > 0.109
iter: 599 | bound: 3 | nc: 39 | ncall: 12962 | eff(%): 4.621 | loglstar: -inf < -130.788 < inf | logz: -139.812 +/- 0.281 | dlogz: 85.729 > 0.109
iter: 600 | bound: 3 | nc: 39 | ncall: 13001 | eff(%): 4.615 | loglstar: -inf < -130.550 < inf | logz: -139.597 +/- 0.281 | dlogz: 85.536 > 0.109
iter: 601 | bound: 3 | nc: 39 | ncall: 13040 | eff(%): 4.609 | loglstar: -inf < -130.480 < inf | logz: -139.397 +/- 0.281 | dlogz: 85.311 > 0.109
iter: 602 | bound: 3 | nc: 39 | ncall: 13079 | eff(%): 4.603 | loglstar: -inf < -130.315 < inf | logz: -139.212 +/- 0.281 | dlogz: 85.101 > 0.109
iter: 603 | bound: 3 | nc: 39 | ncall: 13118 | eff(%): 4.597 | loglstar: -inf < -130.258 < inf | logz: -139.041 +/- 0.281 | dlogz: 84.906 > 0.109
iter: 604 | bound: 3 | nc: 39 | ncall: 13157 | eff(%): 4.591 | loglstar: -inf < -130.255 < inf | logz: -138.893 +/- 0.280 | dlogz: 84.725 > 0.109
iter: 605 | bound: 3 | nc: 39 | ncall: 13196 | eff(%): 4.585 | loglstar: -inf < -130.107 < inf | logz: -138.755 +/- 0.280 | dlogz: 84.567 > 0.109
iter: 606 | bound: 3 | nc: 39 | ncall: 13235 | eff(%): 4.579 | loglstar: -inf < -129.954 < inf | logz: -138.617 +/- 0.279 | dlogz: 84.419 > 0.109
iter: 607 | bound: 3 | nc: 39 | ncall: 13274 | eff(%): 4.573 | loglstar: -inf < -129.823 < inf | logz: -138.479 +/- 0.279 | dlogz: 84.271 > 0.109
iter: 608 | bound: 3 | nc: 39 | ncall: 13313 | eff(%): 4.567 | loglstar: -inf < -128.991 < inf | logz: -138.278 +/- 0.280 | dlogz: 84.124 > 0.109
iter: 609 | bound: 3 | nc: 39 | ncall: 13352 | eff(%): 4.561 | loglstar: -inf < -128.616 < inf | logz: -138.009 +/- 0.282 | dlogz: 83.912 > 0.109
iter: 610 | bound: 3 | nc: 39 | ncall: 13391 | eff(%): 4.555 | loglstar: -inf < -128.574 < inf | logz: -137.760 +/- 0.283 | dlogz: 83.633 > 0.109
iter: 611 | bound: 3 | nc: 39 | ncall: 13430 | eff(%): 4.550 | loglstar: -inf < -128.434 < inf | logz: -137.545 +/- 0.283 | dlogz: 83.374 > 0.109
iter: 612 | bound: 3 | nc: 39 | ncall: 13469 | eff(%): 4.544 | loglstar: -inf < -128.428 < inf | logz: -137.358 +/- 0.283 | dlogz: 83.149 > 0.109
iter: 613 | bound: 3 | nc: 39 | ncall: 13508 | eff(%): 4.538 | loglstar: -inf < -128.189 < inf | logz: -137.182 +/- 0.283 | dlogz: 82.953 > 0.109
iter: 614 | bound: 3 | nc: 39 | ncall: 13547 | eff(%): 4.532 | loglstar: -inf < -128.154 < inf | logz: -137.015 +/- 0.283 | dlogz: 82.767 > 0.109
iter: 615 | bound: 3 | nc: 39 | ncall: 13586 | eff(%): 4.527 | loglstar: -inf < -128.147 < inf | logz: -136.871 +/- 0.282 | dlogz: 82.590 > 0.109
iter: 616 | bound: 3 | nc: 39 | ncall: 13625 | eff(%): 4.521 | loglstar: -inf < -128.108 < inf | logz: -136.743 +/- 0.281 | dlogz: 82.436 > 0.109
iter: 617 | bound: 3 | nc: 39 | ncall: 13664 | eff(%): 4.516 | loglstar: -inf < -128.033 < inf | logz: -136.625 +/- 0.281 | dlogz: 82.298 > 0.109
iter: 618 | bound: 3 | nc: 39 | ncall: 13703 | eff(%): 4.510 | loglstar: -inf < -127.747 < inf | logz: -136.499 +/- 0.280 | dlogz: 82.170 > 0.109
iter: 619 | bound: 3 | nc: 39 | ncall: 13742 | eff(%): 4.504 | loglstar: -inf < -127.727 < inf | logz: -136.373 +/- 0.280 | dlogz: 82.034 > 0.109
iter: 620 | bound: 3 | nc: 39 | ncall: 13781 | eff(%): 4.499 | loglstar: -inf < -127.597 < inf | logz: -136.253 +/- 0.279 | dlogz: 81.898 > 0.109
iter: 621 | bound: 3 | nc: 39 | ncall: 13820 | eff(%): 4.493 | loglstar: -inf < -127.542 < inf | logz: -136.138 +/- 0.279 | dlogz: 81.768 > 0.109
iter: 622 | bound: 3 | nc: 39 | ncall: 13859 | eff(%): 4.488 | loglstar: -inf < -127.455 < inf | logz: -136.028 +/- 0.278 | dlogz: 81.643 > 0.109
iter: 623 | bound: 3 | nc: 39 | ncall: 13898 | eff(%): 4.483 | loglstar: -inf < -127.266 < inf | logz: -135.916 +/- 0.278 | dlogz: 81.523 > 0.109
iter: 624 | bound: 3 | nc: 39 | ncall: 13937 | eff(%): 4.477 | loglstar: -inf < -126.528 < inf | logz: -135.753 +/- 0.279 | dlogz: 81.401 > 0.109
iter: 625 | bound: 3 | nc: 39 | ncall: 13976 | eff(%): 4.472 | loglstar: -inf < -126.015 < inf | logz: -135.515 +/- 0.281 | dlogz: 81.228 > 0.109
iter: 626 | bound: 3 | nc: 39 | ncall: 14015 | eff(%): 4.467 | loglstar: -inf < -125.941 < inf | logz: -135.273 +/- 0.283 | dlogz: 80.980 > 0.109
iter: 627 | bound: 3 | nc: 39 | ncall: 14054 | eff(%): 4.461 | loglstar: -inf < -125.879 < inf | logz: -135.068 +/- 0.284 | dlogz: 80.728 > 0.109
iter: 628 | bound: 3 | nc: 39 | ncall: 14093 | eff(%): 4.456 | loglstar: -inf < -125.451 < inf | logz: -134.854 +/- 0.284 | dlogz: 80.514 > 0.109
iter: 629 | bound: 3 | nc: 39 | ncall: 14132 | eff(%): 4.451 | loglstar: -inf < -125.380 < inf | logz: -134.639 +/- 0.285 | dlogz: 80.289 > 0.109
iter: 630 | bound: 3 | nc: 39 | ncall: 14171 | eff(%): 4.446 | loglstar: -inf < -125.181 < inf | logz: -134.439 +/- 0.285 | dlogz: 80.064 > 0.109
iter: 631 | bound: 3 | nc: 39 | ncall: 14210 | eff(%): 4.441 | loglstar: -inf < -124.351 < inf | logz: -134.159 +/- 0.287 | dlogz: 79.855 > 0.109
iter: 632 | bound: 3 | nc: 39 | ncall: 14249 | eff(%): 4.435 | loglstar: -inf < -124.096 < inf | logz: -133.833 +/- 0.290 | dlogz: 79.565 > 0.109
iter: 633 | bound: 3 | nc: 39 | ncall: 14288 | eff(%): 4.430 | loglstar: -inf < -123.915 < inf | logz: -133.539 +/- 0.291 | dlogz: 79.228 > 0.109
iter: 634 | bound: 3 | nc: 39 | ncall: 14327 | eff(%): 4.425 | loglstar: -inf < -123.498 < inf | logz: -133.242 +/- 0.292 | dlogz: 78.925 > 0.109
iter: 635 | bound: 3 | nc: 39 | ncall: 14366 | eff(%): 4.420 | loglstar: -inf < -123.466 < inf | logz: -132.970 +/- 0.292 | dlogz: 78.617 > 0.109
iter: 636 | bound: 3 | nc: 39 | ncall: 14405 | eff(%): 4.415 | loglstar: -inf < -123.365 < inf | logz: -132.746 +/- 0.291 | dlogz: 78.336 > 0.109
iter: 637 | bound: 3 | nc: 39 | ncall: 14444 | eff(%): 4.410 | loglstar: -inf < -123.262 < inf | logz: -132.547 +/- 0.291 | dlogz: 78.102 > 0.109
iter: 638 | bound: 3 | nc: 39 | ncall: 14483 | eff(%): 4.405 | loglstar: -inf < -123.139 < inf | logz: -132.364 +/- 0.290 | dlogz: 77.892 > 0.109
iter: 639 | bound: 3 | nc: 39 | ncall: 14522 | eff(%): 4.400 | loglstar: -inf < -123.139 < inf | logz: -132.201 +/- 0.289 | dlogz: 77.700 > 0.109
iter: 640 | bound: 3 | nc: 39 | ncall: 14561 | eff(%): 4.395 | loglstar: -inf < -122.991 < inf | logz: -132.053 +/- 0.288 | dlogz: 77.527 > 0.109
iter: 641 | bound: 3 | nc: 39 | ncall: 14600 | eff(%): 4.390 | loglstar: -inf < -122.981 < inf | logz: -131.916 +/- 0.288 | dlogz: 77.369 > 0.109
iter: 642 | bound: 3 | nc: 39 | ncall: 14639 | eff(%): 4.386 | loglstar: -inf < -122.648 < inf | logz: -131.774 +/- 0.287 | dlogz: 77.222 > 0.109
iter: 643 | bound: 3 | nc: 39 | ncall: 14678 | eff(%): 4.381 | loglstar: -inf < -122.554 < inf | logz: -131.625 +/- 0.287 | dlogz: 77.070 > 0.109
iter: 644 | bound: 3 | nc: 39 | ncall: 14717 | eff(%): 4.376 | loglstar: -inf < -122.406 < inf | logz: -131.482 +/- 0.286 | dlogz: 76.911 > 0.109
iter: 645 | bound: 3 | nc: 39 | ncall: 14756 | eff(%): 4.371 | loglstar: -inf < -122.182 < inf | logz: -131.333 +/- 0.286 | dlogz: 76.758 > 0.109
iter: 646 | bound: 3 | nc: 39 | ncall: 14795 | eff(%): 4.366 | loglstar: -inf < -121.593 < inf | logz: -131.140 +/- 0.286 | dlogz: 76.599 > 0.109
iter: 647 | bound: 3 | nc: 39 | ncall: 14834 | eff(%): 4.362 | loglstar: -inf < -121.435 < inf | logz: -130.923 +/- 0.287 | dlogz: 76.396 > 0.109
iter: 648 | bound: 3 | nc: 39 | ncall: 14873 | eff(%): 4.357 | loglstar: -inf < -121.349 < inf | logz: -130.725 +/- 0.288 | dlogz: 76.169 > 0.109
iter: 649 | bound: 3 | nc: 39 | ncall: 14912 | eff(%): 4.352 | loglstar: -inf < -121.315 < inf | logz: -130.553 +/- 0.288 | dlogz: 75.962 > 0.109
iter: 650 | bound: 3 | nc: 39 | ncall: 14951 | eff(%): 4.348 | loglstar: -inf < -121.029 < inf | logz: -130.383 +/- 0.288 | dlogz: 75.779 > 0.109
iter: 651 | bound: 3 | nc: 39 | ncall: 14990 | eff(%): 4.343 | loglstar: -inf < -120.995 < inf | logz: -130.217 +/- 0.288 | dlogz: 75.599 > 0.109
iter: 652 | bound: 3 | nc: 39 | ncall: 15029 | eff(%): 4.338 | loglstar: -inf < -120.773 < inf | logz: -130.058 +/- 0.287 | dlogz: 75.424 > 0.109
iter: 653 | bound: 3 | nc: 39 | ncall: 15068 | eff(%): 4.334 | loglstar: -inf < -120.731 < inf | logz: -129.905 +/- 0.287 | dlogz: 75.254 > 0.109
iter: 654 | bound: 3 | nc: 39 | ncall: 15107 | eff(%): 4.329 | loglstar: -inf < -120.671 < inf | logz: -129.766 +/- 0.287 | dlogz: 75.091 > 0.109
iter: 655 | bound: 3 | nc: 39 | ncall: 15146 | eff(%): 4.325 | loglstar: -inf < -120.652 < inf | logz: -129.642 +/- 0.286 | dlogz: 74.943 > 0.109
iter: 656 | bound: 3 | nc: 39 | ncall: 15185 | eff(%): 4.320 | loglstar: -inf < -120.179 < inf | logz: -129.500 +/- 0.286 | dlogz: 74.808 > 0.109
iter: 657 | bound: 3 | nc: 39 | ncall: 15224 | eff(%): 4.316 | loglstar: -inf < -120.109 < inf | logz: -129.345 +/- 0.286 | dlogz: 89.754 > 0.109
iter: 658 | bound: 3 | nc: 39 | ncall: 15263 | eff(%): 4.311 | loglstar: -inf < -119.982 < inf | logz: -129.200 +/- 0.286 | dlogz: 89.589 > 0.109
iter: 659 | bound: 3 | nc: 39 | ncall: 15302 | eff(%): 4.307 | loglstar: -inf < -119.715 < inf | logz: -129.047 +/- 0.286 | dlogz: 89.434 > 0.109
iter: 660 | bound: 3 | nc: 39 | ncall: 15341 | eff(%): 4.302 | loglstar: -inf < -119.512 < inf | logz: -128.885 +/- 0.287 | dlogz: 89.272 > 0.109
iter: 661 | bound: 3 | nc: 39 | ncall: 15380 | eff(%): 4.298 | loglstar: -inf < -119.336 < inf | logz: -128.720 +/- 0.287 | dlogz: 89.099 > 0.109
iter: 662 | bound: 3 | nc: 39 | ncall: 15419 | eff(%): 4.293 | loglstar: -inf < -119.167 < inf | logz: -128.556 +/- 0.287 | dlogz: 88.925 > 0.109
iter: 663 | bound: 3 | nc: 39 | ncall: 15458 | eff(%): 4.289 | loglstar: -inf < -119.164 < inf | logz: -128.405 +/- 0.287 | dlogz: 88.750 > 0.109
iter: 664 | bound: 4 | nc: 39 | ncall: 15497 | eff(%): 4.285 | loglstar: -inf < -118.907 < inf | logz: -128.257 +/- 0.287 | dlogz: 88.589 > 0.109
iter: 665 | bound: 4 | nc: 39 | ncall: 15536 | eff(%): 4.280 | loglstar: -inf < -118.409 < inf | logz: -128.072 +/- 0.288 | dlogz: 88.432 > 0.109
iter: 666 | bound: 4 | nc: 39 | ncall: 15575 | eff(%): 4.276 | loglstar: -inf < -118.181 < inf | logz: -127.861 +/- 0.289 | dlogz: 88.237 > 0.109
iter: 667 | bound: 4 | nc: 39 | ncall: 15614 | eff(%): 4.272 | loglstar: -inf < -117.999 < inf | logz: -127.654 +/- 0.290 | dlogz: 88.016 > 0.109
iter: 668 | bound: 4 | nc: 39 | ncall: 15653 | eff(%): 4.268 | loglstar: -inf < -117.822 < inf | logz: -127.454 +/- 0.291 | dlogz: 87.799 > 0.109
iter: 669 | bound: 4 | nc: 39 | ncall: 15692 | eff(%): 4.263 | loglstar: -inf < -117.628 < inf | logz: -127.258 +/- 0.291 | dlogz: 87.589 > 0.109
iter: 670 | bound: 4 | nc: 39 | ncall: 15731 | eff(%): 4.259 | loglstar: -inf < -117.456 < inf | logz: -127.066 +/- 0.291 | dlogz: 87.383 > 0.109
iter: 671 | bound: 4 | nc: 39 | ncall: 15770 | eff(%): 4.255 | loglstar: -inf < -117.139 < inf | logz: -126.865 +/- 0.292 | dlogz: 87.181 > 0.109
iter: 672 | bound: 4 | nc: 39 | ncall: 15809 | eff(%): 4.251 | loglstar: -inf < -117.095 < inf | logz: -126.672 +/- 0.292 | dlogz: 86.970 > 0.109
iter: 673 | bound: 4 | nc: 39 | ncall: 15848 | eff(%): 4.247 | loglstar: -inf < -117.046 < inf | logz: -126.505 +/- 0.292 | dlogz: 86.767 > 0.109
iter: 674 | bound: 4 | nc: 39 | ncall: 15887 | eff(%): 4.242 | loglstar: -inf < -116.961 < inf | logz: -126.353 +/- 0.292 | dlogz: 86.590 > 0.109
iter: 675 | bound: 4 | nc: 39 | ncall: 15926 | eff(%): 4.238 | loglstar: -inf < -116.784 < inf | logz: -126.206 +/- 0.291 | dlogz: 86.428 > 0.109
iter: 676 | bound: 4 | nc: 39 | ncall: 15965 | eff(%): 4.234 | loglstar: -inf < -116.586 < inf | logz: -126.054 +/- 0.291 | dlogz: 86.271 > 0.109
iter: 677 | bound: 4 | nc: 39 | ncall: 16004 | eff(%): 4.230 | loglstar: -inf < -116.521 < inf | logz: -125.907 +/- 0.291 | dlogz: 86.109 > 0.109
iter: 678 | bound: 4 | nc: 39 | ncall: 16043 | eff(%): 4.226 | loglstar: -inf < -116.110 < inf | logz: -125.745 +/- 0.291 | dlogz: 85.952 > 0.109
iter: 679 | bound: 4 | nc: 39 | ncall: 16082 | eff(%): 4.222 | loglstar: -inf < -115.907 < inf | logz: -125.565 +/- 0.291 | dlogz: 85.780 > 0.109
iter: 680 | bound: 4 | nc: 39 | ncall: 16121 | eff(%): 4.218 | loglstar: -inf < -115.815 < inf | logz: -125.392 +/- 0.291 | dlogz: 85.590 > 0.109
iter: 681 | bound: 4 | nc: 39 | ncall: 16160 | eff(%): 4.214 | loglstar: -inf < -115.459 < inf | logz: -125.210 +/- 0.292 | dlogz: 85.408 > 0.109
iter: 682 | bound: 4 | nc: 39 | ncall: 16199 | eff(%): 4.210 | loglstar: -inf < -115.337 < inf | logz: -125.023 +/- 0.292 | dlogz: 85.216 > 0.109
iter: 683 | bound: 4 | nc: 39 | ncall: 16238 | eff(%): 4.206 | loglstar: -inf < -115.225 < inf | logz: -124.849 +/- 0.292 | dlogz: 85.018 > 0.109
iter: 684 | bound: 4 | nc: 39 | ncall: 16277 | eff(%): 4.202 | loglstar: -inf < -114.880 < inf | logz: -124.665 +/- 0.293 | dlogz: 84.834 > 0.109
iter: 685 | bound: 4 | nc: 39 | ncall: 16316 | eff(%): 4.198 | loglstar: -inf < -114.647 < inf | logz: -124.466 +/- 0.293 | dlogz: 84.641 > 0.109
iter: 686 | bound: 4 | nc: 39 | ncall: 16355 | eff(%): 4.194 | loglstar: -inf < -114.095 < inf | logz: -124.225 +/- 0.295 | dlogz: 84.432 > 0.109
iter: 687 | bound: 4 | nc: 39 | ncall: 16394 | eff(%): 4.191 | loglstar: -inf < -114.003 < inf | logz: -123.977 +/- 0.296 | dlogz: 84.181 > 0.109
iter: 688 | bound: 4 | nc: 39 | ncall: 16433 | eff(%): 4.187 | loglstar: -inf < -113.830 < inf | logz: -123.754 +/- 0.296 | dlogz: 83.923 > 0.109
iter: 689 | bound: 5 | nc: 39 | ncall: 16472 | eff(%): 4.183 | loglstar: -inf < -113.228 < inf | logz: -123.489 +/- 0.298 | dlogz: 83.690 > 0.109
iter: 690 | bound: 5 | nc: 39 | ncall: 16511 | eff(%): 4.179 | loglstar: -inf < -113.227 < inf | logz: -123.228 +/- 0.299 | dlogz: 83.415 > 0.109
iter: 691 | bound: 5 | nc: 39 | ncall: 16550 | eff(%): 4.175 | loglstar: -inf < -113.027 < inf | logz: -123.003 +/- 0.299 | dlogz: 83.144 > 0.109
iter: 692 | bound: 5 | nc: 39 | ncall: 16589 | eff(%): 4.171 | loglstar: -inf < -112.997 < inf | logz: -122.802 +/- 0.298 | dlogz: 82.909 > 0.109
iter: 693 | bound: 5 | nc: 39 | ncall: 16628 | eff(%): 4.168 | loglstar: -inf < -112.643 < inf | logz: -122.602 +/- 0.298 | dlogz: 82.698 > 0.109
iter: 694 | bound: 5 | nc: 39 | ncall: 16667 | eff(%): 4.164 | loglstar: -inf < -112.406 < inf | logz: -122.387 +/- 0.298 | dlogz: 82.488 > 0.109
iter: 695 | bound: 5 | nc: 39 | ncall: 16706 | eff(%): 4.160 | loglstar: -inf < -112.216 < inf | logz: -122.175 +/- 0.298 | dlogz: 82.263 > 0.109
iter: 696 | bound: 5 | nc: 39 | ncall: 16745 | eff(%): 4.156 | loglstar: -inf < -112.202 < inf | logz: -121.985 +/- 0.298 | dlogz: 82.041 > 0.109
iter: 697 | bound: 5 | nc: 39 | ncall: 16784 | eff(%): 4.153 | loglstar: -inf < -111.673 < inf | logz: -121.776 +/- 0.298 | dlogz: 81.841 > 0.109
iter: 698 | bound: 5 | nc: 39 | ncall: 16823 | eff(%): 4.149 | loglstar: -inf < -111.445 < inf | logz: -121.541 +/- 0.299 | dlogz: 81.622 > 0.109
iter: 699 | bound: 5 | nc: 39 | ncall: 16862 | eff(%): 4.145 | loglstar: -inf < -111.414 < inf | logz: -121.331 +/- 0.299 | dlogz: 81.378 > 0.109
iter: 700 | bound: 5 | nc: 39 | ncall: 16901 | eff(%): 4.142 | loglstar: -inf < -111.412 < inf | logz: -121.156 +/- 0.298 | dlogz: 81.157 > 0.109
iter: 701 | bound: 5 | nc: 39 | ncall: 16940 | eff(%): 4.138 | loglstar: -inf < -111.360 < inf | logz: -121.004 +/- 0.298 | dlogz: 80.972 > 0.109
iter: 702 | bound: 5 | nc: 39 | ncall: 16979 | eff(%): 4.135 | loglstar: -inf < -111.240 < inf | logz: -120.863 +/- 0.297 | dlogz: 80.811 > 0.109
iter: 703 | bound: 5 | nc: 39 | ncall: 17018 | eff(%): 4.131 | loglstar: -inf < -111.126 < inf | logz: -120.726 +/- 0.297 | dlogz: 80.660 > 0.109
iter: 704 | bound: 5 | nc: 39 | ncall: 17057 | eff(%): 4.127 | loglstar: -inf < -110.780 < inf | logz: -120.577 +/- 0.296 | dlogz: 80.513 > 0.109
iter: 705 | bound: 5 | nc: 39 | ncall: 17096 | eff(%): 4.124 | loglstar: -inf < -110.735 < inf | logz: -120.424 +/- 0.296 | dlogz: 80.353 > 0.109
iter: 706 | bound: 5 | nc: 39 | ncall: 17135 | eff(%): 4.120 | loglstar: -inf < -110.322 < inf | logz: -120.259 +/- 0.296 | dlogz: 80.191 > 0.109
iter: 707 | bound: 5 | nc: 39 | ncall: 17174 | eff(%): 4.117 | loglstar: -inf < -110.062 < inf | logz: -120.069 +/- 0.297 | dlogz: 80.016 > 0.109
iter: 708 | bound: 5 | nc: 39 | ncall: 17213 | eff(%): 4.113 | loglstar: -inf < -110.037 < inf | logz: -119.891 +/- 0.297 | dlogz: 79.816 > 0.109
iter: 709 | bound: 5 | nc: 39 | ncall: 17252 | eff(%): 4.110 | loglstar: -inf < -110.035 < inf | logz: -119.739 +/- 0.297 | dlogz: 79.627 > 0.109
iter: 710 | bound: 5 | nc: 39 | ncall: 17291 | eff(%): 4.106 | loglstar: -inf < -110.024 < inf | logz: -119.607 +/- 0.296 | dlogz: 79.466 > 0.109
iter: 711 | bound: 5 | nc: 39 | ncall: 17330 | eff(%): 4.103 | loglstar: -inf < -109.986 < inf | logz: -119.489 +/- 0.296 | dlogz: 79.324 > 0.109
iter: 712 | bound: 5 | nc: 39 | ncall: 17369 | eff(%): 4.099 | loglstar: -inf < -109.775 < inf | logz: -119.371 +/- 0.295 | dlogz: 79.196 > 0.109
iter: 713 | bound: 5 | nc: 39 | ncall: 17408 | eff(%): 4.096 | loglstar: -inf < -109.663 < inf | logz: -119.250 +/- 0.295 | dlogz: 79.068 > 0.109
iter: 714 | bound: 5 | nc: 39 | ncall: 17447 | eff(%): 4.092 | loglstar: -inf < -109.592 < inf | logz: -119.133 +/- 0.295 | dlogz: 78.937 > 0.109
iter: 715 | bound: 5 | nc: 39 | ncall: 17486 | eff(%): 4.089 | loglstar: -inf < -109.500 < inf | logz: -119.021 +/- 0.294 | dlogz: 78.810 > 0.109
iter: 716 | bound: 5 | nc: 39 | ncall: 17525 | eff(%): 4.086 | loglstar: -inf < -109.355 < inf | logz: -118.910 +/- 0.294 | dlogz: 78.689 > 0.109
iter: 717 | bound: 5 | nc: 39 | ncall: 17564 | eff(%): 4.082 | loglstar: -inf < -109.088 < inf | logz: -118.788 +/- 0.294 | dlogz: 78.567 > 0.109
iter: 718 | bound: 5 | nc: 39 | ncall: 17603 | eff(%): 4.079 | loglstar: -inf < -108.730 < inf | logz: -118.643 +/- 0.294 | dlogz: 78.435 > 0.109
iter: 719 | bound: 5 | nc: 39 | ncall: 17642 | eff(%): 4.076 | loglstar: -inf < -108.672 < inf | logz: -118.492 +/- 0.295 | dlogz: 78.280 > 0.109
iter: 720 | bound: 5 | nc: 39 | ncall: 17681 | eff(%): 4.072 | loglstar: -inf < -108.652 < inf | logz: -118.358 +/- 0.295 | dlogz: 78.120 > 0.109
iter: 721 | bound: 5 | nc: 39 | ncall: 17720 | eff(%): 4.069 | loglstar: -inf < -108.638 < inf | logz: -118.239 +/- 0.294 | dlogz: 77.976 > 0.109
iter: 722 | bound: 5 | nc: 39 | ncall: 17759 | eff(%): 4.066 | loglstar: -inf < -108.593 < inf | logz: -118.131 +/- 0.294 | dlogz: 77.847 > 0.109
iter: 723 | bound: 5 | nc: 39 | ncall: 17798 | eff(%): 4.062 | loglstar: -inf < -108.571 < inf | logz: -118.031 +/- 0.294 | dlogz: 77.728 > 0.109
iter: 724 | bound: 5 | nc: 39 | ncall: 17837 | eff(%): 4.059 | loglstar: -inf < -108.416 < inf | logz: -117.933 +/- 0.294 | dlogz: 77.618 > 0.109
iter: 725 | bound: 5 | nc: 39 | ncall: 17876 | eff(%): 4.056 | loglstar: -inf < -108.383 < inf | logz: -117.836 +/- 0.293 | dlogz: 77.510 > 0.109
iter: 726 | bound: 5 | nc: 39 | ncall: 17915 | eff(%): 4.052 | loglstar: -inf < -108.336 < inf | logz: -117.745 +/- 0.293 | dlogz: 77.404 > 0.109
iter: 727 | bound: 5 | nc: 39 | ncall: 17954 | eff(%): 4.049 | loglstar: -inf < -108.333 < inf | logz: -117.661 +/- 0.293 | dlogz: 77.303 > 0.109
iter: 728 | bound: 5 | nc: 39 | ncall: 17993 | eff(%): 4.046 | loglstar: -inf < -108.199 < inf | logz: -117.578 +/- 0.292 | dlogz: 77.209 > 0.109
iter: 729 | bound: 5 | nc: 39 | ncall: 18032 | eff(%): 4.043 | loglstar: -inf < -107.992 < inf | logz: -117.489 +/- 0.292 | dlogz: 77.116 > 0.109
iter: 730 | bound: 5 | nc: 39 | ncall: 18071 | eff(%): 4.040 | loglstar: -inf < -107.825 < inf | logz: -117.392 +/- 0.292 | dlogz: 77.017 > 0.109
iter: 731 | bound: 5 | nc: 39 | ncall: 18110 | eff(%): 4.036 | loglstar: -inf < -107.639 < inf | logz: -117.289 +/- 0.292 | dlogz: 76.910 > 0.109
iter: 732 | bound: 5 | nc: 39 | ncall: 18149 | eff(%): 4.033 | loglstar: -inf < -107.617 < inf | logz: -117.187 +/- 0.292 | dlogz: 76.797 > 0.109
iter: 733 | bound: 5 | nc: 39 | ncall: 18188 | eff(%): 4.030 | loglstar: -inf < -106.939 < inf | logz: -117.052 +/- 0.293 | dlogz: 76.685 > 0.109
iter: 734 | bound: 5 | nc: 39 | ncall: 18227 | eff(%): 4.027 | loglstar: -inf < -106.625 < inf | logz: -116.873 +/- 0.294 | dlogz: 76.540 > 0.109
iter: 735 | bound: 5 | nc: 39 | ncall: 18266 | eff(%): 4.024 | loglstar: -inf < -106.625 < inf | logz: -116.699 +/- 0.296 | dlogz: 76.351 > 0.109
iter: 736 | bound: 5 | nc: 39 | ncall: 18305 | eff(%): 4.021 | loglstar: -inf < -106.625 < inf | logz: -116.551 +/- 0.296 | dlogz: 76.167 > 0.109
iter: 737 | bound: 5 | nc: 39 | ncall: 18344 | eff(%): 4.018 | loglstar: -inf < -106.600 < inf | logz: -116.424 +/- 0.296 | dlogz: 76.009 > 0.109
iter: 738 | bound: 5 | nc: 39 | ncall: 18383 | eff(%): 4.015 | loglstar: -inf < -106.124 < inf | logz: -116.280 +/- 0.297 | dlogz: 75.872 > 0.109
iter: 739 | bound: 5 | nc: 39 | ncall: 18422 | eff(%): 4.012 | loglstar: -inf < -105.918 < inf | logz: -116.112 +/- 0.298 | dlogz: 75.718 > 0.109
iter: 740 | bound: 5 | nc: 39 | ncall: 18461 | eff(%): 4.008 | loglstar: -inf < -105.806 < inf | logz: -115.947 +/- 0.298 | dlogz: 75.540 > 0.109
iter: 741 | bound: 5 | nc: 39 | ncall: 18500 | eff(%): 4.005 | loglstar: -inf < -105.752 < inf | logz: -115.796 +/- 0.299 | dlogz: 75.365 > 0.109
iter: 742 | bound: 5 | nc: 39 | ncall: 18539 | eff(%): 4.002 | loglstar: -inf < -105.713 < inf | logz: -115.660 +/- 0.299 | dlogz: 75.204 > 0.109
iter: 743 | bound: 5 | nc: 39 | ncall: 18578 | eff(%): 3.999 | loglstar: -inf < -105.713 < inf | logz: -115.538 +/- 0.298 | dlogz: 75.058 > 0.109
iter: 744 | bound: 5 | nc: 39 | ncall: 18617 | eff(%): 3.996 | loglstar: -inf < -105.416 < inf | logz: -115.414 +/- 0.298 | dlogz: 74.926 > 0.109
iter: 745 | bound: 5 | nc: 39 | ncall: 18656 | eff(%): 3.993 | loglstar: -inf < -105.305 < inf | logz: -115.283 +/- 0.298 | dlogz: 74.792 > 0.109
iter: 746 | bound: 5 | nc: 39 | ncall: 18695 | eff(%): 3.990 | loglstar: -inf < -105.276 < inf | logz: -115.160 +/- 0.298 | dlogz: 74.651 > 0.109
iter: 747 | bound: 5 | nc: 39 | ncall: 18734 | eff(%): 3.987 | loglstar: -inf < -105.274 < inf | logz: -115.051 +/- 0.298 | dlogz: 74.519 > 0.109
iter: 748 | bound: 5 | nc: 39 | ncall: 18773 | eff(%): 3.984 | loglstar: -inf < -104.975 < inf | logz: -114.937 +/- 0.298 | dlogz: 74.399 > 0.109
iter: 749 | bound: 5 | nc: 39 | ncall: 18812 | eff(%): 3.982 | loglstar: -inf < -104.733 < inf | logz: -114.806 +/- 0.298 | dlogz: 74.275 > 0.109
iter: 750 | bound: 5 | nc: 39 | ncall: 18851 | eff(%): 3.979 | loglstar: -inf < -104.312 < inf | logz: -114.648 +/- 0.299 | dlogz: 74.135 > 0.109
iter: 751 | bound: 5 | nc: 39 | ncall: 18890 | eff(%): 3.976 | loglstar: -inf < -104.116 < inf | logz: -114.471 +/- 0.300 | dlogz: 73.966 > 0.109
iter: 752 | bound: 5 | nc: 39 | ncall: 18929 | eff(%): 3.973 | loglstar: -inf < -103.997 < inf | logz: -114.299 +/- 0.301 | dlogz: 73.779 > 0.109
iter: 753 | bound: 5 | nc: 39 | ncall: 18968 | eff(%): 3.970 | loglstar: -inf < -103.673 < inf | logz: -114.119 +/- 0.302 | dlogz: 73.598 > 0.109
iter: 754 | bound: 5 | nc: 39 | ncall: 19007 | eff(%): 3.967 | loglstar: -inf < -103.644 < inf | logz: -113.943 +/- 0.302 | dlogz: 73.408 > 0.109
iter: 755 | bound: 5 | nc: 39 | ncall: 19046 | eff(%): 3.964 | loglstar: -inf < -103.273 < inf | logz: -113.762 +/- 0.303 | dlogz: 73.222 > 0.109
iter: 756 | bound: 5 | nc: 39 | ncall: 19085 | eff(%): 3.961 | loglstar: -inf < -102.921 < inf | logz: -113.551 +/- 0.304 | dlogz: 73.031 > 0.109
iter: 757 | bound: 5 | nc: 39 | ncall: 19124 | eff(%): 3.958 | loglstar: -inf < -102.842 < inf | logz: -113.344 +/- 0.305 | dlogz: 72.810 > 0.109
iter: 758 | bound: 5 | nc: 39 | ncall: 19163 | eff(%): 3.956 | loglstar: -inf < -102.671 < inf | logz: -113.153 +/- 0.305 | dlogz: 72.593 > 0.109
iter: 759 | bound: 5 | nc: 39 | ncall: 19202 | eff(%): 3.953 | loglstar: -inf < -102.498 < inf | logz: -112.967 +/- 0.305 | dlogz: 72.392 > 0.109
iter: 760 | bound: 5 | nc: 39 | ncall: 19241 | eff(%): 3.950 | loglstar: -inf < -102.496 < inf | logz: -112.799 +/- 0.305 | dlogz: 72.196 > 0.109
iter: 761 | bound: 5 | nc: 39 | ncall: 19280 | eff(%): 3.947 | loglstar: -inf < -102.410 < inf | logz: -112.651 +/- 0.305 | dlogz: 72.018 > 0.109
iter: 762 | bound: 5 | nc: 39 | ncall: 19319 | eff(%): 3.944 | loglstar: -inf < -102.331 < inf | logz: -112.513 +/- 0.305 | dlogz: 71.860 > 0.109
iter: 763 | bound: 5 | nc: 39 | ncall: 19358 | eff(%): 3.942 | loglstar: -inf < -102.236 < inf | logz: -112.382 +/- 0.305 | dlogz: 71.712 > 0.109
iter: 764 | bound: 5 | nc: 39 | ncall: 19397 | eff(%): 3.939 | loglstar: -inf < -102.132 < inf | logz: -112.256 +/- 0.304 | dlogz: 71.571 > 0.109
iter: 765 | bound: 5 | nc: 39 | ncall: 19436 | eff(%): 3.936 | loglstar: -inf < -102.030 < inf | logz: -112.134 +/- 0.304 | dlogz: 71.436 > 0.109
iter: 766 | bound: 5 | nc: 39 | ncall: 19475 | eff(%): 3.933 | loglstar: -inf < -101.768 < inf | logz: -112.006 +/- 0.304 | dlogz: 71.304 > 0.109
iter: 767 | bound: 5 | nc: 39 | ncall: 19514 | eff(%): 3.931 | loglstar: -inf < -101.578 < inf | logz: -111.867 +/- 0.304 | dlogz: 71.165 > 0.109
iter: 768 | bound: 5 | nc: 39 | ncall: 19553 | eff(%): 3.928 | loglstar: -inf < -101.432 < inf | logz: -111.725 +/- 0.304 | dlogz: 71.016 > 0.109
iter: 769 | bound: 5 | nc: 39 | ncall: 19592 | eff(%): 3.925 | loglstar: -inf < -101.422 < inf | logz: -111.594 +/- 0.304 | dlogz: 70.865 > 0.109
iter: 770 | bound: 5 | nc: 39 | ncall: 19631 | eff(%): 3.922 | loglstar: -inf < -101.044 < inf | logz: -111.453 +/- 0.304 | dlogz: 70.723 > 0.109
iter: 771 | bound: 5 | nc: 39 | ncall: 19670 | eff(%): 3.920 | loglstar: -inf < -100.833 < inf | logz: -111.294 +/- 0.304 | dlogz: 70.573 > 0.109
iter: 772 | bound: 5 | nc: 39 | ncall: 19709 | eff(%): 3.917 | loglstar: -inf < -100.727 < inf | logz: -111.137 +/- 0.304 | dlogz: 70.404 > 0.109
iter: 773 | bound: 5 | nc: 39 | ncall: 19748 | eff(%): 3.914 | loglstar: -inf < -100.429 < inf | logz: -110.974 +/- 0.305 | dlogz: 70.237 > 0.109
iter: 774 | bound: 5 | nc: 39 | ncall: 19787 | eff(%): 3.912 | loglstar: -inf < -99.812 < inf | logz: -110.755 +/- 0.306 | dlogz: 70.064 > 0.109
iter: 775 | bound: 5 | nc: 39 | ncall: 19826 | eff(%): 3.909 | loglstar: -inf < -99.776 < inf | logz: -110.526 +/- 0.308 | dlogz: 69.835 > 0.109
iter: 776 | bound: 5 | nc: 39 | ncall: 19865 | eff(%): 3.906 | loglstar: -inf < -99.637 < inf | logz: -110.326 +/- 0.308 | dlogz: 69.596 > 0.109
iter: 777 | bound: 5 | nc: 39 | ncall: 19904 | eff(%): 3.904 | loglstar: -inf < -99.591 < inf | logz: -110.146 +/- 0.308 | dlogz: 69.386 > 0.109
iter: 778 | bound: 5 | nc: 39 | ncall: 19943 | eff(%): 3.901 | loglstar: -inf < -99.575 < inf | logz: -109.991 +/- 0.308 | dlogz: 69.196 > 0.109
iter: 779 | bound: 5 | nc: 39 | ncall: 19982 | eff(%): 3.899 | loglstar: -inf < -99.290 < inf | logz: -109.837 +/- 0.308 | dlogz: 69.031 > 0.109
iter: 780 | bound: 5 | nc: 39 | ncall: 20021 | eff(%): 3.896 | loglstar: -inf < -99.139 < inf | logz: -109.676 +/- 0.308 | dlogz: 68.867 > 0.109
iter: 781 | bound: 5 | nc: 39 | ncall: 20060 | eff(%): 3.893 | loglstar: -inf < -99.026 < inf | logz: -109.521 +/- 0.308 | dlogz: 68.696 > 0.109
iter: 782 | bound: 5 | nc: 39 | ncall: 20099 | eff(%): 3.891 | loglstar: -inf < -98.800 < inf | logz: -109.364 +/- 0.308 | dlogz: 68.531 > 0.109
iter: 783 | bound: 5 | nc: 39 | ncall: 20138 | eff(%): 3.888 | loglstar: -inf < -98.693 < inf | logz: -109.208 +/- 0.308 | dlogz: 68.364 > 0.109
iter: 784 | bound: 5 | nc: 39 | ncall: 20177 | eff(%): 3.886 | loglstar: -inf < -98.536 < inf | logz: -109.057 +/- 0.308 | dlogz: 68.198 > 0.109
iter: 785 | bound: 5 | nc: 39 | ncall: 20216 | eff(%): 3.883 | loglstar: -inf < -98.246 < inf | logz: -108.895 +/- 0.308 | dlogz: 68.037 > 0.109
iter: 786 | bound: 5 | nc: 39 | ncall: 20255 | eff(%): 3.881 | loglstar: -inf < -98.086 < inf | logz: -108.727 +/- 0.308 | dlogz: 67.866 > 0.109
iter: 787 | bound: 5 | nc: 39 | ncall: 20294 | eff(%): 3.878 | loglstar: -inf < -97.901 < inf | logz: -108.559 +/- 0.309 | dlogz: 67.687 > 0.109
iter: 788 | bound: 6 | nc: 39 | ncall: 20333 | eff(%): 3.875 | loglstar: -inf < -97.764 < inf | logz: -108.394 +/- 0.309 | dlogz: 67.510 > 0.109
iter: 789 | bound: 6 | nc: 39 | ncall: 20372 | eff(%): 3.873 | loglstar: -inf < -97.751 < inf | logz: -108.244 +/- 0.309 | dlogz: 67.335 > 0.109
iter: 790 | bound: 6 | nc: 39 | ncall: 20411 | eff(%): 3.870 | loglstar: -inf < -97.033 < inf | logz: -108.053 +/- 0.310 | dlogz: 67.175 > 0.109
iter: 791 | bound: 6 | nc: 39 | ncall: 20450 | eff(%): 3.868 | loglstar: -inf < -96.582 < inf | logz: -107.791 +/- 0.311 | dlogz: 66.973 > 0.109
iter: 792 | bound: 6 | nc: 39 | ncall: 20489 | eff(%): 3.865 | loglstar: -inf < -96.478 < inf | logz: -107.534 +/- 0.313 | dlogz: 66.702 > 0.109
iter: 793 | bound: 6 | nc: 39 | ncall: 20528 | eff(%): 3.863 | loglstar: -inf < -96.470 < inf | logz: -107.321 +/- 0.313 | dlogz: 66.434 > 0.109
iter: 794 | bound: 6 | nc: 39 | ncall: 20567 | eff(%): 3.861 | loglstar: -inf < -96.444 < inf | logz: -107.144 +/- 0.313 | dlogz: 66.211 > 0.109
iter: 795 | bound: 6 | nc: 39 | ncall: 20606 | eff(%): 3.858 | loglstar: -inf < -96.059 < inf | logz: -106.961 +/- 0.313 | dlogz: 66.025 > 0.109
iter: 796 | bound: 6 | nc: 39 | ncall: 20645 | eff(%): 3.856 | loglstar: -inf < -95.614 < inf | logz: -106.737 +/- 0.314 | dlogz: 65.832 > 0.109
iter: 797 | bound: 6 | nc: 39 | ncall: 20684 | eff(%): 3.853 | loglstar: -inf < -95.555 < inf | logz: -106.513 +/- 0.314 | dlogz: 65.597 > 0.109
iter: 798 | bound: 6 | nc: 39 | ncall: 20723 | eff(%): 3.851 | loglstar: -inf < -95.456 < inf | logz: -106.319 +/- 0.314 | dlogz: 65.364 > 0.109
iter: 799 | bound: 6 | nc: 39 | ncall: 20762 | eff(%): 3.848 | loglstar: -inf < -95.444 < inf | logz: -106.149 +/- 0.314 | dlogz: 65.160 > 0.109
iter: 800 | bound: 6 | nc: 39 | ncall: 20801 | eff(%): 3.846 | loglstar: -inf < -95.338 < inf | logz: -105.998 +/- 0.313 | dlogz: 64.980 > 0.109
iter: 801 | bound: 6 | nc: 39 | ncall: 20840 | eff(%): 3.844 | loglstar: -inf < -95.328 < inf | logz: -105.860 +/- 0.313 | dlogz: 64.819 > 0.109
iter: 802 | bound: 6 | nc: 39 | ncall: 20879 | eff(%): 3.841 | loglstar: -inf < -95.274 < inf | logz: -105.736 +/- 0.312 | dlogz: 64.671 > 0.109
iter: 803 | bound: 6 | nc: 39 | ncall: 20918 | eff(%): 3.839 | loglstar: -inf < -95.190 < inf | logz: -105.620 +/- 0.311 | dlogz: 64.537 > 0.109
iter: 804 | bound: 6 | nc: 39 | ncall: 20957 | eff(%): 3.836 | loglstar: -inf < -94.889 < inf | logz: -105.495 +/- 0.311 | dlogz: 64.411 > 0.109
iter: 805 | bound: 6 | nc: 39 | ncall: 20996 | eff(%): 3.834 | loglstar: -inf < -94.868 < inf | logz: -105.368 +/- 0.311 | dlogz: 64.276 > 0.109
iter: 806 | bound: 6 | nc: 39 | ncall: 21035 | eff(%): 3.832 | loglstar: -inf < -94.776 < inf | logz: -105.250 +/- 0.310 | dlogz: 64.139 > 0.109
iter: 807 | bound: 6 | nc: 39 | ncall: 21074 | eff(%): 3.829 | loglstar: -inf < -94.627 < inf | logz: -105.133 +/- 0.310 | dlogz: 64.012 > 0.109
iter: 808 | bound: 6 | nc: 39 | ncall: 21113 | eff(%): 3.827 | loglstar: -inf < -94.610 < inf | logz: -105.021 +/- 0.310 | dlogz: 63.885 > 0.109
iter: 809 | bound: 6 | nc: 39 | ncall: 21152 | eff(%): 3.825 | loglstar: -inf < -94.568 < inf | logz: -104.919 +/- 0.309 | dlogz: 63.763 > 0.109
iter: 810 | bound: 6 | nc: 39 | ncall: 21191 | eff(%): 3.822 | loglstar: -inf < -94.362 < inf | logz: -104.814 +/- 0.309 | dlogz: 63.650 > 0.109
iter: 811 | bound: 6 | nc: 39 | ncall: 21230 | eff(%): 3.820 | loglstar: -inf < -94.228 < inf | logz: -104.705 +/- 0.309 | dlogz: 63.536 > 0.109
iter: 812 | bound: 6 | nc: 39 | ncall: 21269 | eff(%): 3.818 | loglstar: -inf < -94.094 < inf | logz: -104.594 +/- 0.308 | dlogz: 63.416 > 0.109
iter: 813 | bound: 6 | nc: 39 | ncall: 21308 | eff(%): 3.815 | loglstar: -inf < -93.472 < inf | logz: -104.446 +/- 0.309 | dlogz: 63.295 > 0.109
iter: 814 | bound: 6 | nc: 39 | ncall: 21347 | eff(%): 3.813 | loglstar: -inf < -93.350 < inf | logz: -104.274 +/- 0.310 | dlogz: 63.138 > 0.109
iter: 815 | bound: 6 | nc: 39 | ncall: 21386 | eff(%): 3.811 | loglstar: -inf < -93.333 < inf | logz: -104.118 +/- 0.310 | dlogz: 62.955 > 0.109
iter: 816 | bound: 6 | nc: 39 | ncall: 21425 | eff(%): 3.809 | loglstar: -inf < -93.187 < inf | logz: -103.975 +/- 0.311 | dlogz: 62.790 > 0.109
iter: 817 | bound: 6 | nc: 39 | ncall: 21464 | eff(%): 3.806 | loglstar: -inf < -92.979 < inf | logz: -103.827 +/- 0.311 | dlogz: 62.636 > 0.109
iter: 818 | bound: 6 | nc: 39 | ncall: 21503 | eff(%): 3.804 | loglstar: -inf < -92.837 < inf | logz: -103.678 +/- 0.311 | dlogz: 62.479 > 0.109
iter: 819 | bound: 6 | nc: 39 | ncall: 21542 | eff(%): 3.802 | loglstar: -inf < -92.766 < inf | logz: -103.536 +/- 0.311 | dlogz: 62.320 > 0.109
iter: 820 | bound: 6 | nc: 39 | ncall: 21581 | eff(%): 3.800 | loglstar: -inf < -92.760 < inf | logz: -103.408 +/- 0.311 | dlogz: 62.168 > 0.109
iter: 821 | bound: 6 | nc: 39 | ncall: 21620 | eff(%): 3.797 | loglstar: -inf < -92.670 < inf | logz: -103.291 +/- 0.311 | dlogz: 62.030 > 0.109
iter: 822 | bound: 6 | nc: 39 | ncall: 21659 | eff(%): 3.795 | loglstar: -inf < -92.029 < inf | logz: -103.137 +/- 0.312 | dlogz: 61.903 > 0.109
iter: 823 | bound: 6 | nc: 39 | ncall: 21698 | eff(%): 3.793 | loglstar: -inf < -91.748 < inf | logz: -102.943 +/- 0.313 | dlogz: 61.739 > 0.109
iter: 824 | bound: 6 | nc: 39 | ncall: 21737 | eff(%): 3.791 | loglstar: -inf < -91.610 < inf | logz: -102.748 +/- 0.314 | dlogz: 61.535 > 0.109
iter: 825 | bound: 6 | nc: 39 | ncall: 21776 | eff(%): 3.789 | loglstar: -inf < -91.573 < inf | logz: -102.574 +/- 0.314 | dlogz: 61.331 > 0.109
iter: 826 | bound: 6 | nc: 39 | ncall: 21815 | eff(%): 3.786 | loglstar: -inf < -91.399 < inf | logz: -102.412 +/- 0.314 | dlogz: 61.147 > 0.109
iter: 827 | bound: 6 | nc: 39 | ncall: 21854 | eff(%): 3.784 | loglstar: -inf < -91.354 < inf | logz: -102.259 +/- 0.314 | dlogz: 60.974 > 0.109
iter: 828 | bound: 6 | nc: 39 | ncall: 21893 | eff(%): 3.782 | loglstar: -inf < -91.208 < inf | logz: -102.115 +/- 0.314 | dlogz: 60.811 > 0.109
iter: 829 | bound: 6 | nc: 39 | ncall: 21932 | eff(%): 3.780 | loglstar: -inf < -91.143 < inf | logz: -101.978 +/- 0.314 | dlogz: 60.657 > 0.109
iter: 830 | bound: 6 | nc: 39 | ncall: 21971 | eff(%): 3.778 | loglstar: -inf < -91.073 < inf | logz: -101.850 +/- 0.314 | dlogz: 60.510 > 0.109
iter: 831 | bound: 6 | nc: 39 | ncall: 22010 | eff(%): 3.776 | loglstar: -inf < -91.034 < inf | logz: -101.732 +/- 0.314 | dlogz: 60.373 > 0.109
iter: 832 | bound: 6 | nc: 39 | ncall: 22049 | eff(%): 3.773 | loglstar: -inf < -90.904 < inf | logz: -101.619 +/- 0.313 | dlogz: 60.245 > 0.109
iter: 833 | bound: 6 | nc: 39 | ncall: 22088 | eff(%): 3.771 | loglstar: -inf < -90.680 < inf | logz: -101.499 +/- 0.313 | dlogz: 60.122 > 0.109
iter: 834 | bound: 6 | nc: 39 | ncall: 22127 | eff(%): 3.769 | loglstar: -inf < -90.399 < inf | logz: -101.365 +/- 0.313 | dlogz: 59.992 > 0.109
iter: 835 | bound: 6 | nc: 39 | ncall: 22166 | eff(%): 3.767 | loglstar: -inf < -90.302 < inf | logz: -101.225 +/- 0.313 | dlogz: 59.847 > 0.109
iter: 836 | bound: 6 | nc: 39 | ncall: 22205 | eff(%): 3.765 | loglstar: -inf < -90.218 < inf | logz: -101.094 +/- 0.313 | dlogz: 59.698 > 0.109
iter: 837 | bound: 6 | nc: 39 | ncall: 22244 | eff(%): 3.763 | loglstar: -inf < -90.199 < inf | logz: -100.973 +/- 0.313 | dlogz: 59.556 > 0.109
iter: 838 | bound: 6 | nc: 39 | ncall: 22283 | eff(%): 3.761 | loglstar: -inf < -90.163 < inf | logz: -100.863 +/- 0.313 | dlogz: 59.425 > 0.109
iter: 839 | bound: 6 | nc: 39 | ncall: 22322 | eff(%): 3.759 | loglstar: -inf < -90.140 < inf | logz: -100.762 +/- 0.313 | dlogz: 59.306 > 0.109
iter: 840 | bound: 6 | nc: 39 | ncall: 22361 | eff(%): 3.757 | loglstar: -inf < -89.974 < inf | logz: -100.663 +/- 0.313 | dlogz: 59.195 > 0.109
iter: 841 | bound: 6 | nc: 39 | ncall: 22400 | eff(%): 3.754 | loglstar: -inf < -89.886 < inf | logz: -100.562 +/- 0.312 | dlogz: 59.086 > 0.109
iter: 842 | bound: 6 | nc: 39 | ncall: 22439 | eff(%): 3.752 | loglstar: -inf < -89.827 < inf | logz: -100.464 +/- 0.312 | dlogz: 58.975 > 0.109
iter: 843 | bound: 6 | nc: 39 | ncall: 22478 | eff(%): 3.750 | loglstar: -inf < -89.809 < inf | logz: -100.373 +/- 0.312 | dlogz: 58.867 > 0.109
iter: 844 | bound: 6 | nc: 39 | ncall: 22517 | eff(%): 3.748 | loglstar: -inf < -89.657 < inf | logz: -100.283 +/- 0.312 | dlogz: 58.766 > 0.109
iter: 845 | bound: 6 | nc: 39 | ncall: 22556 | eff(%): 3.746 | loglstar: -inf < -89.599 < inf | logz: -100.193 +/- 0.311 | dlogz: 58.666 > 0.109
iter: 846 | bound: 6 | nc: 39 | ncall: 22595 | eff(%): 3.744 | loglstar: -inf < -89.279 < inf | logz: -100.094 +/- 0.311 | dlogz: 58.566 > 0.109
iter: 847 | bound: 6 | nc: 39 | ncall: 22634 | eff(%): 3.742 | loglstar: -inf < -89.031 < inf | logz: -99.977 +/- 0.312 | dlogz: 58.457 > 0.109
iter: 848 | bound: 6 | nc: 39 | ncall: 22673 | eff(%): 3.740 | loglstar: -inf < -89.003 < inf | logz: -99.860 +/- 0.312 | dlogz: 58.330 > 0.109
iter: 849 | bound: 6 | nc: 39 | ncall: 22712 | eff(%): 3.738 | loglstar: -inf < -88.772 < inf | logz: -99.742 +/- 0.312 | dlogz: 58.203 > 0.109
iter: 850 | bound: 6 | nc: 39 | ncall: 22751 | eff(%): 3.736 | loglstar: -inf < -88.637 < inf | logz: -99.618 +/- 0.312 | dlogz: 58.075 > 0.109
iter: 851 | bound: 6 | nc: 39 | ncall: 22790 | eff(%): 3.734 | loglstar: -inf < -88.395 < inf | logz: -99.487 +/- 0.313 | dlogz: 57.941 > 0.109
iter: 852 | bound: 6 | nc: 39 | ncall: 22829 | eff(%): 3.732 | loglstar: -inf < -88.084 < inf | logz: -99.337 +/- 0.314 | dlogz: 57.800 > 0.109
iter: 853 | bound: 6 | nc: 39 | ncall: 22868 | eff(%): 3.730 | loglstar: -inf < -88.030 < inf | logz: -99.186 +/- 0.314 | dlogz: 57.641 > 0.109
iter: 854 | bound: 6 | nc: 39 | ncall: 22907 | eff(%): 3.728 | loglstar: -inf < -88.016 < inf | logz: -99.052 +/- 0.315 | dlogz: 57.480 > 0.109
iter: 855 | bound: 6 | nc: 39 | ncall: 22946 | eff(%): 3.726 | loglstar: -inf < -87.835 < inf | logz: -98.924 +/- 0.315 | dlogz: 57.336 > 0.109
iter: 856 | bound: 6 | nc: 39 | ncall: 22985 | eff(%): 3.724 | loglstar: -inf < -87.666 < inf | logz: -98.790 +/- 0.315 | dlogz: 57.197 > 0.109
iter: 857 | bound: 6 | nc: 39 | ncall: 23024 | eff(%): 3.722 | loglstar: -inf < -87.661 < inf | logz: -98.664 +/- 0.315 | dlogz: 57.054 > 0.109
iter: 858 | bound: 6 | nc: 39 | ncall: 23063 | eff(%): 3.720 | loglstar: -inf < -87.254 < inf | logz: -98.527 +/- 0.316 | dlogz: 56.918 > 0.109
iter: 859 | bound: 6 | nc: 39 | ncall: 23102 | eff(%): 3.718 | loglstar: -inf < -87.220 < inf | logz: -98.383 +/- 0.316 | dlogz: 56.771 > 0.109
iter: 860 | bound: 6 | nc: 39 | ncall: 23141 | eff(%): 3.716 | loglstar: -inf < -87.147 < inf | logz: -98.252 +/- 0.316 | dlogz: 56.617 > 0.109
iter: 861 | bound: 6 | nc: 39 | ncall: 23180 | eff(%): 3.714 | loglstar: -inf < -87.103 < inf | logz: -98.130 +/- 0.316 | dlogz: 56.476 > 0.109
iter: 862 | bound: 6 | nc: 39 | ncall: 23219 | eff(%): 3.712 | loglstar: -inf < -86.860 < inf | logz: -98.007 +/- 0.316 | dlogz: 56.345 > 0.109
iter: 863 | bound: 6 | nc: 39 | ncall: 23258 | eff(%): 3.711 | loglstar: -inf < -86.753 < inf | logz: -97.879 +/- 0.316 | dlogz: 56.211 > 0.109
iter: 864 | bound: 6 | nc: 39 | ncall: 23297 | eff(%): 3.709 | loglstar: -inf < -86.742 < inf | logz: -97.761 +/- 0.316 | dlogz: 56.073 > 0.109
iter: 865 | bound: 6 | nc: 39 | ncall: 23336 | eff(%): 3.707 | loglstar: -inf < -86.526 < inf | logz: -97.643 +/- 0.316 | dlogz: 55.945 > 0.109
iter: 866 | bound: 6 | nc: 39 | ncall: 23375 | eff(%): 3.705 | loglstar: -inf < -86.497 < inf | logz: -97.527 +/- 0.316 | dlogz: 55.817 > 0.109
iter: 867 | bound: 6 | nc: 39 | ncall: 23414 | eff(%): 3.703 | loglstar: -inf < -86.079 < inf | logz: -97.397 +/- 0.317 | dlogz: 55.691 > 0.109
iter: 868 | bound: 6 | nc: 39 | ncall: 23453 | eff(%): 3.701 | loglstar: -inf < -86.054 < inf | logz: -97.259 +/- 0.317 | dlogz: 55.551 > 0.109
iter: 869 | bound: 6 | nc: 39 | ncall: 23492 | eff(%): 3.699 | loglstar: -inf < -85.833 < inf | logz: -97.124 +/- 0.317 | dlogz: 55.403 > 0.109
iter: 870 | bound: 6 | nc: 39 | ncall: 23531 | eff(%): 3.697 | loglstar: -inf < -85.643 < inf | logz: -96.981 +/- 0.318 | dlogz: 55.258 > 0.109
iter: 871 | bound: 6 | nc: 39 | ncall: 23570 | eff(%): 3.695 | loglstar: -inf < -85.498 < inf | logz: -96.837 +/- 0.318 | dlogz: 55.106 > 0.109
iter: 872 | bound: 6 | nc: 39 | ncall: 23609 | eff(%): 3.694 | loglstar: -inf < -85.126 < inf | logz: -96.675 +/- 0.319 | dlogz: 54.951 > 0.109
iter: 873 | bound: 6 | nc: 39 | ncall: 23648 | eff(%): 3.692 | loglstar: -inf < -85.096 < inf | logz: -96.512 +/- 0.319 | dlogz: 54.780 > 0.109
iter: 874 | bound: 6 | nc: 39 | ncall: 23687 | eff(%): 3.690 | loglstar: -inf < -84.876 < inf | logz: -96.355 +/- 0.320 | dlogz: 54.607 > 0.109
iter: 875 | bound: 6 | nc: 39 | ncall: 23726 | eff(%): 3.688 | loglstar: -inf < -84.841 < inf | logz: -96.204 +/- 0.320 | dlogz: 54.440 > 0.109
iter: 876 | bound: 6 | nc: 39 | ncall: 23765 | eff(%): 3.686 | loglstar: -inf < -84.729 < inf | logz: -96.065 +/- 0.320 | dlogz: 54.279 > 0.109
iter: 877 | bound: 6 | nc: 39 | ncall: 23804 | eff(%): 3.684 | loglstar: -inf < -84.602 < inf | logz: -95.930 +/- 0.320 | dlogz: 54.130 > 0.109
iter: 878 | bound: 6 | nc: 39 | ncall: 23843 | eff(%): 3.682 | loglstar: -inf < -84.583 < inf | logz: -95.804 +/- 0.320 | dlogz: 53.985 > 0.109
iter: 879 | bound: 6 | nc: 39 | ncall: 23882 | eff(%): 3.681 | loglstar: -inf < -84.426 < inf | logz: -95.683 +/- 0.320 | dlogz: 53.849 > 0.109
iter: 880 | bound: 6 | nc: 39 | ncall: 23921 | eff(%): 3.679 | loglstar: -inf < -84.257 < inf | logz: -95.558 +/- 0.320 | dlogz: 53.718 > 0.109
iter: 881 | bound: 6 | nc: 39 | ncall: 23960 | eff(%): 3.677 | loglstar: -inf < -84.195 < inf | logz: -95.436 +/- 0.320 | dlogz: 53.583 > 0.109
iter: 882 | bound: 6 | nc: 39 | ncall: 23999 | eff(%): 3.675 | loglstar: -inf < -83.759 < inf | logz: -95.297 +/- 0.320 | dlogz: 53.451 > 0.109
iter: 883 | bound: 6 | nc: 39 | ncall: 24038 | eff(%): 3.673 | loglstar: -inf < -83.726 < inf | logz: -95.149 +/- 0.321 | dlogz: 53.302 > 0.109
iter: 884 | bound: 6 | nc: 39 | ncall: 24077 | eff(%): 3.672 | loglstar: -inf < -83.485 < inf | logz: -95.004 +/- 0.321 | dlogz: 53.144 > 0.109
iter: 885 | bound: 6 | nc: 39 | ncall: 24116 | eff(%): 3.670 | loglstar: -inf < -83.437 < inf | logz: -94.860 +/- 0.321 | dlogz: 52.989 > 0.109
iter: 886 | bound: 6 | nc: 39 | ncall: 24155 | eff(%): 3.668 | loglstar: -inf < -83.269 < inf | logz: -94.723 +/- 0.321 | dlogz: 52.836 > 0.109
iter: 887 | bound: 6 | nc: 39 | ncall: 24194 | eff(%): 3.666 | loglstar: -inf < -83.218 < inf | logz: -94.590 +/- 0.321 | dlogz: 52.688 > 0.109
iter: 888 | bound: 7 | nc: 39 | ncall: 24233 | eff(%): 3.664 | loglstar: -inf < -83.116 < inf | logz: -94.465 +/- 0.321 | dlogz: 52.545 > 0.109
iter: 889 | bound: 7 | nc: 39 | ncall: 24272 | eff(%): 3.663 | loglstar: -inf < -83.084 < inf | logz: -94.349 +/- 0.321 | dlogz: 52.411 > 0.109
iter: 890 | bound: 7 | nc: 39 | ncall: 24311 | eff(%): 3.661 | loglstar: -inf < -82.891 < inf | logz: -94.233 +/- 0.321 | dlogz: 52.284 > 0.109
iter: 891 | bound: 7 | nc: 39 | ncall: 24350 | eff(%): 3.659 | loglstar: -inf < -82.184 < inf | logz: -94.068 +/- 0.322 | dlogz: 52.158 > 0.109
iter: 892 | bound: 7 | nc: 39 | ncall: 24389 | eff(%): 3.657 | loglstar: -inf < -82.047 < inf | logz: -93.871 +/- 0.323 | dlogz: 51.983 > 0.109
iter: 893 | bound: 7 | nc: 39 | ncall: 24428 | eff(%): 3.656 | loglstar: -inf < -81.978 < inf | logz: -93.693 +/- 0.324 | dlogz: 51.777 > 0.109
iter: 894 | bound: 7 | nc: 39 | ncall: 24467 | eff(%): 3.654 | loglstar: -inf < -81.885 < inf | logz: -93.531 +/- 0.324 | dlogz: 51.589 > 0.109
iter: 895 | bound: 7 | nc: 39 | ncall: 24506 | eff(%): 3.652 | loglstar: -inf < -81.723 < inf | logz: -93.376 +/- 0.324 | dlogz: 51.417 > 0.109
iter: 896 | bound: 7 | nc: 39 | ncall: 24545 | eff(%): 3.650 | loglstar: -inf < -81.553 < inf | logz: -93.220 +/- 0.324 | dlogz: 51.252 > 0.109
iter: 897 | bound: 7 | nc: 39 | ncall: 24584 | eff(%): 3.649 | loglstar: -inf < -81.330 < inf | logz: -93.060 +/- 0.325 | dlogz: 51.086 > 0.109
iter: 898 | bound: 7 | nc: 39 | ncall: 24623 | eff(%): 3.647 | loglstar: -inf < -81.325 < inf | logz: -92.908 +/- 0.325 | dlogz: 50.916 > 0.109
iter: 899 | bound: 7 | nc: 39 | ncall: 24662 | eff(%): 3.645 | loglstar: -inf < -81.266 < inf | logz: -92.774 +/- 0.325 | dlogz: 50.754 > 0.109
iter: 900 | bound: 7 | nc: 39 | ncall: 24701 | eff(%): 3.644 | loglstar: -inf < -81.217 < inf | logz: -92.651 +/- 0.324 | dlogz: 50.610 > 0.109
iter: 901 | bound: 7 | nc: 39 | ncall: 24740 | eff(%): 3.642 | loglstar: -inf < -81.055 < inf | logz: -92.530 +/- 0.324 | dlogz: 50.477 > 0.109
iter: 902 | bound: 7 | nc: 39 | ncall: 24779 | eff(%): 3.640 | loglstar: -inf < -81.048 < inf | logz: -92.415 +/- 0.324 | dlogz: 50.346 > 0.109
iter: 903 | bound: 7 | nc: 39 | ncall: 24818 | eff(%): 3.638 | loglstar: -inf < -81.012 < inf | logz: -92.311 +/- 0.324 | dlogz: 50.221 > 0.109
iter: 904 | bound: 7 | nc: 39 | ncall: 24857 | eff(%): 3.637 | loglstar: -inf < -80.617 < inf | logz: -92.194 +/- 0.324 | dlogz: 50.107 > 0.109
iter: 905 | bound: 7 | nc: 39 | ncall: 24896 | eff(%): 3.635 | loglstar: -inf < -80.568 < inf | logz: -92.068 +/- 0.324 | dlogz: 49.980 > 0.109
iter: 906 | bound: 7 | nc: 39 | ncall: 24935 | eff(%): 3.633 | loglstar: -inf < -80.534 < inf | logz: -91.953 +/- 0.323 | dlogz: 49.844 > 0.109
iter: 907 | bound: 7 | nc: 39 | ncall: 24974 | eff(%): 3.632 | loglstar: -inf < -80.232 < inf | logz: -91.832 +/- 0.323 | dlogz: 49.719 > 0.109
iter: 908 | bound: 7 | nc: 39 | ncall: 25013 | eff(%): 3.630 | loglstar: -inf < -80.001 < inf | logz: -91.695 +/- 0.324 | dlogz: 49.588 > 0.109
iter: 909 | bound: 7 | nc: 39 | ncall: 25052 | eff(%): 3.628 | loglstar: -inf < -79.937 < inf | logz: -91.559 +/- 0.324 | dlogz: 49.442 > 0.109
iter: 910 | bound: 7 | nc: 39 | ncall: 25091 | eff(%): 3.627 | loglstar: -inf < -79.895 < inf | logz: -91.434 +/- 0.324 | dlogz: 49.296 > 0.109
iter: 911 | bound: 7 | nc: 39 | ncall: 25130 | eff(%): 3.625 | loglstar: -inf < -79.722 < inf | logz: -91.312 +/- 0.324 | dlogz: 49.161 > 0.109
iter: 912 | bound: 7 | nc: 39 | ncall: 25169 | eff(%): 3.624 | loglstar: -inf < -79.659 < inf | logz: -91.192 +/- 0.324 | dlogz: 49.029 > 0.109
iter: 913 | bound: 7 | nc: 39 | ncall: 25208 | eff(%): 3.622 | loglstar: -inf < -79.651 < inf | logz: -91.083 +/- 0.324 | dlogz: 48.899 > 0.109
iter: 914 | bound: 7 | nc: 39 | ncall: 25247 | eff(%): 3.620 | loglstar: -inf < -79.478 < inf | logz: -90.976 +/- 0.324 | dlogz: 48.779 > 0.109
iter: 915 | bound: 7 | nc: 39 | ncall: 25286 | eff(%): 3.619 | loglstar: -inf < -79.420 < inf | logz: -90.869 +/- 0.324 | dlogz: 48.662 > 0.109
iter: 916 | bound: 7 | nc: 39 | ncall: 25325 | eff(%): 3.617 | loglstar: -inf < -79.316 < inf | logz: -90.766 +/- 0.324 | dlogz: 48.546 > 0.109
iter: 917 | bound: 7 | nc: 39 | ncall: 25364 | eff(%): 3.615 | loglstar: -inf < -79.297 < inf | logz: -90.668 +/- 0.323 | dlogz: 48.433 > 0.109
iter: 918 | bound: 7 | nc: 39 | ncall: 25403 | eff(%): 3.614 | loglstar: -inf < -79.149 < inf | logz: -90.572 +/- 0.323 | dlogz: 48.325 > 0.109
iter: 919 | bound: 7 | nc: 39 | ncall: 25442 | eff(%): 3.612 | loglstar: -inf < -79.003 < inf | logz: -90.472 +/- 0.323 | dlogz: 48.219 > 0.109
iter: 920 | bound: 7 | nc: 39 | ncall: 25481 | eff(%): 3.611 | loglstar: -inf < -78.880 < inf | logz: -90.370 +/- 0.323 | dlogz: 48.109 > 0.109
iter: 921 | bound: 7 | nc: 39 | ncall: 25520 | eff(%): 3.609 | loglstar: -inf < -78.825 < inf | logz: -90.270 +/- 0.323 | dlogz: 47.997 > 0.109
iter: 922 | bound: 7 | nc: 39 | ncall: 25559 | eff(%): 3.607 | loglstar: -inf < -78.789 < inf | logz: -90.176 +/- 0.323 | dlogz: 47.887 > 0.109
iter: 923 | bound: 7 | nc: 39 | ncall: 25598 | eff(%): 3.606 | loglstar: -inf < -78.206 < inf | logz: -90.057 +/- 0.323 | dlogz: 47.783 > 0.109
iter: 924 | bound: 7 | nc: 39 | ncall: 25637 | eff(%): 3.604 | loglstar: -inf < -78.144 < inf | logz: -89.920 +/- 0.324 | dlogz: 47.654 > 0.109
iter: 925 | bound: 7 | nc: 39 | ncall: 25676 | eff(%): 3.603 | loglstar: -inf < -78.136 < inf | logz: -89.797 +/- 0.324 | dlogz: 47.508 > 0.109
iter: 926 | bound: 7 | nc: 39 | ncall: 25715 | eff(%): 3.601 | loglstar: -inf < -78.098 < inf | logz: -89.686 +/- 0.324 | dlogz: 47.374 > 0.109
iter: 927 | bound: 7 | nc: 39 | ncall: 25754 | eff(%): 3.599 | loglstar: -inf < -78.084 < inf | logz: -89.584 +/- 0.324 | dlogz: 47.253 > 0.109
iter: 928 | bound: 7 | nc: 39 | ncall: 25793 | eff(%): 3.598 | loglstar: -inf < -77.903 < inf | logz: -89.484 +/- 0.324 | dlogz: 47.142 > 0.109
iter: 929 | bound: 7 | nc: 39 | ncall: 25832 | eff(%): 3.596 | loglstar: -inf < -77.883 < inf | logz: -89.385 +/- 0.324 | dlogz: 47.031 > 0.109
iter: 930 | bound: 7 | nc: 39 | ncall: 25871 | eff(%): 3.595 | loglstar: -inf < -77.863 < inf | logz: -89.293 +/- 0.324 | dlogz: 46.922 > 0.109
iter: 931 | bound: 7 | nc: 39 | ncall: 25910 | eff(%): 3.593 | loglstar: -inf < -77.731 < inf | logz: -89.204 +/- 0.324 | dlogz: 46.821 > 0.109
iter: 932 | bound: 7 | nc: 39 | ncall: 25949 | eff(%): 3.592 | loglstar: -inf < -77.524 < inf | logz: -89.109 +/- 0.324 | dlogz: 46.722 > 0.109
iter: 933 | bound: 7 | nc: 39 | ncall: 25988 | eff(%): 3.590 | loglstar: -inf < -77.495 < inf | logz: -89.012 +/- 0.324 | dlogz: 46.616 > 0.109
iter: 934 | bound: 7 | nc: 39 | ncall: 26027 | eff(%): 3.589 | loglstar: -inf < -77.149 < inf | logz: -88.907 +/- 0.324 | dlogz: 46.510 > 0.109
iter: 935 | bound: 7 | nc: 39 | ncall: 26066 | eff(%): 3.587 | loglstar: -inf < -76.626 < inf | logz: -88.762 +/- 0.325 | dlogz: 46.395 > 0.109
iter: 936 | bound: 7 | nc: 39 | ncall: 26105 | eff(%): 3.586 | loglstar: -inf < -76.614 < inf | logz: -88.606 +/- 0.326 | dlogz: 46.240 > 0.109
iter: 937 | bound: 7 | nc: 39 | ncall: 26144 | eff(%): 3.584 | loglstar: -inf < -76.566 < inf | logz: -88.468 +/- 0.326 | dlogz: 46.074 > 0.109
iter: 938 | bound: 7 | nc: 39 | ncall: 26183 | eff(%): 3.582 | loglstar: -inf < -76.317 < inf | logz: -88.330 +/- 0.327 | dlogz: 45.926 > 0.109
iter: 939 | bound: 7 | nc: 39 | ncall: 26222 | eff(%): 3.581 | loglstar: -inf < -76.272 < inf | logz: -88.192 +/- 0.327 | dlogz: 45.778 > 0.109
iter: 940 | bound: 7 | nc: 39 | ncall: 26261 | eff(%): 3.579 | loglstar: -inf < -76.176 < inf | logz: -88.064 +/- 0.328 | dlogz: 45.630 > 0.109
iter: 941 | bound: 7 | nc: 39 | ncall: 26300 | eff(%): 3.578 | loglstar: -inf < -76.166 < inf | logz: -87.946 +/- 0.328 | dlogz: 45.492 > 0.109
iter: 942 | bound: 7 | nc: 39 | ncall: 26339 | eff(%): 3.576 | loglstar: -inf < -76.028 < inf | logz: -87.834 +/- 0.328 | dlogz: 45.364 > 0.109
iter: 943 | bound: 7 | nc: 39 | ncall: 26378 | eff(%): 3.575 | loglstar: -inf < -76.001 < inf | logz: -87.726 +/- 0.328 | dlogz: 45.242 > 0.109
iter: 944 | bound: 7 | nc: 39 | ncall: 26417 | eff(%): 3.573 | loglstar: -inf < -75.956 < inf | logz: -87.626 +/- 0.327 | dlogz: 45.124 > 0.109
iter: 945 | bound: 7 | nc: 39 | ncall: 26456 | eff(%): 3.572 | loglstar: -inf < -75.761 < inf | logz: -87.525 +/- 0.327 | dlogz: 45.014 > 0.109
iter: 946 | bound: 7 | nc: 39 | ncall: 26495 | eff(%): 3.570 | loglstar: -inf < -75.716 < inf | logz: -87.423 +/- 0.327 | dlogz: 44.903 > 0.109
iter: 947 | bound: 7 | nc: 39 | ncall: 26534 | eff(%): 3.569 | loglstar: -inf < -75.709 < inf | logz: -87.329 +/- 0.327 | dlogz: 44.791 > 0.109
iter: 948 | bound: 7 | nc: 39 | ncall: 26573 | eff(%): 3.568 | loglstar: -inf < -75.709 < inf | logz: -87.244 +/- 0.327 | dlogz: 44.688 > 0.109
iter: 949 | bound: 7 | nc: 39 | ncall: 26612 | eff(%): 3.566 | loglstar: -inf < -75.537 < inf | logz: -87.159 +/- 0.327 | dlogz: 44.593 > 0.109
iter: 950 | bound: 7 | nc: 39 | ncall: 26651 | eff(%): 3.565 | loglstar: -inf < -75.464 < inf | logz: -87.073 +/- 0.327 | dlogz: 44.498 > 0.109
iter: 951 | bound: 7 | nc: 39 | ncall: 26690 | eff(%): 3.563 | loglstar: -inf < -75.463 < inf | logz: -86.991 +/- 0.326 | dlogz: 44.401 > 0.109
iter: 952 | bound: 7 | nc: 39 | ncall: 26729 | eff(%): 3.562 | loglstar: -inf < -75.379 < inf | logz: -86.913 +/- 0.326 | dlogz: 44.309 > 0.109
iter: 953 | bound: 7 | nc: 39 | ncall: 26768 | eff(%): 3.560 | loglstar: -inf < -75.319 < inf | logz: -86.836 +/- 0.326 | dlogz: 44.221 > 0.109
iter: 954 | bound: 7 | nc: 39 | ncall: 26807 | eff(%): 3.559 | loglstar: -inf < -74.990 < inf | logz: -86.749 +/- 0.326 | dlogz: 44.134 > 0.109
iter: 955 | bound: 7 | nc: 39 | ncall: 26846 | eff(%): 3.557 | loglstar: -inf < -74.801 < inf | logz: -86.649 +/- 0.326 | dlogz: 44.038 > 0.109
iter: 956 | bound: 7 | nc: 39 | ncall: 26885 | eff(%): 3.556 | loglstar: -inf < -74.691 < inf | logz: -86.546 +/- 0.326 | dlogz: 43.928 > 0.109
iter: 957 | bound: 7 | nc: 39 | ncall: 26924 | eff(%): 3.554 | loglstar: -inf < -74.261 < inf | logz: -86.423 +/- 0.327 | dlogz: 43.814 > 0.109
iter: 958 | bound: 7 | nc: 39 | ncall: 26963 | eff(%): 3.553 | loglstar: -inf < -73.981 < inf | logz: -86.274 +/- 0.328 | dlogz: 43.682 > 0.109
iter: 959 | bound: 7 | nc: 39 | ncall: 27002 | eff(%): 3.552 | loglstar: -inf < -73.888 < inf | logz: -86.122 +/- 0.329 | dlogz: 43.523 > 0.109
iter: 960 | bound: 7 | nc: 39 | ncall: 27041 | eff(%): 3.550 | loglstar: -inf < -73.809 < inf | logz: -85.981 +/- 0.330 | dlogz: 43.361 > 0.109
iter: 961 | bound: 7 | nc: 39 | ncall: 27080 | eff(%): 3.549 | loglstar: -inf < -73.774 < inf | logz: -85.852 +/- 0.330 | dlogz: 43.210 > 0.109
iter: 962 | bound: 7 | nc: 39 | ncall: 27119 | eff(%): 3.547 | loglstar: -inf < -73.577 < inf | logz: -85.725 +/- 0.330 | dlogz: 43.071 > 0.109
iter: 963 | bound: 7 | nc: 39 | ncall: 27158 | eff(%): 3.546 | loglstar: -inf < -73.466 < inf | logz: -85.596 +/- 0.331 | dlogz: 42.934 > 0.109
iter: 964 | bound: 7 | nc: 39 | ncall: 27197 | eff(%): 3.545 | loglstar: -inf < -73.434 < inf | logz: -85.475 +/- 0.331 | dlogz: 42.795 > 0.109
iter: 965 | bound: 7 | nc: 39 | ncall: 27236 | eff(%): 3.543 | loglstar: -inf < -73.380 < inf | logz: -85.364 +/- 0.331 | dlogz: 42.664 > 0.109
iter: 966 | bound: 7 | nc: 39 | ncall: 27275 | eff(%): 3.542 | loglstar: -inf < -73.201 < inf | logz: -85.253 +/- 0.331 | dlogz: 42.543 > 0.109
iter: 967 | bound: 7 | nc: 39 | ncall: 27314 | eff(%): 3.540 | loglstar: -inf < -73.101 < inf | logz: -85.140 +/- 0.331 | dlogz: 42.422 > 0.109
iter: 968 | bound: 7 | nc: 39 | ncall: 27353 | eff(%): 3.539 | loglstar: -inf < -72.969 < inf | logz: -85.028 +/- 0.331 | dlogz: 42.300 > 0.109
iter: 969 | bound: 7 | nc: 39 | ncall: 27392 | eff(%): 3.538 | loglstar: -inf < -72.888 < inf | logz: -84.918 +/- 0.331 | dlogz: 42.178 > 0.109
iter: 970 | bound: 7 | nc: 39 | ncall: 27431 | eff(%): 3.536 | loglstar: -inf < -72.791 < inf | logz: -84.811 +/- 0.331 | dlogz: 42.057 > 0.109
iter: 971 | bound: 7 | nc: 39 | ncall: 27470 | eff(%): 3.535 | loglstar: -inf < -72.779 < inf | logz: -84.710 +/- 0.331 | dlogz: 41.940 > 0.109
iter: 972 | bound: 7 | nc: 39 | ncall: 27509 | eff(%): 3.533 | loglstar: -inf < -72.755 < inf | logz: -84.618 +/- 0.331 | dlogz: 41.829 > 0.109
iter: 973 | bound: 7 | nc: 39 | ncall: 27548 | eff(%): 3.532 | loglstar: -inf < -72.739 < inf | logz: -84.532 +/- 0.331 | dlogz: 41.727 > 0.109
iter: 974 | bound: 7 | nc: 39 | ncall: 27587 | eff(%): 3.531 | loglstar: -inf < -72.418 < inf | logz: -84.440 +/- 0.330 | dlogz: 43.543 > 0.109
iter: 975 | bound: 7 | nc: 39 | ncall: 27626 | eff(%): 3.529 | loglstar: -inf < -72.302 < inf | logz: -84.337 +/- 0.331 | dlogz: 43.441 > 0.109
iter: 976 | bound: 7 | nc: 39 | ncall: 27665 | eff(%): 3.528 | loglstar: -inf < -72.292 < inf | logz: -84.240 +/- 0.331 | dlogz: 43.328 > 0.109
iter: 977 | bound: 7 | nc: 39 | ncall: 27704 | eff(%): 3.527 | loglstar: -inf < -72.106 < inf | logz: -84.143 +/- 0.331 | dlogz: 43.221 > 0.109
iter: 978 | bound: 7 | nc: 39 | ncall: 27743 | eff(%): 3.525 | loglstar: -inf < -72.036 < inf | logz: -84.044 +/- 0.331 | dlogz: 43.114 > 0.109
iter: 979 | bound: 7 | nc: 39 | ncall: 27782 | eff(%): 3.524 | loglstar: -inf < -71.735 < inf | logz: -83.937 +/- 0.331 | dlogz: 43.005 > 0.109
iter: 980 | bound: 7 | nc: 39 | ncall: 27821 | eff(%): 3.523 | loglstar: -inf < -71.479 < inf | logz: -83.812 +/- 0.331 | dlogz: 42.888 > 0.109
iter: 981 | bound: 7 | nc: 39 | ncall: 27860 | eff(%): 3.521 | loglstar: -inf < -71.437 < inf | logz: -83.687 +/- 0.332 | dlogz: 42.754 > 0.109
iter: 982 | bound: 7 | nc: 39 | ncall: 27899 | eff(%): 3.520 | loglstar: -inf < -71.236 < inf | logz: -83.563 +/- 0.332 | dlogz: 42.619 > 0.109
iter: 983 | bound: 7 | nc: 39 | ncall: 27938 | eff(%): 3.519 | loglstar: -inf < -71.197 < inf | logz: -83.441 +/- 0.332 | dlogz: 42.484 > 0.109
iter: 984 | bound: 7 | nc: 39 | ncall: 27977 | eff(%): 3.517 | loglstar: -inf < -71.162 < inf | logz: -83.329 +/- 0.333 | dlogz: 42.352 > 0.109
iter: 985 | bound: 7 | nc: 39 | ncall: 28016 | eff(%): 3.516 | loglstar: -inf < -70.978 < inf | logz: -83.219 +/- 0.333 | dlogz: 42.231 > 0.109
iter: 986 | bound: 7 | nc: 39 | ncall: 28055 | eff(%): 3.515 | loglstar: -inf < -70.924 < inf | logz: -83.108 +/- 0.333 | dlogz: 42.110 > 0.109
iter: 987 | bound: 7 | nc: 39 | ncall: 28094 | eff(%): 3.513 | loglstar: -inf < -70.758 < inf | logz: -82.999 +/- 0.333 | dlogz: 41.990 > 0.109
iter: 988 | bound: 8 | nc: 39 | ncall: 28133 | eff(%): 3.512 | loglstar: -inf < -70.675 < inf | logz: -82.889 +/- 0.333 | dlogz: 41.871 > 0.109
iter: 989 | bound: 8 | nc: 39 | ncall: 28172 | eff(%): 3.511 | loglstar: -inf < -70.651 < inf | logz: -82.786 +/- 0.333 | dlogz: 41.751 > 0.109
iter: 990 | bound: 8 | nc: 39 | ncall: 28211 | eff(%): 3.509 | loglstar: -inf < -70.613 < inf | logz: -82.691 +/- 0.333 | dlogz: 41.638 > 0.109
iter: 991 | bound: 8 | nc: 39 | ncall: 28250 | eff(%): 3.508 | loglstar: -inf < -70.239 < inf | logz: -82.585 +/- 0.333 | dlogz: 41.533 > 0.109
iter: 992 | bound: 8 | nc: 39 | ncall: 28289 | eff(%): 3.507 | loglstar: -inf < -70.131 < inf | logz: -82.467 +/- 0.333 | dlogz: 41.417 > 0.109
iter: 993 | bound: 8 | nc: 39 | ncall: 28328 | eff(%): 3.505 | loglstar: -inf < -70.095 < inf | logz: -82.355 +/- 0.334 | dlogz: 41.289 > 0.109
iter: 994 | bound: 8 | nc: 39 | ncall: 28367 | eff(%): 3.504 | loglstar: -inf < -70.077 < inf | logz: -82.253 +/- 0.334 | dlogz: 41.167 > 0.109
iter: 995 | bound: 8 | nc: 39 | ncall: 28406 | eff(%): 3.503 | loglstar: -inf < -69.880 < inf | logz: -82.150 +/- 0.334 | dlogz: 41.055 > 0.109
iter: 996 | bound: 8 | nc: 39 | ncall: 28445 | eff(%): 3.501 | loglstar: -inf < -69.729 < inf | logz: -82.042 +/- 0.334 | dlogz: 40.942 > 0.109
iter: 997 | bound: 8 | nc: 39 | ncall: 28484 | eff(%): 3.500 | loglstar: -inf < -69.587 < inf | logz: -81.931 +/- 0.334 | dlogz: 40.824 > 0.109
iter: 998 | bound: 8 | nc: 39 | ncall: 28523 | eff(%): 3.499 | loglstar: -inf < -69.509 < inf | logz: -81.821 +/- 0.334 | dlogz: 40.703 > 0.109
iter: 999 | bound: 8 | nc: 39 | ncall: 28562 | eff(%): 3.498 | loglstar: -inf < -69.491 < inf | logz: -81.719 +/- 0.334 | dlogz: 40.584 > 0.109
iter: 1000 | bound: 8 | nc: 39 | ncall: 28601 | eff(%): 3.496 | loglstar: -inf < -69.271 < inf | logz: -81.615 +/- 0.334 | dlogz: 40.471 > 0.109
iter: 1001 | bound: 8 | nc: 39 | ncall: 28640 | eff(%): 3.495 | loglstar: -inf < -69.248 < inf | logz: -81.511 +/- 0.334 | dlogz: 40.358 > 0.109
iter: 1002 | bound: 8 | nc: 39 | ncall: 28679 | eff(%): 3.494 | loglstar: -inf < -69.076 < inf | logz: -81.409 +/- 0.335 | dlogz: 40.244 > 0.109
iter: 1003 | bound: 8 | nc: 39 | ncall: 28718 | eff(%): 3.493 | loglstar: -inf < -68.831 < inf | logz: -81.296 +/- 0.335 | dlogz: 40.131 > 0.109
iter: 1004 | bound: 8 | nc: 39 | ncall: 28757 | eff(%): 3.491 | loglstar: -inf < -68.768 < inf | logz: -81.180 +/- 0.335 | dlogz: 40.008 > 0.109
iter: 1005 | bound: 8 | nc: 39 | ncall: 28796 | eff(%): 3.490 | loglstar: -inf < -68.682 < inf | logz: -81.070 +/- 0.335 | dlogz: 39.883 > 0.109
iter: 1006 | bound: 8 | nc: 39 | ncall: 28835 | eff(%): 3.489 | loglstar: -inf < -68.446 < inf | logz: -80.955 +/- 0.335 | dlogz: 39.763 > 0.109
iter: 1007 | bound: 8 | nc: 39 | ncall: 28874 | eff(%): 3.488 | loglstar: -inf < -68.124 < inf | logz: -80.822 +/- 0.336 | dlogz: 39.638 > 0.109
iter: 1008 | bound: 8 | nc: 39 | ncall: 28913 | eff(%): 3.486 | loglstar: -inf < -67.780 < inf | logz: -80.662 +/- 0.337 | dlogz: 39.494 > 0.109
iter: 1009 | bound: 8 | nc: 39 | ncall: 28952 | eff(%): 3.485 | loglstar: -inf < -67.693 < inf | logz: -80.497 +/- 0.338 | dlogz: 39.325 > 0.109
iter: 1010 | bound: 8 | nc: 39 | ncall: 28991 | eff(%): 3.484 | loglstar: -inf < -67.650 < inf | logz: -80.349 +/- 0.339 | dlogz: 39.150 > 0.109
iter: 1011 | bound: 8 | nc: 39 | ncall: 29030 | eff(%): 3.483 | loglstar: -inf < -67.643 < inf | logz: -80.217 +/- 0.339 | dlogz: 38.991 > 0.109
iter: 1012 | bound: 8 | nc: 39 | ncall: 29069 | eff(%): 3.481 | loglstar: -inf < -67.500 < inf | logz: -80.094 +/- 0.339 | dlogz: 38.850 > 0.109
iter: 1013 | bound: 8 | nc: 39 | ncall: 29108 | eff(%): 3.480 | loglstar: -inf < -67.315 < inf | logz: -79.967 +/- 0.339 | dlogz: 38.717 > 0.109
iter: 1014 | bound: 8 | nc: 39 | ncall: 29147 | eff(%): 3.479 | loglstar: -inf < -67.267 < inf | logz: -79.842 +/- 0.339 | dlogz: 38.580 > 0.109
iter: 1015 | bound: 8 | nc: 39 | ncall: 29186 | eff(%): 3.478 | loglstar: -inf < -67.055 < inf | logz: -79.718 +/- 0.339 | dlogz: 38.445 > 0.109
iter: 1016 | bound: 8 | nc: 39 | ncall: 29225 | eff(%): 3.476 | loglstar: -inf < -66.871 < inf | logz: -79.585 +/- 0.339 | dlogz: 38.311 > 0.109
iter: 1017 | bound: 8 | nc: 39 | ncall: 29264 | eff(%): 3.475 | loglstar: -inf < -66.843 < inf | logz: -79.458 +/- 0.340 | dlogz: 38.169 > 0.109
iter: 1018 | bound: 8 | nc: 39 | ncall: 29303 | eff(%): 3.474 | loglstar: -inf < -66.812 < inf | logz: -79.344 +/- 0.339 | dlogz: 38.032 > 0.109
iter: 1019 | bound: 8 | nc: 39 | ncall: 29342 | eff(%): 3.473 | loglstar: -inf < -66.726 < inf | logz: -79.236 +/- 0.339 | dlogz: 37.907 > 0.109
iter: 1020 | bound: 8 | nc: 39 | ncall: 29381 | eff(%): 3.472 | loglstar: -inf < -66.702 < inf | logz: -79.134 +/- 0.339 | dlogz: 37.789 > 0.109
iter: 1021 | bound: 8 | nc: 39 | ncall: 29420 | eff(%): 3.470 | loglstar: -inf < -66.519 < inf | logz: -79.033 +/- 0.339 | dlogz: 37.677 > 0.109
iter: 1022 | bound: 8 | nc: 39 | ncall: 29459 | eff(%): 3.469 | loglstar: -inf < -66.503 < inf | logz: -78.933 +/- 0.339 | dlogz: 37.566 > 0.109
iter: 1023 | bound: 8 | nc: 39 | ncall: 29498 | eff(%): 3.468 | loglstar: -inf < -66.167 < inf | logz: -78.825 +/- 0.339 | dlogz: 37.456 > 0.109
iter: 1024 | bound: 8 | nc: 39 | ncall: 29537 | eff(%): 3.467 | loglstar: -inf < -66.122 < inf | logz: -78.712 +/- 0.339 | dlogz: 37.339 > 0.109
iter: 1025 | bound: 8 | nc: 39 | ncall: 29576 | eff(%): 3.466 | loglstar: -inf < -66.122 < inf | logz: -78.608 +/- 0.339 | dlogz: 37.215 > 0.109
iter: 1026 | bound: 8 | nc: 39 | ncall: 29615 | eff(%): 3.464 | loglstar: -inf < -66.037 < inf | logz: -78.511 +/- 0.339 | dlogz: 37.102 > 0.109
iter: 1027 | bound: 8 | nc: 39 | ncall: 29654 | eff(%): 3.463 | loglstar: -inf < -66.006 < inf | logz: -78.419 +/- 0.339 | dlogz: 36.995 > 0.109
iter: 1028 | bound: 8 | nc: 39 | ncall: 29693 | eff(%): 3.462 | loglstar: -inf < -65.972 < inf | logz: -78.333 +/- 0.339 | dlogz: 36.893 > 0.109
iter: 1029 | bound: 8 | nc: 39 | ncall: 29732 | eff(%): 3.461 | loglstar: -inf < -65.751 < inf | logz: -78.243 +/- 0.338 | dlogz: 36.797 > 0.109
iter: 1030 | bound: 8 | nc: 39 | ncall: 29771 | eff(%): 3.460 | loglstar: -inf < -65.742 < inf | logz: -78.153 +/- 0.338 | dlogz: 36.697 > 0.109
iter: 1031 | bound: 8 | nc: 39 | ncall: 29810 | eff(%): 3.459 | loglstar: -inf < -65.741 < inf | logz: -78.071 +/- 0.338 | dlogz: 36.597 > 0.109
iter: 1032 | bound: 8 | nc: 39 | ncall: 29849 | eff(%): 3.457 | loglstar: -inf < -65.659 < inf | logz: -77.992 +/- 0.338 | dlogz: 36.505 > 0.109
iter: 1033 | bound: 8 | nc: 39 | ncall: 29888 | eff(%): 3.456 | loglstar: -inf < -65.387 < inf | logz: -77.906 +/- 0.338 | dlogz: 36.416 > 0.109
iter: 1034 | bound: 8 | nc: 39 | ncall: 29927 | eff(%): 3.455 | loglstar: -inf < -65.304 < inf | logz: -77.814 +/- 0.338 | dlogz: 36.320 > 0.109
iter: 1035 | bound: 8 | nc: 39 | ncall: 29966 | eff(%): 3.454 | loglstar: -inf < -65.200 < inf | logz: -77.722 +/- 0.338 | dlogz: 36.218 > 0.109
iter: 1036 | bound: 8 | nc: 39 | ncall: 30005 | eff(%): 3.453 | loglstar: -inf < -65.177 < inf | logz: -77.633 +/- 0.338 | dlogz: 36.116 > 0.109
iter: 1037 | bound: 8 | nc: 39 | ncall: 30044 | eff(%): 3.452 | loglstar: -inf < -64.915 < inf | logz: -77.541 +/- 0.338 | dlogz: 37.404 > 0.109
iter: 1038 | bound: 8 | nc: 39 | ncall: 30083 | eff(%): 3.450 | loglstar: -inf < -64.819 < inf | logz: -77.441 +/- 0.338 | dlogz: 37.301 > 0.109
iter: 1039 | bound: 8 | nc: 39 | ncall: 30122 | eff(%): 3.449 | loglstar: -inf < -64.581 < inf | logz: -77.336 +/- 0.339 | dlogz: 37.192 > 0.109
iter: 1040 | bound: 8 | nc: 39 | ncall: 30161 | eff(%): 3.448 | loglstar: -inf < -64.548 < inf | logz: -77.229 +/- 0.339 | dlogz: 37.077 > 0.109
iter: 1041 | bound: 8 | nc: 39 | ncall: 30200 | eff(%): 3.447 | loglstar: -inf < -64.474 < inf | logz: -77.129 +/- 0.339 | dlogz: 36.960 > 0.109
iter: 1042 | bound: 8 | nc: 39 | ncall: 30239 | eff(%): 3.446 | loglstar: -inf < -64.413 < inf | logz: -77.032 +/- 0.339 | dlogz: 36.850 > 0.109
iter: 1043 | bound: 8 | nc: 39 | ncall: 30278 | eff(%): 3.445 | loglstar: -inf < -64.358 < inf | logz: -76.940 +/- 0.339 | dlogz: 36.743 > 0.109
iter: 1044 | bound: 8 | nc: 39 | ncall: 30317 | eff(%): 3.444 | loglstar: -inf < -64.188 < inf | logz: -76.847 +/- 0.339 | dlogz: 36.641 > 0.109
iter: 1045 | bound: 8 | nc: 39 | ncall: 30356 | eff(%): 3.442 | loglstar: -inf < -64.021 < inf | logz: -76.748 +/- 0.339 | dlogz: 36.538 > 0.109
iter: 1046 | bound: 8 | nc: 39 | ncall: 30395 | eff(%): 3.441 | loglstar: -inf < -63.994 < inf | logz: -76.650 +/- 0.340 | dlogz: 36.429 > 0.109
iter: 1047 | bound: 8 | nc: 39 | ncall: 30434 | eff(%): 3.440 | loglstar: -inf < -63.953 < inf | logz: -76.559 +/- 0.340 | dlogz: 36.321 > 0.109
iter: 1048 | bound: 8 | nc: 39 | ncall: 30473 | eff(%): 3.439 | loglstar: -inf < -63.563 < inf | logz: -76.455 +/- 0.340 | dlogz: 36.220 > 0.109
iter: 1049 | bound: 8 | nc: 39 | ncall: 30512 | eff(%): 3.438 | loglstar: -inf < -63.469 < inf | logz: -76.340 +/- 0.340 | dlogz: 36.106 > 0.109
iter: 1050 | bound: 8 | nc: 39 | ncall: 30551 | eff(%): 3.437 | loglstar: -inf < -63.431 < inf | logz: -76.231 +/- 0.341 | dlogz: 35.981 > 0.109
iter: 1051 | bound: 8 | nc: 39 | ncall: 30590 | eff(%): 3.436 | loglstar: -inf < -63.332 < inf | logz: -76.128 +/- 0.341 | dlogz: 35.863 > 0.109
iter: 1052 | bound: 8 | nc: 39 | ncall: 30629 | eff(%): 3.435 | loglstar: -inf < -63.261 < inf | logz: -76.027 +/- 0.341 | dlogz: 35.749 > 0.109
iter: 1053 | bound: 8 | nc: 39 | ncall: 30668 | eff(%): 3.434 | loglstar: -inf < -63.132 < inf | logz: -75.927 +/- 0.341 | dlogz: 35.638 > 0.109
iter: 1054 | bound: 8 | nc: 39 | ncall: 30707 | eff(%): 3.432 | loglstar: -inf < -63.074 < inf | logz: -75.829 +/- 0.341 | dlogz: 35.528 > 0.109
iter: 1055 | bound: 8 | nc: 39 | ncall: 30746 | eff(%): 3.431 | loglstar: -inf < -62.976 < inf | logz: -75.733 +/- 0.341 | dlogz: 35.420 > 0.109
iter: 1056 | bound: 8 | nc: 39 | ncall: 30785 | eff(%): 3.430 | loglstar: -inf < -62.925 < inf | logz: -75.641 +/- 0.341 | dlogz: 35.315 > 0.109
iter: 1057 | bound: 8 | nc: 39 | ncall: 30824 | eff(%): 3.429 | loglstar: -inf < -62.923 < inf | logz: -75.554 +/- 0.341 | dlogz: 35.212 > 0.109
iter: 1058 | bound: 8 | nc: 39 | ncall: 30863 | eff(%): 3.428 | loglstar: -inf < -62.909 < inf | logz: -75.475 +/- 0.341 | dlogz: 35.116 > 0.109
iter: 1059 | bound: 8 | nc: 39 | ncall: 30902 | eff(%): 3.427 | loglstar: -inf < -62.727 < inf | logz: -75.395 +/- 0.341 | dlogz: 35.027 > 0.109
iter: 1060 | bound: 8 | nc: 39 | ncall: 30941 | eff(%): 3.426 | loglstar: -inf < -62.687 < inf | logz: -75.314 +/- 0.341 | dlogz: 34.937 > 0.109
iter: 1061 | bound: 8 | nc: 39 | ncall: 30980 | eff(%): 3.425 | loglstar: -inf < -62.333 < inf | logz: -75.222 +/- 0.341 | dlogz: 34.845 > 0.109
iter: 1062 | bound: 8 | nc: 39 | ncall: 31019 | eff(%): 3.424 | loglstar: -inf < -61.897 < inf | logz: -75.100 +/- 0.342 | dlogz: 34.744 > 0.109
iter: 1063 | bound: 8 | nc: 39 | ncall: 31058 | eff(%): 3.423 | loglstar: -inf < -61.894 < inf | logz: -74.971 +/- 0.342 | dlogz: 34.612 > 0.109
iter: 1064 | bound: 8 | nc: 39 | ncall: 31097 | eff(%): 3.422 | loglstar: -inf < -61.881 < inf | logz: -74.857 +/- 0.343 | dlogz: 34.473 > 0.109
iter: 1065 | bound: 8 | nc: 39 | ncall: 31136 | eff(%): 3.420 | loglstar: -inf < -61.864 < inf | logz: -74.754 +/- 0.343 | dlogz: 34.349 > 0.109
iter: 1066 | bound: 8 | nc: 39 | ncall: 31175 | eff(%): 3.419 | loglstar: -inf < -61.702 < inf | logz: -74.653 +/- 0.343 | dlogz: 34.236 > 0.109
iter: 1067 | bound: 8 | nc: 39 | ncall: 31214 | eff(%): 3.418 | loglstar: -inf < -61.641 < inf | logz: -74.552 +/- 0.343 | dlogz: 34.124 > 0.109
iter: 1068 | bound: 8 | nc: 39 | ncall: 31253 | eff(%): 3.417 | loglstar: -inf < -61.438 < inf | logz: -74.448 +/- 0.343 | dlogz: 34.014 > 0.109
iter: 1069 | bound: 8 | nc: 39 | ncall: 31292 | eff(%): 3.416 | loglstar: -inf < -61.402 < inf | logz: -74.345 +/- 0.344 | dlogz: 33.900 > 0.109
iter: 1070 | bound: 8 | nc: 39 | ncall: 31331 | eff(%): 3.415 | loglstar: -inf < -61.339 < inf | logz: -74.247 +/- 0.344 | dlogz: 33.787 > 0.109
iter: 1071 | bound: 8 | nc: 39 | ncall: 31370 | eff(%): 3.414 | loglstar: -inf < -61.268 < inf | logz: -74.154 +/- 0.344 | dlogz: 33.679 > 0.109
iter: 1072 | bound: 8 | nc: 39 | ncall: 31409 | eff(%): 3.413 | loglstar: -inf < -61.251 < inf | logz: -74.065 +/- 0.344 | dlogz: 33.576 > 0.109
iter: 1073 | bound: 8 | nc: 39 | ncall: 31448 | eff(%): 3.412 | loglstar: -inf < -61.172 < inf | logz: -73.981 +/- 0.344 | dlogz: 33.477 > 0.109
iter: 1074 | bound: 8 | nc: 39 | ncall: 31487 | eff(%): 3.411 | loglstar: -inf < -61.170 < inf | logz: -73.901 +/- 0.343 | dlogz: 33.383 > 0.109
iter: 1075 | bound: 8 | nc: 39 | ncall: 31526 | eff(%): 3.410 | loglstar: -inf < -60.851 < inf | logz: -73.814 +/- 0.343 | dlogz: 33.293 > 0.109
iter: 1076 | bound: 8 | nc: 39 | ncall: 31565 | eff(%): 3.409 | loglstar: -inf < -60.771 < inf | logz: -73.719 +/- 0.344 | dlogz: 33.196 > 0.109
iter: 1077 | bound: 8 | nc: 39 | ncall: 31604 | eff(%): 3.408 | loglstar: -inf < -60.737 < inf | logz: -73.629 +/- 0.344 | dlogz: 33.092 > 0.109
iter: 1078 | bound: 8 | nc: 39 | ncall: 31643 | eff(%): 3.407 | loglstar: -inf < -60.315 < inf | logz: -73.525 +/- 0.344 | dlogz: 32.991 > 0.109
iter: 1079 | bound: 8 | nc: 39 | ncall: 31682 | eff(%): 3.406 | loglstar: -inf < -60.271 < inf | logz: -73.410 +/- 0.344 | dlogz: 32.877 > 0.109
iter: 1080 | bound: 8 | nc: 39 | ncall: 31721 | eff(%): 3.405 | loglstar: -inf < -60.158 < inf | logz: -73.301 +/- 0.345 | dlogz: 32.753 > 0.109
iter: 1081 | bound: 8 | nc: 39 | ncall: 31760 | eff(%): 3.404 | loglstar: -inf < -60.157 < inf | logz: -73.198 +/- 0.345 | dlogz: 32.634 > 0.109
iter: 1082 | bound: 8 | nc: 39 | ncall: 31799 | eff(%): 3.403 | loglstar: -inf < -59.778 < inf | logz: -73.085 +/- 0.345 | dlogz: 32.521 > 0.109
iter: 1083 | bound: 8 | nc: 39 | ncall: 31838 | eff(%): 3.402 | loglstar: -inf < -59.770 < inf | logz: -72.967 +/- 0.346 | dlogz: 32.398 > 0.109
iter: 1084 | bound: 8 | nc: 39 | ncall: 31877 | eff(%): 3.401 | loglstar: -inf < -59.542 < inf | logz: -72.848 +/- 0.346 | dlogz: 32.269 > 0.109
iter: 1085 | bound: 8 | nc: 39 | ncall: 31916 | eff(%): 3.400 | loglstar: -inf < -59.480 < inf | logz: -72.729 +/- 0.346 | dlogz: 32.141 > 0.109
iter: 1086 | bound: 8 | nc: 39 | ncall: 31955 | eff(%): 3.399 | loglstar: -inf < -59.332 < inf | logz: -72.612 +/- 0.347 | dlogz: 32.012 > 0.109
iter: 1087 | bound: 8 | nc: 39 | ncall: 31994 | eff(%): 3.398 | loglstar: -inf < -59.221 < inf | logz: -72.495 +/- 0.347 | dlogz: 31.885 > 0.109
iter: 1088 | bound: 9 | nc: 39 | ncall: 32033 | eff(%): 3.396 | loglstar: -inf < -59.108 < inf | logz: -72.380 +/- 0.347 | dlogz: 31.758 > 0.109
iter: 1089 | bound: 9 | nc: 39 | ncall: 32072 | eff(%): 3.395 | loglstar: -inf < -59.052 < inf | logz: -72.269 +/- 0.347 | dlogz: 31.633 > 0.109
iter: 1090 | bound: 9 | nc: 39 | ncall: 32111 | eff(%): 3.394 | loglstar: -inf < -58.908 < inf | logz: -72.160 +/- 0.348 | dlogz: 31.512 > 0.109
iter: 1091 | bound: 9 | nc: 39 | ncall: 32150 | eff(%): 3.393 | loglstar: -inf < -58.850 < inf | logz: -72.053 +/- 0.348 | dlogz: 31.393 > 0.109
iter: 1092 | bound: 9 | nc: 39 | ncall: 32189 | eff(%): 3.392 | loglstar: -inf < -58.733 < inf | logz: -71.949 +/- 0.348 | dlogz: 31.276 > 0.109
iter: 1093 | bound: 9 | nc: 39 | ncall: 32228 | eff(%): 3.391 | loglstar: -inf < -58.683 < inf | logz: -71.848 +/- 0.348 | dlogz: 31.162 > 0.109
iter: 1094 | bound: 9 | nc: 39 | ncall: 32267 | eff(%): 3.390 | loglstar: -inf < -58.600 < inf | logz: -71.751 +/- 0.348 | dlogz: 31.051 > 0.109
iter: 1095 | bound: 9 | nc: 39 | ncall: 32306 | eff(%): 3.389 | loglstar: -inf < -58.467 < inf | logz: -71.654 +/- 0.348 | dlogz: 30.944 > 0.109
iter: 1096 | bound: 9 | nc: 39 | ncall: 32345 | eff(%): 3.388 | loglstar: -inf < -58.452 < inf | logz: -71.560 +/- 0.348 | dlogz: 30.837 > 0.109
iter: 1097 | bound: 9 | nc: 39 | ncall: 32384 | eff(%): 3.387 | loglstar: -inf < -58.311 < inf | logz: -71.468 +/- 0.348 | dlogz: 30.734 > 0.109
iter: 1098 | bound: 9 | nc: 39 | ncall: 32423 | eff(%): 3.386 | loglstar: -inf < -58.151 < inf | logz: -71.372 +/- 0.348 | dlogz: 34.152 > 0.109
iter: 1099 | bound: 9 | nc: 39 | ncall: 32462 | eff(%): 3.385 | loglstar: -inf < -58.130 < inf | logz: -71.278 +/- 0.348 | dlogz: 34.046 > 0.109
iter: 1100 | bound: 9 | nc: 39 | ncall: 32501 | eff(%): 3.385 | loglstar: -inf < -57.673 < inf | logz: -71.167 +/- 0.348 | dlogz: 33.941 > 0.109
iter: 1101 | bound: 9 | nc: 39 | ncall: 32540 | eff(%): 3.384 | loglstar: -inf < -57.591 < inf | logz: -71.044 +/- 0.349 | dlogz: 33.821 > 0.109
iter: 1102 | bound: 9 | nc: 39 | ncall: 32579 | eff(%): 3.383 | loglstar: -inf < -57.587 < inf | logz: -70.930 +/- 0.349 | dlogz: 33.687 > 0.109
iter: 1103 | bound: 9 | nc: 39 | ncall: 32618 | eff(%): 3.382 | loglstar: -inf < -57.497 < inf | logz: -70.824 +/- 0.349 | dlogz: 33.564 > 0.109
iter: 1104 | bound: 9 | nc: 39 | ncall: 32657 | eff(%): 3.381 | loglstar: -inf < -57.354 < inf | logz: -70.718 +/- 0.349 | dlogz: 33.448 > 0.109
iter: 1105 | bound: 9 | nc: 39 | ncall: 32696 | eff(%): 3.380 | loglstar: -inf < -57.348 < inf | logz: -70.617 +/- 0.349 | dlogz: 33.332 > 0.109
iter: 1106 | bound: 9 | nc: 39 | ncall: 32735 | eff(%): 3.379 | loglstar: -inf < -57.148 < inf | logz: -70.516 +/- 0.349 | dlogz: 33.221 > 0.109
iter: 1107 | bound: 9 | nc: 39 | ncall: 32774 | eff(%): 3.378 | loglstar: -inf < -57.045 < inf | logz: -70.411 +/- 0.349 | dlogz: 33.110 > 0.109
iter: 1108 | bound: 9 | nc: 39 | ncall: 32813 | eff(%): 3.377 | loglstar: -inf < -56.904 < inf | logz: -70.305 +/- 0.350 | dlogz: 32.995 > 0.109
iter: 1109 | bound: 9 | nc: 39 | ncall: 32852 | eff(%): 3.376 | loglstar: -inf < -56.815 < inf | logz: -70.199 +/- 0.350 | dlogz: 32.879 > 0.109
iter: 1110 | bound: 9 | nc: 39 | ncall: 32891 | eff(%): 3.375 | loglstar: -inf < -56.658 < inf | logz: -70.093 +/- 0.350 | dlogz: 32.764 > 0.109
iter: 1111 | bound: 9 | nc: 39 | ncall: 32930 | eff(%): 3.374 | loglstar: -inf < -56.492 < inf | logz: -69.982 +/- 0.350 | dlogz: 32.647 > 0.109
iter: 1112 | bound: 9 | nc: 39 | ncall: 32969 | eff(%): 3.373 | loglstar: -inf < -56.462 < inf | logz: -69.873 +/- 0.350 | dlogz: 32.526 > 0.109
iter: 1113 | bound: 9 | nc: 39 | ncall: 33008 | eff(%): 3.372 | loglstar: -inf < -56.412 < inf | logz: -69.773 +/- 0.350 | dlogz: 32.408 > 0.109
iter: 1114 | bound: 9 | nc: 39 | ncall: 33047 | eff(%): 3.371 | loglstar: -inf < -56.381 < inf | logz: -69.679 +/- 0.350 | dlogz: 32.297 > 0.109
iter: 1115 | bound: 9 | nc: 39 | ncall: 33086 | eff(%): 3.370 | loglstar: -inf < -56.283 < inf | logz: -69.588 +/- 0.350 | dlogz: 32.193 > 0.109
iter: 1116 | bound: 9 | nc: 39 | ncall: 33125 | eff(%): 3.369 | loglstar: -inf < -56.108 < inf | logz: -69.494 +/- 0.350 | dlogz: 32.092 > 0.109
iter: 1117 | bound: 9 | nc: 39 | ncall: 33164 | eff(%): 3.368 | loglstar: -inf < -56.080 < inf | logz: -69.400 +/- 0.350 | dlogz: 31.988 > 0.109
iter: 1118 | bound: 9 | nc: 39 | ncall: 33203 | eff(%): 3.367 | loglstar: -inf < -55.793 < inf | logz: -69.301 +/- 0.350 | dlogz: 31.885 > 0.109
iter: 1119 | bound: 9 | nc: 39 | ncall: 33242 | eff(%): 3.366 | loglstar: -inf < -55.662 < inf | logz: -69.192 +/- 0.351 | dlogz: 31.775 > 0.109
iter: 1120 | bound: 9 | nc: 39 | ncall: 33281 | eff(%): 3.365 | loglstar: -inf < -54.865 < inf | logz: -69.031 +/- 0.352 | dlogz: 31.657 > 0.109
iter: 1121 | bound: 9 | nc: 39 | ncall: 33320 | eff(%): 3.364 | loglstar: -inf < -54.839 < inf | logz: -68.845 +/- 0.354 | dlogz: 31.486 > 0.109
iter: 1122 | bound: 9 | nc: 39 | ncall: 33359 | eff(%): 3.363 | loglstar: -inf < -54.450 < inf | logz: -68.653 +/- 0.355 | dlogz: 31.289 > 0.109
iter: 1123 | bound: 9 | nc: 39 | ncall: 33398 | eff(%): 3.362 | loglstar: -inf < -54.418 < inf | logz: -68.462 +/- 0.356 | dlogz: 31.087 > 0.109
iter: 1124 | bound: 9 | nc: 39 | ncall: 33437 | eff(%): 3.362 | loglstar: -inf < -54.417 < inf | logz: -68.302 +/- 0.356 | dlogz: 30.887 > 0.109
iter: 1125 | bound: 9 | nc: 39 | ncall: 33476 | eff(%): 3.361 | loglstar: -inf < -54.375 < inf | logz: -68.162 +/- 0.357 | dlogz: 30.716 > 0.109
iter: 1126 | bound: 9 | nc: 39 | ncall: 33515 | eff(%): 3.360 | loglstar: -inf < -54.272 < inf | logz: -68.031 +/- 0.357 | dlogz: 30.567 > 0.109
iter: 1127 | bound: 9 | nc: 39 | ncall: 33554 | eff(%): 3.359 | loglstar: -inf < -54.247 < inf | logz: -67.910 +/- 0.356 | dlogz: 30.426 > 0.109
iter: 1128 | bound: 9 | nc: 39 | ncall: 33593 | eff(%): 3.358 | loglstar: -inf < -54.197 < inf | logz: -67.799 +/- 0.356 | dlogz: 30.295 > 0.109
iter: 1129 | bound: 9 | nc: 39 | ncall: 33632 | eff(%): 3.357 | loglstar: -inf < -54.149 < inf | logz: -67.696 +/- 0.356 | dlogz: 30.174 > 0.109
iter: 1130 | bound: 9 | nc: 39 | ncall: 33671 | eff(%): 3.356 | loglstar: -inf < -53.878 < inf | logz: -67.586 +/- 0.356 | dlogz: 30.061 > 0.109
iter: 1131 | bound: 9 | nc: 39 | ncall: 33710 | eff(%): 3.355 | loglstar: -inf < -53.854 < inf | logz: -67.475 +/- 0.356 | dlogz: 29.942 > 0.109
iter: 1132 | bound: 9 | nc: 39 | ncall: 33749 | eff(%): 3.354 | loglstar: -inf < -53.810 < inf | logz: -67.373 +/- 0.356 | dlogz: 29.821 > 0.109
iter: 1133 | bound: 9 | nc: 39 | ncall: 33788 | eff(%): 3.353 | loglstar: -inf < -53.714 < inf | logz: -67.275 +/- 0.355 | dlogz: 33.131 > 0.109
iter: 1134 | bound: 9 | nc: 39 | ncall: 33827 | eff(%): 3.352 | loglstar: -inf < -53.653 < inf | logz: -67.179 +/- 0.355 | dlogz: 33.023 > 0.109
iter: 1135 | bound: 9 | nc: 39 | ncall: 33866 | eff(%): 3.351 | loglstar: -inf < -53.649 < inf | logz: -67.090 +/- 0.355 | dlogz: 32.917 > 0.109
iter: 1136 | bound: 9 | nc: 39 | ncall: 33905 | eff(%): 3.351 | loglstar: -inf < -53.520 < inf | logz: -67.003 +/- 0.355 | dlogz: 32.818 > 0.109
iter: 1137 | bound: 9 | nc: 39 | ncall: 33944 | eff(%): 3.350 | loglstar: -inf < -53.454 < inf | logz: -66.917 +/- 0.354 | dlogz: 32.722 > 0.109
iter: 1138 | bound: 9 | nc: 39 | ncall: 33983 | eff(%): 3.349 | loglstar: -inf < -53.255 < inf | logz: -66.827 +/- 0.354 | dlogz: 32.625 > 0.109
iter: 1139 | bound: 9 | nc: 39 | ncall: 34022 | eff(%): 3.348 | loglstar: -inf < -53.053 < inf | logz: -66.728 +/- 0.354 | dlogz: 32.526 > 0.109
iter: 1140 | bound: 9 | nc: 39 | ncall: 34061 | eff(%): 3.347 | loglstar: -inf < -53.051 < inf | logz: -66.630 +/- 0.354 | dlogz: 32.417 > 0.109
iter: 1141 | bound: 9 | nc: 39 | ncall: 34100 | eff(%): 3.346 | loglstar: -inf < -52.951 < inf | logz: -66.537 +/- 0.354 | dlogz: 32.309 > 0.109
iter: 1142 | bound: 9 | nc: 39 | ncall: 34139 | eff(%): 3.345 | loglstar: -inf < -52.808 < inf | logz: -66.443 +/- 0.354 | dlogz: 32.206 > 0.109
iter: 1143 | bound: 9 | nc: 39 | ncall: 34178 | eff(%): 3.344 | loglstar: -inf < -52.694 < inf | logz: -66.346 +/- 0.354 | dlogz: 32.102 > 0.109
iter: 1144 | bound: 9 | nc: 39 | ncall: 34217 | eff(%): 3.343 | loglstar: -inf < -52.540 < inf | logz: -66.247 +/- 0.354 | dlogz: 31.995 > 0.109
iter: 1145 | bound: 9 | nc: 39 | ncall: 34256 | eff(%): 3.342 | loglstar: -inf < -52.461 < inf | logz: -66.147 +/- 0.354 | dlogz: 31.886 > 0.109
iter: 1146 | bound: 9 | nc: 39 | ncall: 34295 | eff(%): 3.342 | loglstar: -inf < -52.447 < inf | logz: -66.053 +/- 0.354 | dlogz: 31.776 > 0.109
iter: 1147 | bound: 9 | nc: 39 | ncall: 34334 | eff(%): 3.341 | loglstar: -inf < -52.432 < inf | logz: -65.967 +/- 0.354 | dlogz: 31.672 > 0.109
iter: 1148 | bound: 9 | nc: 39 | ncall: 34373 | eff(%): 3.340 | loglstar: -inf < -52.370 < inf | logz: -65.885 +/- 0.354 | dlogz: 31.576 > 0.109
iter: 1149 | bound: 9 | nc: 39 | ncall: 34412 | eff(%): 3.339 | loglstar: -inf < -52.338 < inf | logz: -65.807 +/- 0.354 | dlogz: 31.484 > 0.109
iter: 1150 | bound: 9 | nc: 39 | ncall: 34451 | eff(%): 3.338 | loglstar: -inf < -52.233 < inf | logz: -65.730 +/- 0.354 | dlogz: 31.396 > 0.109
iter: 1151 | bound: 9 | nc: 39 | ncall: 34490 | eff(%): 3.337 | loglstar: -inf < -52.228 < inf | logz: -65.656 +/- 0.354 | dlogz: 31.309 > 0.109
iter: 1152 | bound: 9 | nc: 39 | ncall: 34529 | eff(%): 3.336 | loglstar: -inf < -51.984 < inf | logz: -65.578 +/- 0.354 | dlogz: 31.225 > 0.109
iter: 1153 | bound: 9 | nc: 39 | ncall: 34568 | eff(%): 3.335 | loglstar: -inf < -51.772 < inf | logz: -65.489 +/- 0.354 | dlogz: 31.137 > 0.109
iter: 1154 | bound: 9 | nc: 39 | ncall: 34607 | eff(%): 3.335 | loglstar: -inf < -51.743 < inf | logz: -65.398 +/- 0.354 | dlogz: 31.038 > 0.109
iter: 1155 | bound: 9 | nc: 39 | ncall: 34646 | eff(%): 3.334 | loglstar: -inf < -51.553 < inf | logz: -65.307 +/- 0.354 | dlogz: 30.938 > 0.109
iter: 1156 | bound: 9 | nc: 39 | ncall: 34685 | eff(%): 3.333 | loglstar: -inf < -51.488 < inf | logz: -65.213 +/- 0.354 | dlogz: 30.836 > 0.109
iter: 1157 | bound: 9 | nc: 39 | ncall: 34724 | eff(%): 3.332 | loglstar: -inf < -51.363 < inf | logz: -65.121 +/- 0.354 | dlogz: 30.733 > 0.109
iter: 1158 | bound: 9 | nc: 39 | ncall: 34763 | eff(%): 3.331 | loglstar: -inf < -51.295 < inf | logz: -65.028 +/- 0.355 | dlogz: 30.630 > 0.109
iter: 1159 | bound: 9 | nc: 39 | ncall: 34802 | eff(%): 3.330 | loglstar: -inf < -51.292 < inf | logz: -64.942 +/- 0.355 | dlogz: 30.528 > 0.109
iter: 1160 | bound: 9 | nc: 39 | ncall: 34841 | eff(%): 3.329 | loglstar: -inf < -51.262 < inf | logz: -64.862 +/- 0.355 | dlogz: 30.432 > 0.109
iter: 1161 | bound: 9 | nc: 39 | ncall: 34880 | eff(%): 3.329 | loglstar: -inf < -51.246 < inf | logz: -64.787 +/- 0.355 | dlogz: 30.342 > 0.109
iter: 1162 | bound: 9 | nc: 39 | ncall: 34919 | eff(%): 3.328 | loglstar: -inf < -51.176 < inf | logz: -64.715 +/- 0.354 | dlogz: 30.257 > 0.109
iter: 1163 | bound: 9 | nc: 39 | ncall: 34958 | eff(%): 3.327 | loglstar: -inf < -51.126 < inf | logz: -64.644 +/- 0.354 | dlogz: 30.174 > 0.109
iter: 1164 | bound: 9 | nc: 39 | ncall: 34997 | eff(%): 3.326 | loglstar: -inf < -51.048 < inf | logz: -64.575 +/- 0.354 | dlogz: 30.094 > 0.109
iter: 1165 | bound: 9 | nc: 39 | ncall: 35036 | eff(%): 3.325 | loglstar: -inf < -51.005 < inf | logz: -64.506 +/- 0.354 | dlogz: 30.015 > 0.109
iter: 1166 | bound: 9 | nc: 39 | ncall: 35075 | eff(%): 3.324 | loglstar: -inf < -50.913 < inf | logz: -64.439 +/- 0.354 | dlogz: 29.936 > 0.109
iter: 1167 | bound: 9 | nc: 39 | ncall: 35114 | eff(%): 3.323 | loglstar: -inf < -50.852 < inf | logz: -64.371 +/- 0.354 | dlogz: 29.859 > 0.109
iter: 1168 | bound: 9 | nc: 39 | ncall: 35153 | eff(%): 3.323 | loglstar: -inf < -50.679 < inf | logz: -64.301 +/- 0.354 | dlogz: 29.781 > 0.109
iter: 1169 | bound: 9 | nc: 39 | ncall: 35192 | eff(%): 3.322 | loglstar: -inf < -50.643 < inf | logz: -64.229 +/- 0.354 | dlogz: 29.701 > 0.109
iter: 1170 | bound: 9 | nc: 39 | ncall: 35231 | eff(%): 3.321 | loglstar: -inf < -50.629 < inf | logz: -64.162 +/- 0.354 | dlogz: 29.620 > 0.109
iter: 1171 | bound: 9 | nc: 39 | ncall: 35270 | eff(%): 3.320 | loglstar: -inf < -50.474 < inf | logz: -64.093 +/- 0.354 | dlogz: 29.542 > 0.109
iter: 1172 | bound: 9 | nc: 39 | ncall: 35309 | eff(%): 3.319 | loglstar: -inf < -50.385 < inf | logz: -64.022 +/- 0.354 | dlogz: 29.463 > 0.109
iter: 1173 | bound: 9 | nc: 39 | ncall: 35348 | eff(%): 3.318 | loglstar: -inf < -50.301 < inf | logz: -63.950 +/- 0.354 | dlogz: 29.382 > 0.109
iter: 1174 | bound: 9 | nc: 39 | ncall: 35387 | eff(%): 3.318 | loglstar: -inf < -50.226 < inf | logz: -63.879 +/- 0.354 | dlogz: 29.300 > 0.109
iter: 1175 | bound: 9 | nc: 39 | ncall: 35426 | eff(%): 3.317 | loglstar: -inf < -50.178 < inf | logz: -63.808 +/- 0.354 | dlogz: 29.219 > 0.109
iter: 1176 | bound: 9 | nc: 39 | ncall: 35465 | eff(%): 3.316 | loglstar: -inf < -50.099 < inf | logz: -63.739 +/- 0.354 | dlogz: 29.139 > 0.109
iter: 1177 | bound: 9 | nc: 39 | ncall: 35504 | eff(%): 3.315 | loglstar: -inf < -50.040 < inf | logz: -63.671 +/- 0.354 | dlogz: 29.060 > 0.109
iter: 1178 | bound: 9 | nc: 39 | ncall: 35543 | eff(%): 3.314 | loglstar: -inf < -49.929 < inf | logz: -63.602 +/- 0.354 | dlogz: 28.982 > 0.109
iter: 1179 | bound: 9 | nc: 39 | ncall: 35582 | eff(%): 3.313 | loglstar: -inf < -49.907 < inf | logz: -63.534 +/- 0.354 | dlogz: 28.903 > 0.109
iter: 1180 | bound: 9 | nc: 39 | ncall: 35621 | eff(%): 3.313 | loglstar: -inf < -49.661 < inf | logz: -63.462 +/- 0.354 | dlogz: 28.825 > 0.109
iter: 1181 | bound: 9 | nc: 39 | ncall: 35660 | eff(%): 3.312 | loglstar: -inf < -49.633 < inf | logz: -63.386 +/- 0.354 | dlogz: 28.743 > 0.109
iter: 1182 | bound: 9 | nc: 39 | ncall: 35699 | eff(%): 3.311 | loglstar: -inf < -49.441 < inf | logz: -63.309 +/- 0.355 | dlogz: 28.657 > 0.109
iter: 1183 | bound: 9 | nc: 39 | ncall: 35738 | eff(%): 3.310 | loglstar: -inf < -49.280 < inf | logz: -63.224 +/- 0.355 | dlogz: 28.569 > 0.109
iter: 1184 | bound: 9 | nc: 39 | ncall: 35777 | eff(%): 3.309 | loglstar: -inf < -49.121 < inf | logz: -63.134 +/- 0.355 | dlogz: 28.475 > 0.109
iter: 1185 | bound: 9 | nc: 39 | ncall: 35816 | eff(%): 3.309 | loglstar: -inf < -48.987 < inf | logz: -63.040 +/- 0.356 | dlogz: 28.375 > 0.109
iter: 1186 | bound: 9 | nc: 39 | ncall: 35855 | eff(%): 3.308 | loglstar: -inf < -48.907 < inf | logz: -62.946 +/- 0.356 | dlogz: 28.271 > 0.109
iter: 1187 | bound: 9 | nc: 39 | ncall: 35894 | eff(%): 3.307 | loglstar: -inf < -48.877 < inf | logz: -62.856 +/- 0.356 | dlogz: 28.167 > 0.109
iter: 1188 | bound: 10 | nc: 39 | ncall: 35933 | eff(%): 3.306 | loglstar: -inf < -48.792 < inf | logz: -62.769 +/- 0.357 | dlogz: 28.067 > 0.109
iter: 1189 | bound: 10 | nc: 39 | ncall: 35972 | eff(%): 3.305 | loglstar: -inf < -48.624 < inf | logz: -62.680 +/- 0.357 | dlogz: 27.971 > 0.109
iter: 1190 | bound: 10 | nc: 39 | ncall: 36011 | eff(%): 3.305 | loglstar: -inf < -48.593 < inf | logz: -62.592 +/- 0.357 | dlogz: 27.872 > 0.109
iter: 1191 | bound: 10 | nc: 39 | ncall: 36050 | eff(%): 3.304 | loglstar: -inf < -48.410 < inf | logz: -62.502 +/- 0.357 | dlogz: 27.773 > 0.109
iter: 1192 | bound: 10 | nc: 39 | ncall: 36089 | eff(%): 3.303 | loglstar: -inf < -48.361 < inf | logz: -62.411 +/- 0.358 | dlogz: 27.673 > 0.109
iter: 1193 | bound: 10 | nc: 39 | ncall: 36128 | eff(%): 3.302 | loglstar: -inf < -48.361 < inf | logz: -62.326 +/- 0.358 | dlogz: 27.572 > 0.109
iter: 1194 | bound: 10 | nc: 39 | ncall: 36167 | eff(%): 3.301 | loglstar: -inf < -48.314 < inf | logz: -62.247 +/- 0.358 | dlogz: 27.478 > 0.109
iter: 1195 | bound: 10 | nc: 39 | ncall: 36206 | eff(%): 3.301 | loglstar: -inf < -48.110 < inf | logz: -62.165 +/- 0.358 | dlogz: 27.389 > 0.109
iter: 1196 | bound: 10 | nc: 39 | ncall: 36245 | eff(%): 3.300 | loglstar: -inf < -47.605 < inf | logz: -62.057 +/- 0.359 | dlogz: 27.297 > 0.109
iter: 1197 | bound: 10 | nc: 39 | ncall: 36284 | eff(%): 3.299 | loglstar: -inf < -47.599 < inf | logz: -61.937 +/- 0.359 | dlogz: 27.178 > 0.109
iter: 1198 | bound: 10 | nc: 39 | ncall: 36323 | eff(%): 3.298 | loglstar: -inf < -47.533 < inf | logz: -61.828 +/- 0.360 | dlogz: 27.049 > 0.109
iter: 1199 | bound: 10 | nc: 39 | ncall: 36362 | eff(%): 3.297 | loglstar: -inf < -47.211 < inf | logz: -61.709 +/- 0.360 | dlogz: 26.929 > 0.109
iter: 1200 | bound: 10 | nc: 39 | ncall: 36401 | eff(%): 3.297 | loglstar: -inf < -47.166 < inf | logz: -61.585 +/- 0.361 | dlogz: 26.800 > 0.109
iter: 1201 | bound: 10 | nc: 39 | ncall: 36440 | eff(%): 3.296 | loglstar: -inf < -47.056 < inf | logz: -61.468 +/- 0.362 | dlogz: 26.667 > 0.109
iter: 1202 | bound: 10 | nc: 39 | ncall: 36479 | eff(%): 3.295 | loglstar: -inf < -47.051 < inf | logz: -61.358 +/- 0.362 | dlogz: 26.539 > 0.109
iter: 1203 | bound: 10 | nc: 39 | ncall: 36518 | eff(%): 3.294 | loglstar: -inf < -46.970 < inf | logz: -61.256 +/- 0.362 | dlogz: 26.420 > 0.109
iter: 1204 | bound: 10 | nc: 39 | ncall: 36557 | eff(%): 3.293 | loglstar: -inf < -46.951 < inf | logz: -61.159 +/- 0.362 | dlogz: 26.307 > 0.109
iter: 1205 | bound: 10 | nc: 39 | ncall: 36596 | eff(%): 3.293 | loglstar: -inf < -46.915 < inf | logz: -61.070 +/- 0.362 | dlogz: 26.201 > 0.109
iter: 1206 | bound: 10 | nc: 39 | ncall: 36635 | eff(%): 3.292 | loglstar: -inf < -46.820 < inf | logz: -60.984 +/- 0.362 | dlogz: 26.102 > 0.109
iter: 1207 | bound: 10 | nc: 39 | ncall: 36674 | eff(%): 3.291 | loglstar: -inf < -46.735 < inf | logz: -60.898 +/- 0.362 | dlogz: 26.006 > 0.109
iter: 1208 | bound: 10 | nc: 39 | ncall: 36713 | eff(%): 3.290 | loglstar: -inf < -46.730 < inf | logz: -60.816 +/- 0.362 | dlogz: 25.910 > 0.109
iter: 1209 | bound: 10 | nc: 39 | ncall: 36752 | eff(%): 3.290 | loglstar: -inf < -46.480 < inf | logz: -60.731 +/- 0.362 | dlogz: 25.818 > 0.109
iter: 1210 | bound: 10 | nc: 39 | ncall: 36791 | eff(%): 3.289 | loglstar: -inf < -46.446 < inf | logz: -60.642 +/- 0.362 | dlogz: 25.723 > 0.109
iter: 1211 | bound: 10 | nc: 39 | ncall: 36830 | eff(%): 3.288 | loglstar: -inf < -46.413 < inf | logz: -60.559 +/- 0.362 | dlogz: 25.624 > 0.109
iter: 1212 | bound: 10 | nc: 39 | ncall: 36869 | eff(%): 3.287 | loglstar: -inf < -46.391 < inf | logz: -60.481 +/- 0.362 | dlogz: 25.531 > 0.109
iter: 1213 | bound: 10 | nc: 39 | ncall: 36908 | eff(%): 3.287 | loglstar: -inf < -46.301 < inf | logz: -60.405 +/- 0.362 | dlogz: 25.443 > 0.109
iter: 1214 | bound: 10 | nc: 39 | ncall: 36947 | eff(%): 3.286 | loglstar: -inf < -46.138 < inf | logz: -60.326 +/- 0.362 | dlogz: 25.357 > 0.109
iter: 1215 | bound: 10 | nc: 39 | ncall: 36986 | eff(%): 3.285 | loglstar: -inf < -46.103 < inf | logz: -60.246 +/- 0.362 | dlogz: 25.268 > 0.109
iter: 1216 | bound: 10 | nc: 39 | ncall: 37025 | eff(%): 3.284 | loglstar: -inf < -46.047 < inf | logz: -60.170 +/- 0.362 | dlogz: 25.179 > 0.109
iter: 1217 | bound: 10 | nc: 39 | ncall: 37064 | eff(%): 3.284 | loglstar: -inf < -45.984 < inf | logz: -60.096 +/- 0.362 | dlogz: 25.093 > 0.109
iter: 1218 | bound: 10 | nc: 39 | ncall: 37103 | eff(%): 3.283 | loglstar: -inf < -45.953 < inf | logz: -60.024 +/- 0.362 | dlogz: 25.008 > 0.109
iter: 1219 | bound: 10 | nc: 39 | ncall: 37142 | eff(%): 3.282 | loglstar: -inf < -45.895 < inf | logz: -59.955 +/- 0.362 | dlogz: 24.927 > 0.109
iter: 1220 | bound: 10 | nc: 39 | ncall: 37181 | eff(%): 3.281 | loglstar: -inf < -45.823 < inf | logz: -59.887 +/- 0.362 | dlogz: 24.848 > 0.109
iter: 1221 | bound: 10 | nc: 39 | ncall: 37220 | eff(%): 3.280 | loglstar: -inf < -45.779 < inf | logz: -59.820 +/- 0.361 | dlogz: 24.769 > 0.109
iter: 1222 | bound: 10 | nc: 39 | ncall: 37259 | eff(%): 3.280 | loglstar: -inf < -45.731 < inf | logz: -59.755 +/- 0.361 | dlogz: 24.692 > 0.109
iter: 1223 | bound: 10 | nc: 39 | ncall: 37298 | eff(%): 3.279 | loglstar: -inf < -45.597 < inf | logz: -59.689 +/- 0.361 | dlogz: 30.177 > 0.109
iter: 1224 | bound: 10 | nc: 39 | ncall: 37337 | eff(%): 3.278 | loglstar: -inf < -45.594 < inf | logz: -59.623 +/- 0.361 | dlogz: 30.101 > 0.109
iter: 1225 | bound: 10 | nc: 39 | ncall: 37376 | eff(%): 3.278 | loglstar: -inf < -45.506 < inf | logz: -59.560 +/- 0.361 | dlogz: 30.025 > 0.109
iter: 1226 | bound: 10 | nc: 39 | ncall: 37415 | eff(%): 3.277 | loglstar: -inf < -45.501 < inf | logz: -59.498 +/- 0.361 | dlogz: 29.952 > 0.109
iter: 1227 | bound: 10 | nc: 39 | ncall: 37454 | eff(%): 3.276 | loglstar: -inf < -45.468 < inf | logz: -59.439 +/- 0.361 | dlogz: 29.880 > 0.109
iter: 1228 | bound: 10 | nc: 39 | ncall: 37493 | eff(%): 3.275 | loglstar: -inf < -45.203 < inf | logz: -59.375 +/- 0.361 | dlogz: 29.811 > 0.109
iter: 1229 | bound: 10 | nc: 39 | ncall: 37532 | eff(%): 3.275 | loglstar: -inf < -45.167 < inf | logz: -59.306 +/- 0.361 | dlogz: 29.737 > 0.109
iter: 1230 | bound: 10 | nc: 39 | ncall: 37571 | eff(%): 3.274 | loglstar: -inf < -45.161 < inf | logz: -59.241 +/- 0.361 | dlogz: 29.659 > 0.109
iter: 1231 | bound: 10 | nc: 39 | ncall: 37610 | eff(%): 3.273 | loglstar: -inf < -44.697 < inf | logz: -59.164 +/- 0.361 | dlogz: 29.584 > 0.109
iter: 1232 | bound: 10 | nc: 39 | ncall: 37649 | eff(%): 3.272 | loglstar: -inf < -44.634 < inf | logz: -59.074 +/- 0.362 | dlogz: 29.496 > 0.109
iter: 1233 | bound: 10 | nc: 39 | ncall: 37688 | eff(%): 3.272 | loglstar: -inf < -44.567 < inf | logz: -58.988 +/- 0.362 | dlogz: 29.397 > 0.109
iter: 1234 | bound: 10 | nc: 39 | ncall: 37727 | eff(%): 3.271 | loglstar: -inf < -44.516 < inf | logz: -58.904 +/- 0.362 | dlogz: 29.300 > 0.109
iter: 1235 | bound: 10 | nc: 39 | ncall: 37766 | eff(%): 3.270 | loglstar: -inf < -44.472 < inf | logz: -58.824 +/- 0.362 | dlogz: 29.207 > 0.109
iter: 1236 | bound: 10 | nc: 39 | ncall: 37805 | eff(%): 3.269 | loglstar: -inf < -44.423 < inf | logz: -58.747 +/- 0.363 | dlogz: 29.117 > 0.109
iter: 1237 | bound: 10 | nc: 39 | ncall: 37844 | eff(%): 3.269 | loglstar: -inf < -44.417 < inf | logz: -58.675 +/- 0.363 | dlogz: 29.030 > 0.109
iter: 1238 | bound: 10 | nc: 39 | ncall: 37883 | eff(%): 3.268 | loglstar: -inf < -44.322 < inf | logz: -58.605 +/- 0.363 | dlogz: 28.948 > 0.109
iter: 1239 | bound: 10 | nc: 39 | ncall: 37922 | eff(%): 3.267 | loglstar: -inf < -44.235 < inf | logz: -58.534 +/- 0.363 | dlogz: 28.867 > 0.109
iter: 1240 | bound: 10 | nc: 39 | ncall: 37961 | eff(%): 3.267 | loglstar: -inf < -44.218 < inf | logz: -58.465 +/- 0.363 | dlogz: 28.786 > 0.109
iter: 1241 | bound: 10 | nc: 39 | ncall: 38000 | eff(%): 3.266 | loglstar: -inf < -44.131 < inf | logz: -58.397 +/- 0.363 | dlogz: 28.707 > 0.109
iter: 1242 | bound: 10 | nc: 39 | ncall: 38039 | eff(%): 3.265 | loglstar: -inf < -44.056 < inf | logz: -58.330 +/- 0.363 | dlogz: 28.630 > 0.109
iter: 1243 | bound: 10 | nc: 39 | ncall: 38078 | eff(%): 3.264 | loglstar: -inf < -43.998 < inf | logz: -58.263 +/- 0.363 | dlogz: 28.553 > 0.109
iter: 1244 | bound: 10 | nc: 39 | ncall: 38117 | eff(%): 3.264 | loglstar: -inf < -43.947 < inf | logz: -58.198 +/- 0.363 | dlogz: 28.476 > 0.109
iter: 1245 | bound: 10 | nc: 39 | ncall: 38156 | eff(%): 3.263 | loglstar: -inf < -43.928 < inf | logz: -58.135 +/- 0.363 | dlogz: 28.401 > 0.109
iter: 1246 | bound: 10 | nc: 39 | ncall: 38195 | eff(%): 3.262 | loglstar: -inf < -43.915 < inf | logz: -58.075 +/- 0.363 | dlogz: 28.328 > 0.109
iter: 1247 | bound: 10 | nc: 39 | ncall: 38234 | eff(%): 3.261 | loglstar: -inf < -43.760 < inf | logz: -58.015 +/- 0.363 | dlogz: 28.258 > 0.109
iter: 1248 | bound: 10 | nc: 39 | ncall: 38273 | eff(%): 3.261 | loglstar: -inf < -43.728 < inf | logz: -57.953 +/- 0.363 | dlogz: 28.188 > 0.109
iter: 1249 | bound: 10 | nc: 39 | ncall: 38312 | eff(%): 3.260 | loglstar: -inf < -43.704 < inf | logz: -57.894 +/- 0.363 | dlogz: 28.116 > 0.109
iter: 1250 | bound: 10 | nc: 39 | ncall: 38351 | eff(%): 3.259 | loglstar: -inf < -43.555 < inf | logz: -57.834 +/- 0.363 | dlogz: 28.047 > 0.109
iter: 1251 | bound: 10 | nc: 39 | ncall: 38390 | eff(%): 3.259 | loglstar: -inf < -43.424 < inf | logz: -57.769 +/- 0.363 | dlogz: 27.977 > 0.109
iter: 1252 | bound: 10 | nc: 39 | ncall: 38429 | eff(%): 3.258 | loglstar: -inf < -43.342 < inf | logz: -57.703 +/- 0.363 | dlogz: 27.903 > 0.109
iter: 1253 | bound: 10 | nc: 39 | ncall: 38468 | eff(%): 3.257 | loglstar: -inf < -43.309 < inf | logz: -57.638 +/- 0.363 | dlogz: 27.826 > 0.109
iter: 1254 | bound: 10 | nc: 39 | ncall: 38507 | eff(%): 3.257 | loglstar: -inf < -43.204 < inf | logz: -57.573 +/- 0.363 | dlogz: 27.751 > 0.109
iter: 1255 | bound: 10 | nc: 39 | ncall: 38546 | eff(%): 3.256 | loglstar: -inf < -43.133 < inf | logz: -57.507 +/- 0.363 | dlogz: 27.676 > 0.109
iter: 1256 | bound: 10 | nc: 39 | ncall: 38585 | eff(%): 3.255 | loglstar: -inf < -43.116 < inf | logz: -57.443 +/- 0.363 | dlogz: 27.601 > 0.109
iter: 1257 | bound: 10 | nc: 39 | ncall: 38624 | eff(%): 3.254 | loglstar: -inf < -43.028 < inf | logz: -57.381 +/- 0.363 | dlogz: 27.527 > 0.109
iter: 1258 | bound: 10 | nc: 39 | ncall: 38663 | eff(%): 3.254 | loglstar: -inf < -42.824 < inf | logz: -57.314 +/- 0.363 | dlogz: 27.455 > 0.109
iter: 1259 | bound: 10 | nc: 39 | ncall: 38702 | eff(%): 3.253 | loglstar: -inf < -42.817 < inf | logz: -57.245 +/- 0.364 | dlogz: 27.378 > 0.109
iter: 1260 | bound: 10 | nc: 39 | ncall: 38741 | eff(%): 3.252 | loglstar: -inf < -42.698 < inf | logz: -57.177 +/- 0.364 | dlogz: 27.299 > 0.109
iter: 1261 | bound: 10 | nc: 39 | ncall: 38780 | eff(%): 3.252 | loglstar: -inf < -42.647 < inf | logz: -57.109 +/- 0.364 | dlogz: 27.221 > 0.109
iter: 1262 | bound: 10 | nc: 39 | ncall: 38819 | eff(%): 3.251 | loglstar: -inf < -42.429 < inf | logz: -57.036 +/- 0.364 | dlogz: 27.143 > 0.109
iter: 1263 | bound: 10 | nc: 39 | ncall: 38858 | eff(%): 3.250 | loglstar: -inf < -42.421 < inf | logz: -56.962 +/- 0.364 | dlogz: 27.060 > 0.109
iter: 1264 | bound: 10 | nc: 39 | ncall: 38897 | eff(%): 3.250 | loglstar: -inf < -41.917 < inf | logz: -56.872 +/- 0.365 | dlogz: 26.976 > 0.109
iter: 1265 | bound: 10 | nc: 39 | ncall: 38936 | eff(%): 3.249 | loglstar: -inf < -41.852 < inf | logz: -56.768 +/- 0.366 | dlogz: 26.876 > 0.109
iter: 1266 | bound: 10 | nc: 39 | ncall: 38975 | eff(%): 3.248 | loglstar: -inf < -41.773 < inf | logz: -56.667 +/- 0.366 | dlogz: 26.762 > 0.109
iter: 1267 | bound: 10 | nc: 39 | ncall: 39014 | eff(%): 3.248 | loglstar: -inf < -41.639 < inf | logz: -56.567 +/- 0.367 | dlogz: 26.652 > 0.109
iter: 1268 | bound: 10 | nc: 39 | ncall: 39053 | eff(%): 3.247 | loglstar: -inf < -41.585 < inf | logz: -56.469 +/- 0.367 | dlogz: 26.541 > 0.109
iter: 1269 | bound: 10 | nc: 39 | ncall: 39092 | eff(%): 3.246 | loglstar: -inf < -41.557 < inf | logz: -56.376 +/- 0.368 | dlogz: 26.433 > 0.109
iter: 1270 | bound: 10 | nc: 39 | ncall: 39131 | eff(%): 3.246 | loglstar: -inf < -41.516 < inf | logz: -56.290 +/- 0.368 | dlogz: 26.331 > 0.109
iter: 1271 | bound: 10 | nc: 39 | ncall: 39170 | eff(%): 3.245 | loglstar: -inf < -41.430 < inf | logz: -56.206 +/- 0.368 | dlogz: 26.234 > 0.109
iter: 1272 | bound: 10 | nc: 39 | ncall: 39209 | eff(%): 3.244 | loglstar: -inf < -41.351 < inf | logz: -56.123 +/- 0.368 | dlogz: 26.141 > 0.109
iter: 1273 | bound: 10 | nc: 39 | ncall: 39248 | eff(%): 3.243 | loglstar: -inf < -41.284 < inf | logz: -56.042 +/- 0.368 | dlogz: 26.048 > 0.109
iter: 1274 | bound: 10 | nc: 39 | ncall: 39287 | eff(%): 3.243 | loglstar: -inf < -41.281 < inf | logz: -55.965 +/- 0.368 | dlogz: 25.956 > 0.109
iter: 1275 | bound: 10 | nc: 39 | ncall: 39326 | eff(%): 3.242 | loglstar: -inf < -41.264 < inf | logz: -55.893 +/- 0.368 | dlogz: 25.869 > 0.109
iter: 1276 | bound: 10 | nc: 39 | ncall: 39365 | eff(%): 3.241 | loglstar: -inf < -41.152 < inf | logz: -55.823 +/- 0.368 | dlogz: 25.788 > 0.109
iter: 1277 | bound: 10 | nc: 39 | ncall: 39404 | eff(%): 3.241 | loglstar: -inf < -41.068 < inf | logz: -55.751 +/- 0.368 | dlogz: 25.708 > 0.109
iter: 1278 | bound: 10 | nc: 39 | ncall: 39443 | eff(%): 3.240 | loglstar: -inf < -41.036 < inf | logz: -55.681 +/- 0.368 | dlogz: 25.626 > 0.109
iter: 1279 | bound: 10 | nc: 39 | ncall: 39482 | eff(%): 3.239 | loglstar: -inf < -41.030 < inf | logz: -55.615 +/- 0.368 | dlogz: 25.546 > 0.109
iter: 1280 | bound: 10 | nc: 39 | ncall: 39521 | eff(%): 3.239 | loglstar: -inf < -40.923 < inf | logz: -55.550 +/- 0.368 | dlogz: 25.470 > 0.109
iter: 1281 | bound: 10 | nc: 39 | ncall: 39560 | eff(%): 3.238 | loglstar: -inf < -40.885 < inf | logz: -55.486 +/- 0.368 | dlogz: 25.395 > 0.109
iter: 1282 | bound: 10 | nc: 39 | ncall: 39599 | eff(%): 3.237 | loglstar: -inf < -40.726 < inf | logz: -55.420 +/- 0.368 | dlogz: 25.321 > 0.109
iter: 1283 | bound: 10 | nc: 39 | ncall: 39638 | eff(%): 3.237 | loglstar: -inf < -40.638 < inf | logz: -55.350 +/- 0.368 | dlogz: 25.245 > 0.109
iter: 1284 | bound: 10 | nc: 39 | ncall: 39677 | eff(%): 3.236 | loglstar: -inf < -40.490 < inf | logz: -55.278 +/- 0.369 | dlogz: 25.165 > 0.109
iter: 1285 | bound: 10 | nc: 39 | ncall: 39716 | eff(%): 3.235 | loglstar: -inf < -40.472 < inf | logz: -55.206 +/- 0.369 | dlogz: 25.084 > 0.109
iter: 1286 | bound: 10 | nc: 39 | ncall: 39755 | eff(%): 3.235 | loglstar: -inf < -40.306 < inf | logz: -55.134 +/- 0.369 | dlogz: 25.002 > 0.109
iter: 1287 | bound: 10 | nc: 39 | ncall: 39794 | eff(%): 3.234 | loglstar: -inf < -40.202 < inf | logz: -55.057 +/- 0.369 | dlogz: 24.919 > 0.109
iter: 1288 | bound: 11 | nc: 39 | ncall: 39833 | eff(%): 3.233 | loglstar: -inf < -40.116 < inf | logz: -54.980 +/- 0.369 | dlogz: 24.832 > 0.109
iter: 1289 | bound: 11 | nc: 39 | ncall: 39872 | eff(%): 3.233 | loglstar: -inf < -40.081 < inf | logz: -54.905 +/- 0.369 | dlogz: 24.745 > 0.109
iter: 1290 | bound: 11 | nc: 39 | ncall: 39911 | eff(%): 3.232 | loglstar: -inf < -40.079 < inf | logz: -54.835 +/- 0.369 | dlogz: 24.660 > 0.109
iter: 1291 | bound: 11 | nc: 39 | ncall: 39950 | eff(%): 3.232 | loglstar: -inf < -40.064 < inf | logz: -54.769 +/- 0.369 | dlogz: 24.580 > 0.109
iter: 1292 | bound: 11 | nc: 39 | ncall: 39989 | eff(%): 3.231 | loglstar: -inf < -39.645 < inf | logz: -54.692 +/- 0.370 | dlogz: 24.504 > 0.109
iter: 1293 | bound: 11 | nc: 39 | ncall: 40028 | eff(%): 3.230 | loglstar: -inf < -39.619 < inf | logz: -54.606 +/- 0.370 | dlogz: 24.418 > 0.109
iter: 1294 | bound: 11 | nc: 39 | ncall: 40067 | eff(%): 3.230 | loglstar: -inf < -39.608 < inf | logz: -54.527 +/- 0.370 | dlogz: 24.322 > 0.109
iter: 1295 | bound: 11 | nc: 39 | ncall: 40106 | eff(%): 3.229 | loglstar: -inf < -39.530 < inf | logz: -54.450 +/- 0.370 | dlogz: 24.232 > 0.109
iter: 1296 | bound: 11 | nc: 39 | ncall: 40145 | eff(%): 3.228 | loglstar: -inf < -39.527 < inf | logz: -54.377 +/- 0.370 | dlogz: 24.146 > 0.109
iter: 1297 | bound: 11 | nc: 39 | ncall: 40184 | eff(%): 3.228 | loglstar: -inf < -39.361 < inf | logz: -54.304 +/- 0.370 | dlogz: 24.063 > 0.109
iter: 1298 | bound: 11 | nc: 39 | ncall: 40223 | eff(%): 3.227 | loglstar: -inf < -39.303 < inf | logz: -54.229 +/- 0.371 | dlogz: 23.980 > 0.109
iter: 1299 | bound: 11 | nc: 39 | ncall: 40262 | eff(%): 3.226 | loglstar: -inf < -39.259 < inf | logz: -54.156 +/- 0.371 | dlogz: 23.895 > 0.109
iter: 1300 | bound: 11 | nc: 39 | ncall: 40301 | eff(%): 3.226 | loglstar: -inf < -39.149 < inf | logz: -54.084 +/- 0.371 | dlogz: 23.812 > 0.109
iter: 1301 | bound: 11 | nc: 39 | ncall: 40340 | eff(%): 3.225 | loglstar: -inf < -39.088 < inf | logz: -54.011 +/- 0.371 | dlogz: 23.730 > 0.109
iter: 1302 | bound: 11 | nc: 39 | ncall: 40379 | eff(%): 3.224 | loglstar: -inf < -39.024 < inf | logz: -53.940 +/- 0.371 | dlogz: 23.647 > 0.109
iter: 1303 | bound: 11 | nc: 39 | ncall: 40418 | eff(%): 3.224 | loglstar: -inf < -38.988 < inf | logz: -53.871 +/- 0.371 | dlogz: 23.566 > 0.109
iter: 1304 | bound: 11 | nc: 39 | ncall: 40457 | eff(%): 3.223 | loglstar: -inf < -38.947 < inf | logz: -53.805 +/- 0.371 | dlogz: 23.487 > 0.109
iter: 1305 | bound: 11 | nc: 39 | ncall: 40496 | eff(%): 3.223 | loglstar: -inf < -38.726 < inf | logz: -53.734 +/- 0.371 | dlogz: 23.411 > 0.109
iter: 1306 | bound: 11 | nc: 39 | ncall: 40535 | eff(%): 3.222 | loglstar: -inf < -38.684 < inf | logz: -53.661 +/- 0.371 | dlogz: 23.331 > 0.109
iter: 1307 | bound: 11 | nc: 39 | ncall: 40574 | eff(%): 3.221 | loglstar: -inf < -38.634 < inf | logz: -53.590 +/- 0.371 | dlogz: 23.247 > 0.109
iter: 1308 | bound: 11 | nc: 39 | ncall: 40613 | eff(%): 3.221 | loglstar: -inf < -38.538 < inf | logz: -53.519 +/- 0.371 | dlogz: 23.166 > 0.109
iter: 1309 | bound: 11 | nc: 39 | ncall: 40652 | eff(%): 3.220 | loglstar: -inf < -38.247 < inf | logz: -53.440 +/- 0.372 | dlogz: 23.086 > 0.109
iter: 1310 | bound: 11 | nc: 39 | ncall: 40691 | eff(%): 3.219 | loglstar: -inf < -38.236 < inf | logz: -53.357 +/- 0.372 | dlogz: 22.997 > 0.109
iter: 1311 | bound: 11 | nc: 39 | ncall: 40730 | eff(%): 3.219 | loglstar: -inf < -38.198 < inf | logz: -53.279 +/- 0.372 | dlogz: 22.903 > 0.109
iter: 1312 | bound: 11 | nc: 39 | ncall: 40769 | eff(%): 3.218 | loglstar: -inf < -38.177 < inf | logz: -53.205 +/- 0.372 | dlogz: 22.815 > 0.109
iter: 1313 | bound: 11 | nc: 39 | ncall: 40808 | eff(%): 3.218 | loglstar: -inf < -38.102 < inf | logz: -53.134 +/- 0.372 | dlogz: 22.732 > 0.109
iter: 1314 | bound: 11 | nc: 39 | ncall: 40847 | eff(%): 3.217 | loglstar: -inf < -37.882 < inf | logz: -53.058 +/- 0.373 | dlogz: 22.651 > 0.109
iter: 1315 | bound: 11 | nc: 39 | ncall: 40886 | eff(%): 3.216 | loglstar: -inf < -37.869 < inf | logz: -52.980 +/- 0.373 | dlogz: 25.077 > 0.109
iter: 1316 | bound: 11 | nc: 39 | ncall: 40925 | eff(%): 3.216 | loglstar: -inf < -37.833 < inf | logz: -52.906 +/- 0.373 | dlogz: 24.989 > 0.109
iter: 1317 | bound: 11 | nc: 39 | ncall: 40964 | eff(%): 3.215 | loglstar: -inf < -37.704 < inf | logz: -52.832 +/- 0.373 | dlogz: 24.906 > 0.109
iter: 1318 | bound: 11 | nc: 39 | ncall: 41003 | eff(%): 3.214 | loglstar: -inf < -37.585 < inf | logz: -52.756 +/- 0.373 | dlogz: 24.822 > 0.109
iter: 1319 | bound: 11 | nc: 39 | ncall: 41042 | eff(%): 3.214 | loglstar: -inf < -37.494 < inf | logz: -52.678 +/- 0.373 | dlogz: 24.736 > 0.109
iter: 1320 | bound: 11 | nc: 39 | ncall: 41081 | eff(%): 3.213 | loglstar: -inf < -37.324 < inf | logz: -52.597 +/- 0.374 | dlogz: 24.648 > 0.109
iter: 1321 | bound: 11 | nc: 39 | ncall: 41120 | eff(%): 3.213 | loglstar: -inf < -37.223 < inf | logz: -52.512 +/- 0.374 | dlogz: 24.557 > 0.109
iter: 1322 | bound: 11 | nc: 39 | ncall: 41159 | eff(%): 3.212 | loglstar: -inf < -37.183 < inf | logz: -52.430 +/- 0.374 | dlogz: 24.462 > 0.109
iter: 1323 | bound: 11 | nc: 39 | ncall: 41198 | eff(%): 3.211 | loglstar: -inf < -37.078 < inf | logz: -52.349 +/- 0.374 | dlogz: 24.370 > 0.109
iter: 1324 | bound: 11 | nc: 39 | ncall: 41237 | eff(%): 3.211 | loglstar: -inf < -37.008 < inf | logz: -52.268 +/- 0.374 | dlogz: 24.279 > 0.109
iter: 1325 | bound: 11 | nc: 39 | ncall: 41276 | eff(%): 3.210 | loglstar: -inf < -36.961 < inf | logz: -52.190 +/- 0.375 | dlogz: 24.188 > 0.109
iter: 1326 | bound: 11 | nc: 39 | ncall: 41315 | eff(%): 3.209 | loglstar: -inf < -36.935 < inf | logz: -52.115 +/- 0.375 | dlogz: 24.100 > 0.109
iter: 1327 | bound: 11 | nc: 39 | ncall: 41354 | eff(%): 3.209 | loglstar: -inf < -36.872 < inf | logz: -52.043 +/- 0.375 | dlogz: 24.015 > 0.109
iter: 1328 | bound: 11 | nc: 39 | ncall: 41393 | eff(%): 3.208 | loglstar: -inf < -36.473 < inf | logz: -51.959 +/- 0.375 | dlogz: 23.934 > 0.109
iter: 1329 | bound: 11 | nc: 39 | ncall: 41432 | eff(%): 3.208 | loglstar: -inf < -36.167 < inf | logz: -51.852 +/- 0.376 | dlogz: 23.840 > 0.109
iter: 1330 | bound: 11 | nc: 39 | ncall: 41471 | eff(%): 3.207 | loglstar: -inf < -36.124 < inf | logz: -51.740 +/- 0.376 | dlogz: 23.723 > 0.109
iter: 1331 | bound: 11 | nc: 39 | ncall: 41510 | eff(%): 3.206 | loglstar: -inf < -36.059 < inf | logz: -51.635 +/- 0.377 | dlogz: 23.601 > 0.109
iter: 1332 | bound: 11 | nc: 39 | ncall: 41549 | eff(%): 3.206 | loglstar: -inf < -35.959 < inf | logz: -51.534 +/- 0.377 | dlogz: 23.486 > 0.109
iter: 1333 | bound: 11 | nc: 39 | ncall: 41588 | eff(%): 3.205 | loglstar: -inf < -35.942 < inf | logz: -51.437 +/- 0.377 | dlogz: 23.374 > 0.109
iter: 1334 | bound: 11 | nc: 39 | ncall: 41627 | eff(%): 3.205 | loglstar: -inf < -35.900 < inf | logz: -51.347 +/- 0.378 | dlogz: 23.268 > 0.109
iter: 1335 | bound: 11 | nc: 39 | ncall: 41666 | eff(%): 3.204 | loglstar: -inf < -35.741 < inf | logz: -51.257 +/- 0.378 | dlogz: 23.168 > 0.109
iter: 1336 | bound: 11 | nc: 39 | ncall: 41705 | eff(%): 3.203 | loglstar: -inf < -35.642 < inf | logz: -51.165 +/- 0.378 | dlogz: 23.068 > 0.109
iter: 1337 | bound: 11 | nc: 39 | ncall: 41744 | eff(%): 3.203 | loglstar: -inf < -35.477 < inf | logz: -51.069 +/- 0.378 | dlogz: 22.966 > 0.109
iter: 1338 | bound: 11 | nc: 39 | ncall: 41783 | eff(%): 3.202 | loglstar: -inf < -35.448 < inf | logz: -50.975 +/- 0.378 | dlogz: 22.860 > 0.109
iter: 1339 | bound: 11 | nc: 39 | ncall: 41822 | eff(%): 3.202 | loglstar: -inf < -35.372 < inf | logz: -50.885 +/- 0.379 | dlogz: 22.756 > 0.109
iter: 1340 | bound: 11 | nc: 39 | ncall: 41861 | eff(%): 3.201 | loglstar: -inf < -35.305 < inf | logz: -50.798 +/- 0.379 | dlogz: 22.656 > 0.109
iter: 1341 | bound: 11 | nc: 39 | ncall: 41900 | eff(%): 3.200 | loglstar: -inf < -35.272 < inf | logz: -50.714 +/- 0.379 | dlogz: 22.559 > 0.109
iter: 1342 | bound: 11 | nc: 39 | ncall: 41939 | eff(%): 3.200 | loglstar: -inf < -35.259 < inf | logz: -50.636 +/- 0.379 | dlogz: 22.466 > 0.109
iter: 1343 | bound: 11 | nc: 39 | ncall: 41978 | eff(%): 3.199 | loglstar: -inf < -35.193 < inf | logz: -50.562 +/- 0.379 | dlogz: 22.378 > 0.109
iter: 1344 | bound: 11 | nc: 39 | ncall: 42017 | eff(%): 3.199 | loglstar: -inf < -35.115 < inf | logz: -50.488 +/- 0.379 | dlogz: 22.293 > 0.109
iter: 1345 | bound: 11 | nc: 39 | ncall: 42056 | eff(%): 3.198 | loglstar: -inf < -35.037 < inf | logz: -50.415 +/- 0.379 | dlogz: 22.210 > 0.109
iter: 1346 | bound: 11 | nc: 39 | ncall: 42095 | eff(%): 3.198 | loglstar: -inf < -34.881 < inf | logz: -50.339 +/- 0.379 | dlogz: 22.126 > 0.109
iter: 1347 | bound: 11 | nc: 39 | ncall: 42134 | eff(%): 3.197 | loglstar: -inf < -34.784 < inf | logz: -50.261 +/- 0.379 | dlogz: 22.041 > 0.109
iter: 1348 | bound: 11 | nc: 39 | ncall: 42173 | eff(%): 3.196 | loglstar: -inf < -34.784 < inf | logz: -50.185 +/- 0.379 | dlogz: 21.952 > 0.109
iter: 1349 | bound: 11 | nc: 39 | ncall: 42212 | eff(%): 3.196 | loglstar: -inf < -34.718 < inf | logz: -50.113 +/- 0.379 | dlogz: 21.866 > 0.109
iter: 1350 | bound: 11 | nc: 39 | ncall: 42251 | eff(%): 3.195 | loglstar: -inf < -34.613 < inf | logz: -50.041 +/- 0.379 | dlogz: 21.785 > 0.109
iter: 1351 | bound: 11 | nc: 39 | ncall: 42290 | eff(%): 3.195 | loglstar: -inf < -34.527 < inf | logz: -49.968 +/- 0.379 | dlogz: 21.702 > 0.109
iter: 1352 | bound: 11 | nc: 39 | ncall: 42329 | eff(%): 3.194 | loglstar: -inf < -34.297 < inf | logz: -49.889 +/- 0.379 | dlogz: 21.619 > 0.109
iter: 1353 | bound: 11 | nc: 39 | ncall: 42368 | eff(%): 3.193 | loglstar: -inf < -34.159 < inf | logz: -49.802 +/- 0.379 | dlogz: 21.530 > 0.109
iter: 1354 | bound: 11 | nc: 39 | ncall: 42407 | eff(%): 3.193 | loglstar: -inf < -34.113 < inf | logz: -49.717 +/- 0.379 | dlogz: 21.434 > 0.109
iter: 1355 | bound: 11 | nc: 39 | ncall: 42446 | eff(%): 3.192 | loglstar: -inf < -34.018 < inf | logz: -49.633 +/- 0.379 | dlogz: 21.338 > 0.109
iter: 1356 | bound: 11 | nc: 39 | ncall: 42485 | eff(%): 3.192 | loglstar: -inf < -34.017 < inf | logz: -49.553 +/- 0.379 | dlogz: 21.245 > 0.109
iter: 1357 | bound: 11 | nc: 39 | ncall: 42524 | eff(%): 3.191 | loglstar: -inf < -33.993 < inf | logz: -49.479 +/- 0.379 | dlogz: 21.155 > 0.109
iter: 1358 | bound: 11 | nc: 39 | ncall: 42563 | eff(%): 3.191 | loglstar: -inf < -33.962 < inf | logz: -49.408 +/- 0.379 | dlogz: 21.071 > 0.109
iter: 1359 | bound: 11 | nc: 39 | ncall: 42602 | eff(%): 3.190 | loglstar: -inf < -33.878 < inf | logz: -49.339 +/- 0.379 | dlogz: 20.990 > 0.109
iter: 1360 | bound: 11 | nc: 39 | ncall: 42641 | eff(%): 3.189 | loglstar: -inf < -33.832 < inf | logz: -49.272 +/- 0.379 | dlogz: 20.912 > 0.109
iter: 1361 | bound: 11 | nc: 39 | ncall: 42680 | eff(%): 3.189 | loglstar: -inf < -33.723 < inf | logz: -49.204 +/- 0.379 | dlogz: 20.834 > 0.109
iter: 1362 | bound: 11 | nc: 39 | ncall: 42719 | eff(%): 3.188 | loglstar: -inf < -33.715 < inf | logz: -49.137 +/- 0.379 | dlogz: 20.756 > 0.109
iter: 1363 | bound: 11 | nc: 39 | ncall: 42758 | eff(%): 3.188 | loglstar: -inf < -33.697 < inf | logz: -49.074 +/- 0.379 | dlogz: 20.679 > 0.109
iter: 1364 | bound: 11 | nc: 39 | ncall: 42797 | eff(%): 3.187 | loglstar: -inf < -33.663 < inf | logz: -49.014 +/- 0.379 | dlogz: 20.607 > 0.109
iter: 1365 | bound: 11 | nc: 39 | ncall: 42836 | eff(%): 3.187 | loglstar: -inf < -33.608 < inf | logz: -48.956 +/- 0.379 | dlogz: 20.537 > 0.109
iter: 1366 | bound: 11 | nc: 39 | ncall: 42875 | eff(%): 3.186 | loglstar: -inf < -33.452 < inf | logz: -48.895 +/- 0.379 | dlogz: 20.468 > 0.109
iter: 1367 | bound: 11 | nc: 39 | ncall: 42914 | eff(%): 3.185 | loglstar: -inf < -33.436 < inf | logz: -48.834 +/- 0.379 | dlogz: 20.398 > 0.109
iter: 1368 | bound: 11 | nc: 39 | ncall: 42953 | eff(%): 3.185 | loglstar: -inf < -33.392 < inf | logz: -48.775 +/- 0.379 | dlogz: 20.326 > 0.109
iter: 1369 | bound: 11 | nc: 39 | ncall: 42992 | eff(%): 3.184 | loglstar: -inf < -33.383 < inf | logz: -48.718 +/- 0.379 | dlogz: 20.257 > 0.109
iter: 1370 | bound: 11 | nc: 39 | ncall: 43031 | eff(%): 3.184 | loglstar: -inf < -33.240 < inf | logz: -48.661 +/- 0.379 | dlogz: 20.191 > 0.109
iter: 1371 | bound: 11 | nc: 39 | ncall: 43070 | eff(%): 3.183 | loglstar: -inf < -33.224 < inf | logz: -48.603 +/- 0.379 | dlogz: 20.123 > 0.109
iter: 1372 | bound: 11 | nc: 39 | ncall: 43109 | eff(%): 3.183 | loglstar: -inf < -33.216 < inf | logz: -48.548 +/- 0.379 | dlogz: 20.056 > 0.109
iter: 1373 | bound: 11 | nc: 39 | ncall: 43148 | eff(%): 3.182 | loglstar: -inf < -33.122 < inf | logz: -48.494 +/- 0.379 | dlogz: 19.991 > 0.109
iter: 1374 | bound: 11 | nc: 39 | ncall: 43187 | eff(%): 3.182 | loglstar: -inf < -33.065 < inf | logz: -48.439 +/- 0.379 | dlogz: 19.927 > 0.109
iter: 1375 | bound: 11 | nc: 39 | ncall: 43226 | eff(%): 3.181 | loglstar: -inf < -33.038 < inf | logz: -48.386 +/- 0.379 | dlogz: 21.198 > 0.109
iter: 1376 | bound: 11 | nc: 39 | ncall: 43265 | eff(%): 3.180 | loglstar: -inf < -32.895 < inf | logz: -48.331 +/- 0.379 | dlogz: 21.135 > 0.109
iter: 1377 | bound: 11 | nc: 39 | ncall: 43304 | eff(%): 3.180 | loglstar: -inf < -32.884 < inf | logz: -48.276 +/- 0.379 | dlogz: 21.070 > 0.109
iter: 1378 | bound: 11 | nc: 39 | ncall: 43343 | eff(%): 3.179 | loglstar: -inf < -32.776 < inf | logz: -48.221 +/- 0.379 | dlogz: 21.005 > 0.109
iter: 1379 | bound: 11 | nc: 39 | ncall: 43382 | eff(%): 3.179 | loglstar: -inf < -32.674 < inf | logz: -48.163 +/- 0.379 | dlogz: 20.940 > 0.109
iter: 1380 | bound: 11 | nc: 39 | ncall: 43421 | eff(%): 3.178 | loglstar: -inf < -32.596 < inf | logz: -48.105 +/- 0.379 | dlogz: 20.873 > 0.109
iter: 1381 | bound: 11 | nc: 39 | ncall: 43460 | eff(%): 3.178 | loglstar: -inf < -32.484 < inf | logz: -48.045 +/- 0.379 | dlogz: 20.804 > 0.109
iter: 1382 | bound: 11 | nc: 39 | ncall: 43499 | eff(%): 3.177 | loglstar: -inf < -32.461 < inf | logz: -47.985 +/- 0.379 | dlogz: 20.734 > 0.109
iter: 1383 | bound: 11 | nc: 39 | ncall: 43538 | eff(%): 3.177 | loglstar: -inf < -32.442 < inf | logz: -47.928 +/- 0.379 | dlogz: 21.552 > 0.109
iter: 1384 | bound: 11 | nc: 39 | ncall: 43577 | eff(%): 3.176 | loglstar: -inf < -32.393 < inf | logz: -47.873 +/- 0.379 | dlogz: 21.485 > 0.109
iter: 1385 | bound: 11 | nc: 39 | ncall: 43616 | eff(%): 3.175 | loglstar: -inf < -32.387 < inf | logz: -47.819 +/- 0.379 | dlogz: 21.420 > 0.109
iter: 1386 | bound: 11 | nc: 39 | ncall: 43655 | eff(%): 3.175 | loglstar: -inf < -32.206 < inf | logz: -47.764 +/- 0.379 | dlogz: 21.357 > 0.109
iter: 1387 | bound: 11 | nc: 39 | ncall: 43694 | eff(%): 3.174 | loglstar: -inf < -32.154 < inf | logz: -47.707 +/- 0.379 | dlogz: 21.292 > 0.109
iter: 1388 | bound: 12 | nc: 39 | ncall: 43733 | eff(%): 3.174 | loglstar: -inf < -32.078 < inf | logz: -47.649 +/- 0.379 | dlogz: 21.224 > 0.109
iter: 1389 | bound: 12 | nc: 39 | ncall: 43772 | eff(%): 3.173 | loglstar: -inf < -32.023 < inf | logz: -47.592 +/- 0.379 | dlogz: 21.157 > 0.109
iter: 1390 | bound: 12 | nc: 39 | ncall: 43811 | eff(%): 3.173 | loglstar: -inf < -32.017 < inf | logz: -47.537 +/- 0.379 | dlogz: 21.090 > 0.109
iter: 1391 | bound: 12 | nc: 39 | ncall: 43850 | eff(%): 3.172 | loglstar: -inf < -31.950 < inf | logz: -47.483 +/- 0.379 | dlogz: 21.024 > 0.109
iter: 1392 | bound: 12 | nc: 39 | ncall: 43889 | eff(%): 3.172 | loglstar: -inf < -31.921 < inf | logz: -47.430 +/- 0.379 | dlogz: 20.960 > 0.109
iter: 1393 | bound: 12 | nc: 39 | ncall: 43928 | eff(%): 3.171 | loglstar: -inf < -31.888 < inf | logz: -47.378 +/- 0.379 | dlogz: 20.898 > 0.109
iter: 1394 | bound: 12 | nc: 39 | ncall: 43967 | eff(%): 3.171 | loglstar: -inf < -31.721 < inf | logz: -47.325 +/- 0.379 | dlogz: 20.836 > 0.109
iter: 1395 | bound: 12 | nc: 39 | ncall: 44006 | eff(%): 3.170 | loglstar: -inf < -31.703 < inf | logz: -47.270 +/- 0.380 | dlogz: 20.773 > 0.109
iter: 1396 | bound: 12 | nc: 39 | ncall: 44045 | eff(%): 3.169 | loglstar: -inf < -31.700 < inf | logz: -47.218 +/- 0.380 | dlogz: 20.708 > 0.109
iter: 1397 | bound: 12 | nc: 39 | ncall: 44084 | eff(%): 3.169 | loglstar: -inf < -31.695 < inf | logz: -47.169 +/- 0.380 | dlogz: 20.646 > 0.109
iter: 1398 | bound: 12 | nc: 39 | ncall: 44123 | eff(%): 3.168 | loglstar: -inf < -31.649 < inf | logz: -47.121 +/- 0.380 | dlogz: 20.587 > 0.109
iter: 1399 | bound: 12 | nc: 39 | ncall: 44162 | eff(%): 3.168 | loglstar: -inf < -31.638 < inf | logz: -47.075 +/- 0.380 | dlogz: 20.529 > 0.109
iter: 1400 | bound: 12 | nc: 39 | ncall: 44201 | eff(%): 3.167 | loglstar: -inf < -31.625 < inf | logz: -47.031 +/- 0.380 | dlogz: 20.473 > 0.109
iter: 1401 | bound: 12 | nc: 39 | ncall: 44240 | eff(%): 3.167 | loglstar: -inf < -31.603 < inf | logz: -46.988 +/- 0.379 | dlogz: 20.419 > 0.109
iter: 1402 | bound: 12 | nc: 39 | ncall: 44279 | eff(%): 3.166 | loglstar: -inf < -31.576 < inf | logz: -46.946 +/- 0.379 | dlogz: 20.366 > 0.109
iter: 1403 | bound: 12 | nc: 39 | ncall: 44318 | eff(%): 3.166 | loglstar: -inf < -31.498 < inf | logz: -46.905 +/- 0.379 | dlogz: 20.315 > 0.109
iter: 1404 | bound: 12 | nc: 39 | ncall: 44357 | eff(%): 3.165 | loglstar: -inf < -31.487 < inf | logz: -46.863 +/- 0.379 | dlogz: 20.263 > 0.109
iter: 1405 | bound: 12 | nc: 39 | ncall: 44396 | eff(%): 3.165 | loglstar: -inf < -31.305 < inf | logz: -46.820 +/- 0.379 | dlogz: 20.212 > 0.109
iter: 1406 | bound: 12 | nc: 39 | ncall: 44435 | eff(%): 3.164 | loglstar: -inf < -31.275 < inf | logz: -46.774 +/- 0.379 | dlogz: 20.158 > 0.109
iter: 1407 | bound: 12 | nc: 39 | ncall: 44474 | eff(%): 3.164 | loglstar: -inf < -31.141 < inf | logz: -46.728 +/- 0.379 | dlogz: 20.103 > 0.109
iter: 1408 | bound: 12 | nc: 39 | ncall: 44513 | eff(%): 3.163 | loglstar: -inf < -31.091 < inf | logz: -46.679 +/- 0.379 | dlogz: 20.046 > 0.109
iter: 1409 | bound: 12 | nc: 39 | ncall: 44552 | eff(%): 3.163 | loglstar: -inf < -31.077 < inf | logz: -46.632 +/- 0.380 | dlogz: 19.988 > 0.109
iter: 1410 | bound: 12 | nc: 39 | ncall: 44591 | eff(%): 3.162 | loglstar: -inf < -31.041 < inf | logz: -46.587 +/- 0.380 | dlogz: 19.931 > 0.109
iter: 1411 | bound: 12 | nc: 39 | ncall: 44630 | eff(%): 3.162 | loglstar: -inf < -30.939 < inf | logz: -46.540 +/- 0.380 | dlogz: 19.875 > 0.109
iter: 1412 | bound: 12 | nc: 39 | ncall: 44669 | eff(%): 3.161 | loglstar: -inf < -30.907 < inf | logz: -46.494 +/- 0.380 | dlogz: 19.819 > 0.109
iter: 1413 | bound: 12 | nc: 39 | ncall: 44708 | eff(%): 3.161 | loglstar: -inf < -30.879 < inf | logz: -46.448 +/- 0.380 | dlogz: 19.762 > 0.109
iter: 1414 | bound: 12 | nc: 39 | ncall: 44747 | eff(%): 3.160 | loglstar: -inf < -30.764 < inf | logz: -46.402 +/- 0.380 | dlogz: 19.707 > 0.109
iter: 1415 | bound: 12 | nc: 39 | ncall: 44786 | eff(%): 3.159 | loglstar: -inf < -30.742 < inf | logz: -46.355 +/- 0.380 | dlogz: 19.651 > 0.109
iter: 1416 | bound: 12 | nc: 39 | ncall: 44825 | eff(%): 3.159 | loglstar: -inf < -30.660 < inf | logz: -46.308 +/- 0.380 | dlogz: 19.594 > 0.109
iter: 1417 | bound: 12 | nc: 39 | ncall: 44864 | eff(%): 3.158 | loglstar: -inf < -30.659 < inf | logz: -46.262 +/- 0.380 | dlogz: 19.537 > 0.109
iter: 1418 | bound: 12 | nc: 39 | ncall: 44903 | eff(%): 3.158 | loglstar: -inf < -30.509 < inf | logz: -46.216 +/- 0.380 | dlogz: 19.482 > 0.109
iter: 1419 | bound: 12 | nc: 39 | ncall: 44942 | eff(%): 3.157 | loglstar: -inf < -30.414 < inf | logz: -46.166 +/- 0.380 | dlogz: 19.425 > 0.109
iter: 1420 | bound: 12 | nc: 39 | ncall: 44981 | eff(%): 3.157 | loglstar: -inf < -30.344 < inf | logz: -46.115 +/- 0.380 | dlogz: 19.365 > 0.109
iter: 1421 | bound: 12 | nc: 39 | ncall: 45020 | eff(%): 3.156 | loglstar: -inf < -30.206 < inf | logz: -46.061 +/- 0.381 | dlogz: 19.304 > 0.109
iter: 1422 | bound: 12 | nc: 39 | ncall: 45059 | eff(%): 3.156 | loglstar: -inf < -30.200 < inf | logz: -46.008 +/- 0.381 | dlogz: 23.134 > 0.109
iter: 1423 | bound: 12 | nc: 39 | ncall: 45098 | eff(%): 3.155 | loglstar: -inf < -30.183 < inf | logz: -45.957 +/- 0.381 | dlogz: 23.071 > 0.109
iter: 1424 | bound: 12 | nc: 39 | ncall: 45137 | eff(%): 3.155 | loglstar: -inf < -30.176 < inf | logz: -45.908 +/- 0.381 | dlogz: 23.010 > 0.109
iter: 1425 | bound: 12 | nc: 39 | ncall: 45176 | eff(%): 3.154 | loglstar: -inf < -30.015 < inf | logz: -45.858 +/- 0.381 | dlogz: 22.951 > 0.109
iter: 1426 | bound: 12 | nc: 39 | ncall: 45215 | eff(%): 3.154 | loglstar: -inf < -29.919 < inf | logz: -45.805 +/- 0.381 | dlogz: 22.891 > 0.109
iter: 1427 | bound: 12 | nc: 39 | ncall: 45254 | eff(%): 3.153 | loglstar: -inf < -29.726 < inf | logz: -45.747 +/- 0.382 | dlogz: 22.828 > 0.109
iter: 1428 | bound: 12 | nc: 39 | ncall: 45293 | eff(%): 3.153 | loglstar: -inf < -29.636 < inf | logz: -45.685 +/- 0.382 | dlogz: 22.760 > 0.109
iter: 1429 | bound: 12 | nc: 39 | ncall: 45332 | eff(%): 3.152 | loglstar: -inf < -29.488 < inf | logz: -45.620 +/- 0.382 | dlogz: 22.688 > 0.109
iter: 1430 | bound: 12 | nc: 39 | ncall: 45371 | eff(%): 3.152 | loglstar: -inf < -29.471 < inf | logz: -45.555 +/- 0.383 | dlogz: 22.613 > 0.109
iter: 1431 | bound: 12 | nc: 39 | ncall: 45410 | eff(%): 3.151 | loglstar: -inf < -29.366 < inf | logz: -45.490 +/- 0.383 | dlogz: 22.538 > 0.109
iter: 1432 | bound: 12 | nc: 39 | ncall: 45449 | eff(%): 3.151 | loglstar: -inf < -29.292 < inf | logz: -45.425 +/- 0.383 | dlogz: 22.464 > 0.109
iter: 1433 | bound: 12 | nc: 39 | ncall: 45488 | eff(%): 3.150 | loglstar: -inf < -29.238 < inf | logz: -45.360 +/- 0.383 | dlogz: 22.388 > 0.109
iter: 1434 | bound: 12 | nc: 39 | ncall: 45527 | eff(%): 3.150 | loglstar: -inf < -29.102 < inf | logz: -45.294 +/- 0.384 | dlogz: 22.314 > 0.109
iter: 1435 | bound: 12 | nc: 39 | ncall: 45566 | eff(%): 3.149 | loglstar: -inf < -28.954 < inf | logz: -45.223 +/- 0.384 | dlogz: 22.238 > 0.109
iter: 1436 | bound: 12 | nc: 39 | ncall: 45605 | eff(%): 3.149 | loglstar: -inf < -28.788 < inf | logz: -45.148 +/- 0.385 | dlogz: 22.157 > 0.109
iter: 1437 | bound: 12 | nc: 39 | ncall: 45644 | eff(%): 3.148 | loglstar: -inf < -28.710 < inf | logz: -45.069 +/- 0.385 | dlogz: 22.071 > 0.109
iter: 1438 | bound: 12 | nc: 39 | ncall: 45683 | eff(%): 3.148 | loglstar: -inf < -28.696 < inf | logz: -44.994 +/- 0.385 | dlogz: 21.983 > 0.109
iter: 1439 | bound: 12 | nc: 39 | ncall: 45722 | eff(%): 3.147 | loglstar: -inf < -28.695 < inf | logz: -44.924 +/- 0.386 | dlogz: 21.898 > 0.109
iter: 1440 | bound: 12 | nc: 39 | ncall: 45761 | eff(%): 3.147 | loglstar: -inf < -28.688 < inf | logz: -44.859 +/- 0.386 | dlogz: 21.818 > 0.109
iter: 1441 | bound: 12 | nc: 39 | ncall: 45800 | eff(%): 3.146 | loglstar: -inf < -28.389 < inf | logz: -44.789 +/- 0.386 | dlogz: 21.743 > 0.109
iter: 1442 | bound: 12 | nc: 39 | ncall: 45839 | eff(%): 3.146 | loglstar: -inf < -28.367 < inf | logz: -44.713 +/- 0.387 | dlogz: 21.663 > 0.109
iter: 1443 | bound: 12 | nc: 39 | ncall: 45878 | eff(%): 3.145 | loglstar: -inf < -28.348 < inf | logz: -44.642 +/- 0.387 | dlogz: 21.577 > 0.109
iter: 1444 | bound: 12 | nc: 39 | ncall: 45917 | eff(%): 3.145 | loglstar: -inf < -28.314 < inf | logz: -44.575 +/- 0.387 | dlogz: 21.496 > 0.109
iter: 1445 | bound: 12 | nc: 39 | ncall: 45956 | eff(%): 3.144 | loglstar: -inf < -27.993 < inf | logz: -44.500 +/- 0.387 | dlogz: 21.419 > 0.109
iter: 1446 | bound: 12 | nc: 39 | ncall: 45995 | eff(%): 3.144 | loglstar: -inf < -27.980 < inf | logz: -44.419 +/- 0.388 | dlogz: 21.334 > 0.109
iter: 1447 | bound: 12 | nc: 39 | ncall: 46034 | eff(%): 3.143 | loglstar: -inf < -27.866 < inf | logz: -44.341 +/- 0.388 | dlogz: 21.244 > 0.109
iter: 1448 | bound: 12 | nc: 39 | ncall: 46073 | eff(%): 3.143 | loglstar: -inf < -27.851 < inf | logz: -44.265 +/- 0.388 | dlogz: 21.156 > 0.109
iter: 1449 | bound: 12 | nc: 39 | ncall: 46112 | eff(%): 3.142 | loglstar: -inf < -27.830 < inf | logz: -44.193 +/- 0.389 | dlogz: 21.069 > 0.109
iter: 1450 | bound: 12 | nc: 39 | ncall: 46151 | eff(%): 3.142 | loglstar: -inf < -27.806 < inf | logz: -44.126 +/- 0.389 | dlogz: 20.988 > 0.109
iter: 1451 | bound: 12 | nc: 39 | ncall: 46190 | eff(%): 3.141 | loglstar: -inf < -27.752 < inf | logz: -44.060 +/- 0.389 | dlogz: 20.910 > 0.109
iter: 1452 | bound: 12 | nc: 39 | ncall: 46229 | eff(%): 3.141 | loglstar: -inf < -27.721 < inf | logz: -43.997 +/- 0.389 | dlogz: 20.835 > 0.109
iter: 1453 | bound: 12 | nc: 39 | ncall: 46268 | eff(%): 3.140 | loglstar: -inf < -27.633 < inf | logz: -43.935 +/- 0.389 | dlogz: 20.762 > 0.109
iter: 1454 | bound: 12 | nc: 39 | ncall: 46307 | eff(%): 3.140 | loglstar: -inf < -27.600 < inf | logz: -43.873 +/- 0.389 | dlogz: 20.690 > 0.109
iter: 1455 | bound: 12 | nc: 39 | ncall: 46346 | eff(%): 3.139 | loglstar: -inf < -27.359 < inf | logz: -43.807 +/- 0.389 | dlogz: 20.618 > 0.109
iter: 1456 | bound: 12 | nc: 39 | ncall: 46385 | eff(%): 3.139 | loglstar: -inf < -27.200 < inf | logz: -43.733 +/- 0.389 | dlogz: 20.542 > 0.109
iter: 1457 | bound: 12 | nc: 39 | ncall: 46424 | eff(%): 3.138 | loglstar: -inf < -27.197 < inf | logz: -43.660 +/- 0.390 | dlogz: 20.458 > 0.109
iter: 1458 | bound: 12 | nc: 39 | ncall: 46463 | eff(%): 3.138 | loglstar: -inf < -27.134 < inf | logz: -43.589 +/- 0.390 | dlogz: 20.374 > 0.109
iter: 1459 | bound: 12 | nc: 39 | ncall: 46502 | eff(%): 3.137 | loglstar: -inf < -27.121 < inf | logz: -43.522 +/- 0.390 | dlogz: 20.294 > 0.109
iter: 1460 | bound: 12 | nc: 39 | ncall: 46541 | eff(%): 3.137 | loglstar: -inf < -27.061 < inf | logz: -43.457 +/- 0.390 | dlogz: 20.217 > 0.109
iter: 1461 | bound: 12 | nc: 39 | ncall: 46580 | eff(%): 3.137 | loglstar: -inf < -26.996 < inf | logz: -43.393 +/- 0.390 | dlogz: 20.142 > 0.109
iter: 1462 | bound: 12 | nc: 39 | ncall: 46619 | eff(%): 3.136 | loglstar: -inf < -26.995 < inf | logz: -43.331 +/- 0.390 | dlogz: 20.068 > 0.109
iter: 1463 | bound: 12 | nc: 39 | ncall: 46658 | eff(%): 3.136 | loglstar: -inf < -26.970 < inf | logz: -43.273 +/- 0.390 | dlogz: 19.997 > 0.109
iter: 1464 | bound: 12 | nc: 39 | ncall: 46697 | eff(%): 3.135 | loglstar: -inf < -26.934 < inf | logz: -43.217 +/- 0.390 | dlogz: 19.928 > 0.109
iter: 1465 | bound: 12 | nc: 39 | ncall: 46736 | eff(%): 3.135 | loglstar: -inf < -26.932 < inf | logz: -43.164 +/- 0.390 | dlogz: 19.862 > 0.109
iter: 1466 | bound: 12 | nc: 39 | ncall: 46775 | eff(%): 3.134 | loglstar: -inf < -26.805 < inf | logz: -43.110 +/- 0.390 | dlogz: 19.799 > 0.109
iter: 1467 | bound: 12 | nc: 39 | ncall: 46814 | eff(%): 3.134 | loglstar: -inf < -26.791 < inf | logz: -43.056 +/- 0.390 | dlogz: 19.735 > 0.109
iter: 1468 | bound: 12 | nc: 39 | ncall: 46853 | eff(%): 3.133 | loglstar: -inf < -26.591 < inf | logz: -43.000 +/- 0.390 | dlogz: 19.671 > 0.109
iter: 1469 | bound: 12 | nc: 39 | ncall: 46892 | eff(%): 3.133 | loglstar: -inf < -26.586 < inf | logz: -42.941 +/- 0.390 | dlogz: 19.605 > 0.109
iter: 1470 | bound: 12 | nc: 39 | ncall: 46931 | eff(%): 3.132 | loglstar: -inf < -26.584 < inf | logz: -42.887 +/- 0.390 | dlogz: 19.537 > 0.109
iter: 1471 | bound: 12 | nc: 39 | ncall: 46970 | eff(%): 3.132 | loglstar: -inf < -26.501 < inf | logz: -42.833 +/- 0.390 | dlogz: 19.472 > 0.109
iter: 1472 | bound: 12 | nc: 39 | ncall: 47009 | eff(%): 3.131 | loglstar: -inf < -26.483 < inf | logz: -42.780 +/- 0.390 | dlogz: 19.409 > 0.109
iter: 1473 | bound: 12 | nc: 39 | ncall: 47048 | eff(%): 3.131 | loglstar: -inf < -26.471 < inf | logz: -42.730 +/- 0.390 | dlogz: 19.346 > 0.109
iter: 1474 | bound: 12 | nc: 39 | ncall: 47087 | eff(%): 3.130 | loglstar: -inf < -26.399 < inf | logz: -42.680 +/- 0.390 | dlogz: 19.285 > 0.109
iter: 1475 | bound: 12 | nc: 39 | ncall: 47126 | eff(%): 3.130 | loglstar: -inf < -26.308 < inf | logz: -42.629 +/- 0.390 | dlogz: 19.226 > 0.109
iter: 1476 | bound: 12 | nc: 39 | ncall: 47165 | eff(%): 3.129 | loglstar: -inf < -26.297 < inf | logz: -42.579 +/- 0.390 | dlogz: 19.165 > 0.109
iter: 1477 | bound: 12 | nc: 39 | ncall: 47204 | eff(%): 3.129 | loglstar: -inf < -26.257 < inf | logz: -42.531 +/- 0.390 | dlogz: 19.105 > 0.109
iter: 1478 | bound: 12 | nc: 39 | ncall: 47243 | eff(%): 3.129 | loglstar: -inf < -26.250 < inf | logz: -42.484 +/- 0.390 | dlogz: 19.047 > 0.109
iter: 1479 | bound: 12 | nc: 39 | ncall: 47282 | eff(%): 3.128 | loglstar: -inf < -26.240 < inf | logz: -42.439 +/- 0.390 | dlogz: 18.990 > 0.109
iter: 1480 | bound: 12 | nc: 39 | ncall: 47321 | eff(%): 3.128 | loglstar: -inf < -26.092 < inf | logz: -42.393 +/- 0.390 | dlogz: 18.935 > 0.109
iter: 1481 | bound: 12 | nc: 39 | ncall: 47360 | eff(%): 3.127 | loglstar: -inf < -26.083 < inf | logz: -42.346 +/- 0.390 | dlogz: 18.879 > 0.109
iter: 1482 | bound: 12 | nc: 39 | ncall: 47399 | eff(%): 3.127 | loglstar: -inf < -26.076 < inf | logz: -42.302 +/- 0.390 | dlogz: 18.822 > 0.109
iter: 1483 | bound: 12 | nc: 39 | ncall: 47438 | eff(%): 3.126 | loglstar: -inf < -26.014 < inf | logz: -42.258 +/- 0.390 | dlogz: 18.768 > 0.109
iter: 1484 | bound: 12 | nc: 39 | ncall: 47477 | eff(%): 3.126 | loglstar: -inf < -25.978 < inf | logz: -42.214 +/- 0.390 | dlogz: 18.714 > 0.109
iter: 1485 | bound: 12 | nc: 39 | ncall: 47516 | eff(%): 3.125 | loglstar: -inf < -25.976 < inf | logz: -42.172 +/- 0.390 | dlogz: 18.661 > 0.109
iter: 1486 | bound: 12 | nc: 39 | ncall: 47555 | eff(%): 3.125 | loglstar: -inf < -25.950 < inf | logz: -42.132 +/- 0.390 | dlogz: 18.609 > 0.109
iter: 1487 | bound: 12 | nc: 39 | ncall: 47594 | eff(%): 3.124 | loglstar: -inf < -25.866 < inf | logz: -42.091 +/- 0.390 | dlogz: 18.558 > 0.109
iter: 1488 | bound: 13 | nc: 39 | ncall: 47633 | eff(%): 3.124 | loglstar: -inf < -25.775 < inf | logz: -42.049 +/- 0.390 | dlogz: 18.507 > 0.109
iter: 1489 | bound: 13 | nc: 39 | ncall: 47672 | eff(%): 3.123 | loglstar: -inf < -25.737 < inf | logz: -42.006 +/- 0.390 | dlogz: 18.455 > 0.109
iter: 1490 | bound: 13 | nc: 39 | ncall: 47711 | eff(%): 3.123 | loglstar: -inf < -25.717 < inf | logz: -41.964 +/- 0.390 | dlogz: 18.402 > 0.109
iter: 1491 | bound: 13 | nc: 39 | ncall: 47750 | eff(%): 3.123 | loglstar: -inf < -25.685 < inf | logz: -41.923 +/- 0.390 | dlogz: 18.351 > 0.109
iter: 1492 | bound: 13 | nc: 39 | ncall: 47789 | eff(%): 3.122 | loglstar: -inf < -25.657 < inf | logz: -41.883 +/- 0.390 | dlogz: 18.300 > 0.109
iter: 1493 | bound: 13 | nc: 39 | ncall: 47828 | eff(%): 3.122 | loglstar: -inf < -25.601 < inf | logz: -41.844 +/- 0.390 | dlogz: 18.250 > 0.109
iter: 1494 | bound: 13 | nc: 39 | ncall: 47867 | eff(%): 3.121 | loglstar: -inf < -25.568 < inf | logz: -41.804 +/- 0.390 | dlogz: 18.200 > 0.109
iter: 1495 | bound: 13 | nc: 39 | ncall: 47906 | eff(%): 3.121 | loglstar: -inf < -25.512 < inf | logz: -41.765 +/- 0.390 | dlogz: 18.151 > 0.109
iter: 1496 | bound: 13 | nc: 39 | ncall: 47945 | eff(%): 3.120 | loglstar: -inf < -25.493 < inf | logz: -41.726 +/- 0.390 | dlogz: 18.102 > 0.109
iter: 1497 | bound: 13 | nc: 39 | ncall: 47984 | eff(%): 3.120 | loglstar: -inf < -25.451 < inf | logz: -41.688 +/- 0.390 | dlogz: 18.053 > 0.109
iter: 1498 | bound: 13 | nc: 39 | ncall: 48023 | eff(%): 3.119 | loglstar: -inf < -25.393 < inf | logz: -41.650 +/- 0.390 | dlogz: 18.005 > 0.109
iter: 1499 | bound: 13 | nc: 39 | ncall: 48062 | eff(%): 3.119 | loglstar: -inf < -25.345 < inf | logz: -41.612 +/- 0.390 | dlogz: 17.957 > 0.109
iter: 1500 | bound: 13 | nc: 39 | ncall: 48101 | eff(%): 3.118 | loglstar: -inf < -25.303 < inf | logz: -41.574 +/- 0.390 | dlogz: 17.909 > 0.109
iter: 1501 | bound: 13 | nc: 39 | ncall: 48140 | eff(%): 3.118 | loglstar: -inf < -25.279 < inf | logz: -41.536 +/- 0.390 | dlogz: 17.861 > 0.109
iter: 1502 | bound: 13 | nc: 39 | ncall: 48179 | eff(%): 3.118 | loglstar: -inf < -25.264 < inf | logz: -41.499 +/- 0.390 | dlogz: 17.813 > 0.109
iter: 1503 | bound: 13 | nc: 39 | ncall: 48218 | eff(%): 3.117 | loglstar: -inf < -25.220 < inf | logz: -41.463 +/- 0.390 | dlogz: 17.766 > 0.109
iter: 1504 | bound: 13 | nc: 39 | ncall: 48257 | eff(%): 3.117 | loglstar: -inf < -25.213 < inf | logz: -41.428 +/- 0.390 | dlogz: 17.720 > 0.109
iter: 1505 | bound: 13 | nc: 39 | ncall: 48296 | eff(%): 3.116 | loglstar: -inf < -25.138 < inf | logz: -41.393 +/- 0.390 | dlogz: 17.675 > 0.109
iter: 1506 | bound: 13 | nc: 39 | ncall: 48335 | eff(%): 3.116 | loglstar: -inf < -25.131 < inf | logz: -41.358 +/- 0.390 | dlogz: 17.630 > 0.109
iter: 1507 | bound: 13 | nc: 39 | ncall: 48374 | eff(%): 3.115 | loglstar: -inf < -25.089 < inf | logz: -41.323 +/- 0.390 | dlogz: 17.585 > 0.109
iter: 1508 | bound: 13 | nc: 39 | ncall: 48413 | eff(%): 3.115 | loglstar: -inf < -25.086 < inf | logz: -41.290 +/- 0.390 | dlogz: 17.541 > 0.109
iter: 1509 | bound: 13 | nc: 39 | ncall: 48452 | eff(%): 3.114 | loglstar: -inf < -25.049 < inf | logz: -41.257 +/- 0.390 | dlogz: 17.497 > 0.109
iter: 1510 | bound: 13 | nc: 39 | ncall: 48491 | eff(%): 3.114 | loglstar: -inf < -25.048 < inf | logz: -41.225 +/- 0.389 | dlogz: 17.454 > 0.109
iter: 1511 | bound: 13 | nc: 39 | ncall: 48530 | eff(%): 3.114 | loglstar: -inf < -25.026 < inf | logz: -41.194 +/- 0.389 | dlogz: 17.412 > 0.109
iter: 1512 | bound: 13 | nc: 39 | ncall: 48569 | eff(%): 3.113 | loglstar: -inf < -24.963 < inf | logz: -41.163 +/- 0.389 | dlogz: 17.371 > 0.109
iter: 1513 | bound: 13 | nc: 39 | ncall: 48608 | eff(%): 3.113 | loglstar: -inf < -24.937 < inf | logz: -41.131 +/- 0.389 | dlogz: 17.330 > 0.109
iter: 1514 | bound: 13 | nc: 39 | ncall: 48647 | eff(%): 3.112 | loglstar: -inf < -24.794 < inf | logz: -41.099 +/- 0.389 | dlogz: 17.289 > 0.109
iter: 1515 | bound: 13 | nc: 39 | ncall: 48686 | eff(%): 3.112 | loglstar: -inf < -24.693 < inf | logz: -41.063 +/- 0.389 | dlogz: 17.246 > 0.109
iter: 1516 | bound: 13 | nc: 39 | ncall: 48725 | eff(%): 3.111 | loglstar: -inf < -24.678 < inf | logz: -41.028 +/- 0.390 | dlogz: 17.201 > 0.109
iter: 1517 | bound: 13 | nc: 39 | ncall: 48764 | eff(%): 3.111 | loglstar: -inf < -24.616 < inf | logz: -40.992 +/- 0.390 | dlogz: 17.155 > 0.109
iter: 1518 | bound: 13 | nc: 39 | ncall: 48803 | eff(%): 3.110 | loglstar: -inf < -24.565 < inf | logz: -40.956 +/- 0.390 | dlogz: 17.110 > 0.109
iter: 1519 | bound: 13 | nc: 39 | ncall: 48842 | eff(%): 3.110 | loglstar: -inf < -24.513 < inf | logz: -40.920 +/- 0.390 | dlogz: 17.064 > 0.109
iter: 1520 | bound: 13 | nc: 39 | ncall: 48881 | eff(%): 3.110 | loglstar: -inf < -24.469 < inf | logz: -40.884 +/- 0.390 | dlogz: 17.018 > 0.109
iter: 1521 | bound: 13 | nc: 39 | ncall: 48920 | eff(%): 3.109 | loglstar: -inf < -24.457 < inf | logz: -40.849 +/- 0.390 | dlogz: 16.972 > 0.109
iter: 1522 | bound: 13 | nc: 39 | ncall: 48959 | eff(%): 3.109 | loglstar: -inf < -24.455 < inf | logz: -40.814 +/- 0.390 | dlogz: 16.927 > 0.109
iter: 1523 | bound: 13 | nc: 39 | ncall: 48998 | eff(%): 3.108 | loglstar: -inf < -24.453 < inf | logz: -40.782 +/- 0.390 | dlogz: 16.883 > 0.109
iter: 1524 | bound: 13 | nc: 39 | ncall: 49037 | eff(%): 3.108 | loglstar: -inf < -24.345 < inf | logz: -40.748 +/- 0.390 | dlogz: 16.840 > 0.109
iter: 1525 | bound: 13 | nc: 39 | ncall: 49076 | eff(%): 3.107 | loglstar: -inf < -24.326 < inf | logz: -40.715 +/- 0.390 | dlogz: 16.797 > 0.109
iter: 1526 | bound: 13 | nc: 39 | ncall: 49115 | eff(%): 3.107 | loglstar: -inf < -24.317 < inf | logz: -40.682 +/- 0.390 | dlogz: 16.753 > 0.109
iter: 1527 | bound: 13 | nc: 39 | ncall: 49154 | eff(%): 3.107 | loglstar: -inf < -24.286 < inf | logz: -40.650 +/- 0.390 | dlogz: 16.710 > 0.109
iter: 1528 | bound: 13 | nc: 39 | ncall: 49193 | eff(%): 3.106 | loglstar: -inf < -24.217 < inf | logz: -40.617 +/- 0.390 | dlogz: 16.668 > 0.109
iter: 1529 | bound: 13 | nc: 39 | ncall: 49232 | eff(%): 3.106 | loglstar: -inf < -24.005 < inf | logz: -40.581 +/- 0.390 | dlogz: 16.626 > 0.109
iter: 1530 | bound: 13 | nc: 39 | ncall: 49271 | eff(%): 3.105 | loglstar: -inf < -23.942 < inf | logz: -40.542 +/- 0.390 | dlogz: 16.580 > 0.109
iter: 1531 | bound: 13 | nc: 39 | ncall: 49310 | eff(%): 3.105 | loglstar: -inf < -23.877 < inf | logz: -40.503 +/- 0.390 | dlogz: 16.531 > 0.109
iter: 1532 | bound: 13 | nc: 39 | ncall: 49349 | eff(%): 3.104 | loglstar: -inf < -23.837 < inf | logz: -40.463 +/- 0.391 | dlogz: 16.481 > 0.109
iter: 1533 | bound: 13 | nc: 39 | ncall: 49388 | eff(%): 3.104 | loglstar: -inf < -23.787 < inf | logz: -40.423 +/- 0.391 | dlogz: 16.431 > 0.109
iter: 1534 | bound: 13 | nc: 39 | ncall: 49427 | eff(%): 3.104 | loglstar: -inf < -23.770 < inf | logz: -40.384 +/- 0.391 | dlogz: 16.382 > 0.109
iter: 1535 | bound: 13 | nc: 39 | ncall: 49466 | eff(%): 3.103 | loglstar: -inf < -23.623 < inf | logz: -40.344 +/- 0.391 | dlogz: 16.333 > 0.109
iter: 1536 | bound: 13 | nc: 39 | ncall: 49505 | eff(%): 3.103 | loglstar: -inf < -23.352 < inf | logz: -40.297 +/- 0.391 | dlogz: 16.283 > 0.109
iter: 1537 | bound: 14 | nc: 39 | ncall: 49544 | eff(%): 3.102 | loglstar: -inf < -23.263 < inf | logz: -40.244 +/- 0.392 | dlogz: 16.225 > 0.109
iter: 1538 | bound: 14 | nc: 39 | ncall: 49583 | eff(%): 3.102 | loglstar: -inf < -23.173 < inf | logz: -40.189 +/- 0.392 | dlogz: 16.162 > 0.109
iter: 1539 | bound: 14 | nc: 39 | ncall: 49622 | eff(%): 3.101 | loglstar: -inf < -23.125 < inf | logz: -40.135 +/- 0.392 | dlogz: 16.098 > 0.109
iter: 1540 | bound: 14 | nc: 39 | ncall: 49661 | eff(%): 3.101 | loglstar: -inf < -23.096 < inf | logz: -40.081 +/- 0.393 | dlogz: 16.034 > 0.109
iter: 1541 | bound: 14 | nc: 39 | ncall: 49700 | eff(%): 3.101 | loglstar: -inf < -23.092 < inf | logz: -40.031 +/- 0.393 | dlogz: 15.970 > 0.109
iter: 1542 | bound: 14 | nc: 39 | ncall: 49739 | eff(%): 3.100 | loglstar: -inf < -23.068 < inf | logz: -39.982 +/- 0.393 | dlogz: 15.910 > 0.109
iter: 1543 | bound: 14 | nc: 39 | ncall: 49778 | eff(%): 3.100 | loglstar: -inf < -23.031 < inf | logz: -39.935 +/- 0.393 | dlogz: 15.851 > 0.109
iter: 1544 | bound: 14 | nc: 39 | ncall: 49817 | eff(%): 3.099 | loglstar: -inf < -22.976 < inf | logz: -39.888 +/- 0.394 | dlogz: 15.794 > 0.109
iter: 1545 | bound: 14 | nc: 39 | ncall: 49856 | eff(%): 3.099 | loglstar: -inf < -22.955 < inf | logz: -39.842 +/- 0.394 | dlogz: 15.737 > 0.109
iter: 1546 | bound: 14 | nc: 39 | ncall: 49895 | eff(%): 3.099 | loglstar: -inf < -22.755 < inf | logz: -39.793 +/- 0.394 | dlogz: 15.681 > 0.109
iter: 1547 | bound: 14 | nc: 39 | ncall: 49934 | eff(%): 3.098 | loglstar: -inf < -22.752 < inf | logz: -39.743 +/- 0.394 | dlogz: 15.623 > 0.109
iter: 1548 | bound: 14 | nc: 39 | ncall: 49973 | eff(%): 3.098 | loglstar: -inf < -22.608 < inf | logz: -39.692 +/- 0.395 | dlogz: 15.562 > 0.109
iter: 1549 | bound: 14 | nc: 39 | ncall: 50012 | eff(%): 3.097 | loglstar: -inf < -22.537 < inf | logz: -39.638 +/- 0.395 | dlogz: 15.501 > 0.109
iter: 1550 | bound: 14 | nc: 39 | ncall: 50051 | eff(%): 3.097 | loglstar: -inf < -22.381 < inf | logz: -39.582 +/- 0.395 | dlogz: 15.438 > 0.109
iter: 1551 | bound: 14 | nc: 39 | ncall: 50090 | eff(%): 3.096 | loglstar: -inf < -22.242 < inf | logz: -39.521 +/- 0.396 | dlogz: 15.371 > 0.109
iter: 1552 | bound: 14 | nc: 39 | ncall: 50129 | eff(%): 3.096 | loglstar: -inf < -22.191 < inf | logz: -39.459 +/- 0.396 | dlogz: 15.300 > 0.109
iter: 1553 | bound: 14 | nc: 39 | ncall: 50168 | eff(%): 3.096 | loglstar: -inf < -22.181 < inf | logz: -39.399 +/- 0.396 | dlogz: 15.228 > 0.109
iter: 1554 | bound: 14 | nc: 39 | ncall: 50207 | eff(%): 3.095 | loglstar: -inf < -22.112 < inf | logz: -39.341 +/- 0.397 | dlogz: 15.159 > 0.109
iter: 1555 | bound: 14 | nc: 39 | ncall: 50246 | eff(%): 3.095 | loglstar: -inf < -22.106 < inf | logz: -39.285 +/- 0.397 | dlogz: 15.091 > 0.109
iter: 1556 | bound: 14 | nc: 39 | ncall: 50285 | eff(%): 3.094 | loglstar: -inf < -22.081 < inf | logz: -39.231 +/- 0.397 | dlogz: 15.024 > 0.109
iter: 1557 | bound: 14 | nc: 39 | ncall: 50324 | eff(%): 3.094 | loglstar: -inf < -22.071 < inf | logz: -39.180 +/- 0.397 | dlogz: 14.961 > 0.109
iter: 1558 | bound: 14 | nc: 39 | ncall: 50363 | eff(%): 3.094 | loglstar: -inf < -22.043 < inf | logz: -39.131 +/- 0.397 | dlogz: 14.900 > 0.109
iter: 1559 | bound: 14 | nc: 39 | ncall: 50402 | eff(%): 3.093 | loglstar: -inf < -22.036 < inf | logz: -39.083 +/- 0.398 | dlogz: 14.840 > 0.109
iter: 1560 | bound: 14 | nc: 39 | ncall: 50441 | eff(%): 3.093 | loglstar: -inf < -21.993 < inf | logz: -39.038 +/- 0.398 | dlogz: 14.783 > 0.109
iter: 1561 | bound: 14 | nc: 39 | ncall: 50480 | eff(%): 3.092 | loglstar: -inf < -21.977 < inf | logz: -38.993 +/- 0.398 | dlogz: 14.728 > 0.109
iter: 1562 | bound: 14 | nc: 39 | ncall: 50519 | eff(%): 3.092 | loglstar: -inf < -21.935 < inf | logz: -38.949 +/- 0.398 | dlogz: 14.673 > 0.109
iter: 1563 | bound: 14 | nc: 39 | ncall: 50558 | eff(%): 3.091 | loglstar: -inf < -21.689 < inf | logz: -38.901 +/- 0.398 | dlogz: 14.619 > 0.109
iter: 1564 | bound: 14 | nc: 39 | ncall: 50597 | eff(%): 3.091 | loglstar: -inf < -21.660 < inf | logz: -38.850 +/- 0.398 | dlogz: 14.562 > 0.109
iter: 1565 | bound: 14 | nc: 39 | ncall: 50636 | eff(%): 3.091 | loglstar: -inf < -21.650 < inf | logz: -38.801 +/- 0.398 | dlogz: 14.500 > 0.109
iter: 1566 | bound: 14 | nc: 39 | ncall: 50675 | eff(%): 3.090 | loglstar: -inf < -21.585 < inf | logz: -38.752 +/- 0.398 | dlogz: 14.441 > 0.109
iter: 1567 | bound: 14 | nc: 39 | ncall: 50714 | eff(%): 3.090 | loglstar: -inf < -21.579 < inf | logz: -38.705 +/- 0.398 | dlogz: 14.383 > 0.109
iter: 1568 | bound: 14 | nc: 39 | ncall: 50753 | eff(%): 3.089 | loglstar: -inf < -21.557 < inf | logz: -38.660 +/- 0.399 | dlogz: 14.326 > 0.109
iter: 1569 | bound: 14 | nc: 39 | ncall: 50792 | eff(%): 3.089 | loglstar: -inf < -21.546 < inf | logz: -38.616 +/- 0.399 | dlogz: 14.270 > 0.109
iter: 1570 | bound: 14 | nc: 39 | ncall: 50831 | eff(%): 3.089 | loglstar: -inf < -21.533 < inf | logz: -38.575 +/- 0.399 | dlogz: 14.217 > 0.109
iter: 1571 | bound: 14 | nc: 39 | ncall: 50870 | eff(%): 3.088 | loglstar: -inf < -21.530 < inf | logz: -38.534 +/- 0.399 | dlogz: 14.165 > 0.109
iter: 1572 | bound: 14 | nc: 39 | ncall: 50909 | eff(%): 3.088 | loglstar: -inf < -21.525 < inf | logz: -38.496 +/- 0.399 | dlogz: 14.115 > 0.109
iter: 1573 | bound: 14 | nc: 39 | ncall: 50948 | eff(%): 3.087 | loglstar: -inf < -21.515 < inf | logz: -38.459 +/- 0.399 | dlogz: 14.067 > 0.109
iter: 1574 | bound: 14 | nc: 39 | ncall: 50987 | eff(%): 3.087 | loglstar: -inf < -21.414 < inf | logz: -38.422 +/- 0.399 | dlogz: 14.020 > 0.109
iter: 1575 | bound: 14 | nc: 39 | ncall: 51026 | eff(%): 3.087 | loglstar: -inf < -21.400 < inf | logz: -38.385 +/- 0.399 | dlogz: 13.973 > 0.109
iter: 1576 | bound: 14 | nc: 39 | ncall: 51065 | eff(%): 3.086 | loglstar: -inf < -21.376 < inf | logz: -38.348 +/- 0.399 | dlogz: 13.925 > 0.109
iter: 1577 | bound: 14 | nc: 39 | ncall: 51104 | eff(%): 3.086 | loglstar: -inf < -21.373 < inf | logz: -38.313 +/- 0.399 | dlogz: 13.879 > 0.109
iter: 1578 | bound: 14 | nc: 39 | ncall: 51143 | eff(%): 3.085 | loglstar: -inf < -21.302 < inf | logz: -38.278 +/- 0.399 | dlogz: 13.834 > 0.109
iter: 1579 | bound: 14 | nc: 39 | ncall: 51182 | eff(%): 3.085 | loglstar: -inf < -21.270 < inf | logz: -38.242 +/- 0.399 | dlogz: 13.789 > 0.109
iter: 1580 | bound: 14 | nc: 39 | ncall: 51221 | eff(%): 3.085 | loglstar: -inf < -21.169 < inf | logz: -38.206 +/- 0.399 | dlogz: 13.743 > 0.109
iter: 1581 | bound: 14 | nc: 39 | ncall: 51260 | eff(%): 3.084 | loglstar: -inf < -21.132 < inf | logz: -38.170 +/- 0.399 | dlogz: 13.697 > 0.109
iter: 1582 | bound: 14 | nc: 39 | ncall: 51299 | eff(%): 3.084 | loglstar: -inf < -21.080 < inf | logz: -38.133 +/- 0.399 | dlogz: 13.651 > 0.109
iter: 1583 | bound: 14 | nc: 39 | ncall: 51338 | eff(%): 3.083 | loglstar: -inf < -21.072 < inf | logz: -38.097 +/- 0.399 | dlogz: 13.604 > 0.109
iter: 1584 | bound: 14 | nc: 39 | ncall: 51377 | eff(%): 3.083 | loglstar: -inf < -20.999 < inf | logz: -38.061 +/- 0.399 | dlogz: 13.558 > 0.109
iter: 1585 | bound: 14 | nc: 39 | ncall: 51416 | eff(%): 3.083 | loglstar: -inf < -20.983 < inf | logz: -38.025 +/- 0.399 | dlogz: 13.512 > 0.109
iter: 1586 | bound: 14 | nc: 39 | ncall: 51455 | eff(%): 3.082 | loglstar: -inf < -20.956 < inf | logz: -37.990 +/- 0.399 | dlogz: 13.466 > 0.109
iter: 1587 | bound: 14 | nc: 39 | ncall: 51494 | eff(%): 3.082 | loglstar: -inf < -20.926 < inf | logz: -37.955 +/- 0.399 | dlogz: 13.421 > 0.109
iter: 1588 | bound: 14 | nc: 39 | ncall: 51533 | eff(%): 3.082 | loglstar: -inf < -20.867 < inf | logz: -37.921 +/- 0.399 | dlogz: 13.377 > 0.109
iter: 1589 | bound: 14 | nc: 39 | ncall: 51572 | eff(%): 3.081 | loglstar: -inf < -20.760 < inf | logz: -37.885 +/- 0.399 | dlogz: 13.332 > 0.109
iter: 1590 | bound: 14 | nc: 39 | ncall: 51611 | eff(%): 3.081 | loglstar: -inf < -20.618 < inf | logz: -37.846 +/- 0.399 | dlogz: 13.286 > 0.109
iter: 1591 | bound: 14 | nc: 39 | ncall: 51650 | eff(%): 3.080 | loglstar: -inf < -20.616 < inf | logz: -37.806 +/- 0.399 | dlogz: 13.238 > 0.109
iter: 1592 | bound: 14 | nc: 39 | ncall: 51689 | eff(%): 3.080 | loglstar: -inf < -20.609 < inf | logz: -37.769 +/- 0.399 | dlogz: 13.188 > 0.109
iter: 1593 | bound: 14 | nc: 39 | ncall: 51728 | eff(%): 3.080 | loglstar: -inf < -20.579 < inf | logz: -37.732 +/- 0.399 | dlogz: 13.140 > 0.109
iter: 1594 | bound: 14 | nc: 39 | ncall: 51767 | eff(%): 3.079 | loglstar: -inf < -20.557 < inf | logz: -37.696 +/- 0.399 | dlogz: 13.093 > 0.109
iter: 1595 | bound: 14 | nc: 39 | ncall: 51806 | eff(%): 3.079 | loglstar: -inf < -20.522 < inf | logz: -37.660 +/- 0.399 | dlogz: 13.047 > 0.109
iter: 1596 | bound: 14 | nc: 39 | ncall: 51845 | eff(%): 3.078 | loglstar: -inf < -20.474 < inf | logz: -37.625 +/- 0.399 | dlogz: 13.002 > 0.109
iter: 1597 | bound: 14 | nc: 39 | ncall: 51884 | eff(%): 3.078 | loglstar: -inf < -20.451 < inf | logz: -37.590 +/- 0.399 | dlogz: 12.957 > 0.109
iter: 1598 | bound: 14 | nc: 39 | ncall: 51923 | eff(%): 3.078 | loglstar: -inf < -20.428 < inf | logz: -37.556 +/- 0.399 | dlogz: 12.912 > 0.109
iter: 1599 | bound: 14 | nc: 39 | ncall: 51962 | eff(%): 3.077 | loglstar: -inf < -20.337 < inf | logz: -37.521 +/- 0.399 | dlogz: 12.868 > 0.109
iter: 1600 | bound: 14 | nc: 39 | ncall: 52001 | eff(%): 3.077 | loglstar: -inf < -20.308 < inf | logz: -37.486 +/- 0.400 | dlogz: 12.823 > 0.109
iter: 1601 | bound: 14 | nc: 39 | ncall: 52040 | eff(%): 3.076 | loglstar: -inf < -20.303 < inf | logz: -37.452 +/- 0.400 | dlogz: 12.778 > 0.109
iter: 1602 | bound: 14 | nc: 39 | ncall: 52079 | eff(%): 3.076 | loglstar: -inf < -20.257 < inf | logz: -37.418 +/- 0.400 | dlogz: 12.734 > 0.109
iter: 1603 | bound: 14 | nc: 39 | ncall: 52118 | eff(%): 3.076 | loglstar: -inf < -20.219 < inf | logz: -37.385 +/- 0.400 | dlogz: 12.690 > 0.109
iter: 1604 | bound: 14 | nc: 39 | ncall: 52157 | eff(%): 3.075 | loglstar: -inf < -20.211 < inf | logz: -37.352 +/- 0.400 | dlogz: 12.647 > 0.109
iter: 1605 | bound: 14 | nc: 39 | ncall: 52196 | eff(%): 3.075 | loglstar: -inf < -20.202 < inf | logz: -37.320 +/- 0.400 | dlogz: 12.604 > 0.109
iter: 1606 | bound: 14 | nc: 39 | ncall: 52235 | eff(%): 3.075 | loglstar: -inf < -20.162 < inf | logz: -37.289 +/- 0.400 | dlogz: 12.562 > 0.109
iter: 1607 | bound: 14 | nc: 39 | ncall: 52274 | eff(%): 3.074 | loglstar: -inf < -20.159 < inf | logz: -37.258 +/- 0.400 | dlogz: 12.521 > 0.109
iter: 1608 | bound: 14 | nc: 39 | ncall: 52313 | eff(%): 3.074 | loglstar: -inf < -20.137 < inf | logz: -37.228 +/- 0.400 | dlogz: 12.480 > 0.109
iter: 1609 | bound: 14 | nc: 39 | ncall: 52352 | eff(%): 3.073 | loglstar: -inf < -20.124 < inf | logz: -37.199 +/- 0.400 | dlogz: 12.441 > 0.109
iter: 1610 | bound: 14 | nc: 39 | ncall: 52391 | eff(%): 3.073 | loglstar: -inf < -20.111 < inf | logz: -37.171 +/- 0.400 | dlogz: 12.401 > 0.109
iter: 1611 | bound: 14 | nc: 39 | ncall: 52430 | eff(%): 3.073 | loglstar: -inf < -20.082 < inf | logz: -37.143 +/- 0.400 | dlogz: 12.363 > 0.109
iter: 1612 | bound: 14 | nc: 39 | ncall: 52469 | eff(%): 3.072 | loglstar: -inf < -20.059 < inf | logz: -37.115 +/- 0.400 | dlogz: 12.325 > 0.109
iter: 1613 | bound: 14 | nc: 39 | ncall: 52508 | eff(%): 3.072 | loglstar: -inf < -19.907 < inf | logz: -37.086 +/- 0.400 | dlogz: 12.288 > 0.109
iter: 1614 | bound: 14 | nc: 39 | ncall: 52547 | eff(%): 3.072 | loglstar: -inf < -19.896 < inf | logz: -37.056 +/- 0.400 | dlogz: 12.249 > 0.109
iter: 1615 | bound: 14 | nc: 39 | ncall: 52586 | eff(%): 3.071 | loglstar: -inf < -19.877 < inf | logz: -37.026 +/- 0.400 | dlogz: 12.208 > 0.109
iter: 1616 | bound: 14 | nc: 39 | ncall: 52625 | eff(%): 3.071 | loglstar: -inf < -19.816 < inf | logz: -36.997 +/- 0.400 | dlogz: 12.169 > 0.109
iter: 1617 | bound: 14 | nc: 39 | ncall: 52664 | eff(%): 3.070 | loglstar: -inf < -19.730 < inf | logz: -36.966 +/- 0.400 | dlogz: 12.129 > 0.109
iter: 1618 | bound: 14 | nc: 39 | ncall: 52703 | eff(%): 3.070 | loglstar: -inf < -19.707 < inf | logz: -36.935 +/- 0.400 | dlogz: 12.089 > 0.109
iter: 1619 | bound: 14 | nc: 39 | ncall: 52742 | eff(%): 3.070 | loglstar: -inf < -19.657 < inf | logz: -36.904 +/- 0.400 | dlogz: 12.048 > 0.109
iter: 1620 | bound: 14 | nc: 39 | ncall: 52781 | eff(%): 3.069 | loglstar: -inf < -19.636 < inf | logz: -36.874 +/- 0.400 | dlogz: 12.007 > 0.109
iter: 1621 | bound: 14 | nc: 39 | ncall: 52820 | eff(%): 3.069 | loglstar: -inf < -19.600 < inf | logz: -36.843 +/- 0.400 | dlogz: 11.967 > 0.109
iter: 1622 | bound: 14 | nc: 39 | ncall: 52859 | eff(%): 3.069 | loglstar: -inf < -19.555 < inf | logz: -36.813 +/- 0.400 | dlogz: 11.926 > 0.109
iter: 1623 | bound: 14 | nc: 39 | ncall: 52898 | eff(%): 3.068 | loglstar: -inf < -19.506 < inf | logz: -36.782 +/- 0.400 | dlogz: 11.886 > 0.109
iter: 1624 | bound: 14 | nc: 39 | ncall: 52937 | eff(%): 3.068 | loglstar: -inf < -19.341 < inf | logz: -36.750 +/- 0.400 | dlogz: 11.846 > 0.109
iter: 1625 | bound: 14 | nc: 39 | ncall: 52976 | eff(%): 3.067 | loglstar: -inf < -19.264 < inf | logz: -36.715 +/- 0.401 | dlogz: 11.803 > 0.109
iter: 1626 | bound: 14 | nc: 39 | ncall: 53015 | eff(%): 3.067 | loglstar: -inf < -19.229 < inf | logz: -36.679 +/- 0.401 | dlogz: 11.758 > 0.109
iter: 1627 | bound: 14 | nc: 39 | ncall: 53054 | eff(%): 3.067 | loglstar: -inf < -19.171 < inf | logz: -36.643 +/- 0.401 | dlogz: 11.712 > 0.109
iter: 1628 | bound: 14 | nc: 39 | ncall: 53093 | eff(%): 3.066 | loglstar: -inf < -19.169 < inf | logz: -36.608 +/- 0.401 | dlogz: 11.667 > 0.109
iter: 1629 | bound: 14 | nc: 39 | ncall: 53132 | eff(%): 3.066 | loglstar: -inf < -19.136 < inf | logz: -36.574 +/- 0.401 | dlogz: 11.622 > 0.109
iter: 1630 | bound: 14 | nc: 39 | ncall: 53171 | eff(%): 3.066 | loglstar: -inf < -18.903 < inf | logz: -36.537 +/- 0.401 | dlogz: 11.578 > 0.109
iter: 1631 | bound: 14 | nc: 39 | ncall: 53210 | eff(%): 3.065 | loglstar: -inf < -18.884 < inf | logz: -36.496 +/- 0.401 | dlogz: 11.530 > 0.109
iter: 1632 | bound: 14 | nc: 39 | ncall: 53249 | eff(%): 3.065 | loglstar: -inf < -18.874 < inf | logz: -36.458 +/- 0.402 | dlogz: 11.480 > 0.109
iter: 1633 | bound: 14 | nc: 39 | ncall: 53288 | eff(%): 3.064 | loglstar: -inf < -18.813 < inf | logz: -36.419 +/- 0.402 | dlogz: 11.431 > 0.109
iter: 1634 | bound: 14 | nc: 39 | ncall: 53327 | eff(%): 3.064 | loglstar: -inf < -18.811 < inf | logz: -36.382 +/- 0.402 | dlogz: 11.987 > 0.109
iter: 1635 | bound: 14 | nc: 39 | ncall: 53366 | eff(%): 3.064 | loglstar: -inf < -18.789 < inf | logz: -36.345 +/- 0.402 | dlogz: 11.939 > 0.109
iter: 1636 | bound: 15 | nc: 39 | ncall: 53405 | eff(%): 3.063 | loglstar: -inf < -18.770 < inf | logz: -36.310 +/- 0.402 | dlogz: 11.893 > 0.109
iter: 1637 | bound: 15 | nc: 39 | ncall: 53444 | eff(%): 3.063 | loglstar: -inf < -18.706 < inf | logz: -36.274 +/- 0.402 | dlogz: 11.848 > 0.109
iter: 1638 | bound: 15 | nc: 39 | ncall: 53483 | eff(%): 3.063 | loglstar: -inf < -18.689 < inf | logz: -36.239 +/- 0.402 | dlogz: 11.802 > 0.109
iter: 1639 | bound: 15 | nc: 39 | ncall: 53522 | eff(%): 3.062 | loglstar: -inf < -18.626 < inf | logz: -36.204 +/- 0.403 | dlogz: 11.757 > 0.109
iter: 1640 | bound: 15 | nc: 39 | ncall: 53561 | eff(%): 3.062 | loglstar: -inf < -18.615 < inf | logz: -36.169 +/- 0.403 | dlogz: 11.712 > 0.109
iter: 1641 | bound: 15 | nc: 39 | ncall: 53600 | eff(%): 3.062 | loglstar: -inf < -18.612 < inf | logz: -36.136 +/- 0.403 | dlogz: 11.667 > 0.109
iter: 1642 | bound: 15 | nc: 39 | ncall: 53639 | eff(%): 3.061 | loglstar: -inf < -18.563 < inf | logz: -36.103 +/- 0.403 | dlogz: 12.531 > 0.109
iter: 1643 | bound: 15 | nc: 39 | ncall: 53678 | eff(%): 3.061 | loglstar: -inf < -18.519 < inf | logz: -36.070 +/- 0.403 | dlogz: 12.488 > 0.109
iter: 1644 | bound: 15 | nc: 39 | ncall: 53717 | eff(%): 3.060 | loglstar: -inf < -18.447 < inf | logz: -36.036 +/- 0.403 | dlogz: 12.445 > 0.109
iter: 1645 | bound: 15 | nc: 39 | ncall: 53756 | eff(%): 3.060 | loglstar: -inf < -18.435 < inf | logz: -36.003 +/- 0.403 | dlogz: 12.401 > 0.109
iter: 1646 | bound: 15 | nc: 39 | ncall: 53795 | eff(%): 3.060 | loglstar: -inf < -18.434 < inf | logz: -35.971 +/- 0.403 | dlogz: 12.358 > 0.109
iter: 1647 | bound: 15 | nc: 39 | ncall: 53834 | eff(%): 3.059 | loglstar: -inf < -18.400 < inf | logz: -35.939 +/- 0.403 | dlogz: 12.316 > 0.109
iter: 1648 | bound: 15 | nc: 39 | ncall: 53873 | eff(%): 3.059 | loglstar: -inf < -18.396 < inf | logz: -35.908 +/- 0.403 | dlogz: 12.274 > 0.109
iter: 1649 | bound: 15 | nc: 39 | ncall: 53912 | eff(%): 3.059 | loglstar: -inf < -18.277 < inf | logz: -35.877 +/- 0.403 | dlogz: 12.233 > 0.109
iter: 1650 | bound: 15 | nc: 39 | ncall: 53951 | eff(%): 3.058 | loglstar: -inf < -18.253 < inf | logz: -35.844 +/- 0.404 | dlogz: 12.192 > 0.109
iter: 1651 | bound: 15 | nc: 39 | ncall: 53990 | eff(%): 3.058 | loglstar: -inf < -18.144 < inf | logz: -35.811 +/- 0.404 | dlogz: 12.150 > 0.109
iter: 1652 | bound: 15 | nc: 39 | ncall: 54029 | eff(%): 3.058 | loglstar: -inf < -18.063 < inf | logz: -35.776 +/- 0.404 | dlogz: 12.600 > 0.109
iter: 1653 | bound: 15 | nc: 39 | ncall: 54068 | eff(%): 3.057 | loglstar: -inf < -18.020 < inf | logz: -35.741 +/- 0.404 | dlogz: 12.556 > 0.109
iter: 1654 | bound: 15 | nc: 39 | ncall: 54107 | eff(%): 3.057 | loglstar: -inf < -17.956 < inf | logz: -35.705 +/- 0.404 | dlogz: 12.510 > 0.109
iter: 1655 | bound: 15 | nc: 39 | ncall: 54146 | eff(%): 3.057 | loglstar: -inf < -17.954 < inf | logz: -35.670 +/- 0.404 | dlogz: 12.464 > 0.109
iter: 1656 | bound: 15 | nc: 39 | ncall: 54185 | eff(%): 3.056 | loglstar: -inf < -17.891 < inf | logz: -35.635 +/- 0.404 | dlogz: 12.419 > 0.109
iter: 1657 | bound: 15 | nc: 39 | ncall: 54224 | eff(%): 3.056 | loglstar: -inf < -17.889 < inf | logz: -35.600 +/- 0.404 | dlogz: 12.374 > 0.109
iter: 1658 | bound: 15 | nc: 39 | ncall: 54263 | eff(%): 3.055 | loglstar: -inf < -17.879 < inf | logz: -35.567 +/- 0.405 | dlogz: 12.330 > 0.109
iter: 1659 | bound: 15 | nc: 39 | ncall: 54302 | eff(%): 3.055 | loglstar: -inf < -17.852 < inf | logz: -35.535 +/- 0.405 | dlogz: 12.287 > 0.109
iter: 1660 | bound: 15 | nc: 39 | ncall: 54341 | eff(%): 3.055 | loglstar: -inf < -17.821 < inf | logz: -35.503 +/- 0.405 | dlogz: 12.244 > 0.109
iter: 1661 | bound: 15 | nc: 39 | ncall: 54380 | eff(%): 3.054 | loglstar: -inf < -17.626 < inf | logz: -35.468 +/- 0.405 | dlogz: 12.202 > 0.109
iter: 1662 | bound: 15 | nc: 39 | ncall: 54419 | eff(%): 3.054 | loglstar: -inf < -17.625 < inf | logz: -35.432 +/- 0.405 | dlogz: 12.158 > 0.109
iter: 1663 | bound: 15 | nc: 39 | ncall: 54458 | eff(%): 3.054 | loglstar: -inf < -17.607 < inf | logz: -35.397 +/- 0.405 | dlogz: 12.112 > 0.109
iter: 1664 | bound: 15 | nc: 39 | ncall: 54497 | eff(%): 3.053 | loglstar: -inf < -17.593 < inf | logz: -35.363 +/- 0.405 | dlogz: 12.067 > 0.109
iter: 1665 | bound: 15 | nc: 39 | ncall: 54536 | eff(%): 3.053 | loglstar: -inf < -17.577 < inf | logz: -35.330 +/- 0.405 | dlogz: 12.023 > 0.109
iter: 1666 | bound: 15 | nc: 39 | ncall: 54575 | eff(%): 3.053 | loglstar: -inf < -17.566 < inf | logz: -35.298 +/- 0.405 | dlogz: 11.980 > 0.109
iter: 1667 | bound: 15 | nc: 39 | ncall: 54614 | eff(%): 3.052 | loglstar: -inf < -17.538 < inf | logz: -35.267 +/- 0.405 | dlogz: 11.938 > 0.109
iter: 1668 | bound: 15 | nc: 39 | ncall: 54653 | eff(%): 3.052 | loglstar: -inf < -17.508 < inf | logz: -35.236 +/- 0.406 | dlogz: 11.897 > 0.109
iter: 1669 | bound: 15 | nc: 39 | ncall: 54692 | eff(%): 3.052 | loglstar: -inf < -17.477 < inf | logz: -35.206 +/- 0.406 | dlogz: 11.856 > 0.109
iter: 1670 | bound: 15 | nc: 39 | ncall: 54731 | eff(%): 3.051 | loglstar: -inf < -17.416 < inf | logz: -35.175 +/- 0.406 | dlogz: 11.816 > 0.109
iter: 1671 | bound: 15 | nc: 39 | ncall: 54770 | eff(%): 3.051 | loglstar: -inf < -17.398 < inf | logz: -35.144 +/- 0.406 | dlogz: 11.775 > 0.109
iter: 1672 | bound: 15 | nc: 39 | ncall: 54809 | eff(%): 3.051 | loglstar: -inf < -17.372 < inf | logz: -35.114 +/- 0.406 | dlogz: 11.734 > 0.109
iter: 1673 | bound: 15 | nc: 39 | ncall: 54848 | eff(%): 3.050 | loglstar: -inf < -17.362 < inf | logz: -35.084 +/- 0.406 | dlogz: 11.694 > 0.109
iter: 1674 | bound: 15 | nc: 39 | ncall: 54887 | eff(%): 3.050 | loglstar: -inf < -17.354 < inf | logz: -35.056 +/- 0.406 | dlogz: 11.655 > 0.109
iter: 1675 | bound: 15 | nc: 39 | ncall: 54926 | eff(%): 3.050 | loglstar: -inf < -17.301 < inf | logz: -35.027 +/- 0.406 | dlogz: 11.616 > 0.109
iter: 1676 | bound: 15 | nc: 39 | ncall: 54965 | eff(%): 3.049 | loglstar: -inf < -17.277 < inf | logz: -34.999 +/- 0.406 | dlogz: 11.578 > 0.109
iter: 1677 | bound: 15 | nc: 39 | ncall: 55004 | eff(%): 3.049 | loglstar: -inf < -17.270 < inf | logz: -34.971 +/- 0.406 | dlogz: 11.539 > 0.109
iter: 1678 | bound: 15 | nc: 39 | ncall: 55043 | eff(%): 3.049 | loglstar: -inf < -17.206 < inf | logz: -34.943 +/- 0.406 | dlogz: 11.501 > 0.109
iter: 1679 | bound: 15 | nc: 39 | ncall: 55082 | eff(%): 3.048 | loglstar: -inf < -17.192 < inf | logz: -34.915 +/- 0.406 | dlogz: 11.464 > 0.109
iter: 1680 | bound: 15 | nc: 39 | ncall: 55121 | eff(%): 3.048 | loglstar: -inf < -17.184 < inf | logz: -34.888 +/- 0.406 | dlogz: 11.426 > 0.109
iter: 1681 | bound: 15 | nc: 39 | ncall: 55160 | eff(%): 3.047 | loglstar: -inf < -17.172 < inf | logz: -34.862 +/- 0.406 | dlogz: 11.389 > 0.109
iter: 1682 | bound: 15 | nc: 39 | ncall: 55199 | eff(%): 3.047 | loglstar: -inf < -17.151 < inf | logz: -34.836 +/- 0.406 | dlogz: 11.353 > 0.109
iter: 1683 | bound: 15 | nc: 39 | ncall: 55238 | eff(%): 3.047 | loglstar: -inf < -17.023 < inf | logz: -34.809 +/- 0.406 | dlogz: 11.317 > 0.109
iter: 1684 | bound: 15 | nc: 39 | ncall: 55277 | eff(%): 3.046 | loglstar: -inf < -17.019 < inf | logz: -34.782 +/- 0.406 | dlogz: 11.280 > 0.109
iter: 1685 | bound: 15 | nc: 39 | ncall: 55316 | eff(%): 3.046 | loglstar: -inf < -17.016 < inf | logz: -34.755 +/- 0.406 | dlogz: 11.243 > 0.109
iter: 1686 | bound: 15 | nc: 39 | ncall: 55355 | eff(%): 3.046 | loglstar: -inf < -16.833 < inf | logz: -34.727 +/- 0.407 | dlogz: 11.206 > 0.109
iter: 1687 | bound: 15 | nc: 39 | ncall: 55394 | eff(%): 3.045 | loglstar: -inf < -16.829 < inf | logz: -34.697 +/- 0.407 | dlogz: 11.168 > 0.109
iter: 1688 | bound: 15 | nc: 39 | ncall: 55433 | eff(%): 3.045 | loglstar: -inf < -16.806 < inf | logz: -34.668 +/- 0.407 | dlogz: 11.128 > 0.109
iter: 1689 | bound: 15 | nc: 39 | ncall: 55472 | eff(%): 3.045 | loglstar: -inf < -16.783 < inf | logz: -34.639 +/- 0.407 | dlogz: 11.089 > 0.109
iter: 1690 | bound: 15 | nc: 39 | ncall: 55511 | eff(%): 3.044 | loglstar: -inf < -16.710 < inf | logz: -34.610 +/- 0.407 | dlogz: 11.050 > 0.109
iter: 1691 | bound: 15 | nc: 39 | ncall: 55550 | eff(%): 3.044 | loglstar: -inf < -16.699 < inf | logz: -34.581 +/- 0.407 | dlogz: 11.012 > 0.109
iter: 1692 | bound: 15 | nc: 39 | ncall: 55589 | eff(%): 3.044 | loglstar: -inf < -16.693 < inf | logz: -34.553 +/- 0.407 | dlogz: 10.973 > 0.109
iter: 1693 | bound: 15 | nc: 39 | ncall: 55628 | eff(%): 3.043 | loglstar: -inf < -16.668 < inf | logz: -34.526 +/- 0.407 | dlogz: 10.935 > 0.109
iter: 1694 | bound: 15 | nc: 39 | ncall: 55667 | eff(%): 3.043 | loglstar: -inf < -16.662 < inf | logz: -34.499 +/- 0.407 | dlogz: 10.897 > 0.109
iter: 1695 | bound: 15 | nc: 39 | ncall: 55706 | eff(%): 3.043 | loglstar: -inf < -16.644 < inf | logz: -34.473 +/- 0.407 | dlogz: 10.860 > 0.109
iter: 1696 | bound: 15 | nc: 39 | ncall: 55745 | eff(%): 3.042 | loglstar: -inf < -16.547 < inf | logz: -34.446 +/- 0.407 | dlogz: 10.824 > 0.109
iter: 1697 | bound: 15 | nc: 39 | ncall: 55784 | eff(%): 3.042 | loglstar: -inf < -16.533 < inf | logz: -34.419 +/- 0.407 | dlogz: 10.787 > 0.109
iter: 1698 | bound: 15 | nc: 39 | ncall: 55823 | eff(%): 3.042 | loglstar: -inf < -16.513 < inf | logz: -34.392 +/- 0.407 | dlogz: 10.750 > 0.109
iter: 1699 | bound: 15 | nc: 39 | ncall: 55862 | eff(%): 3.041 | loglstar: -inf < -16.478 < inf | logz: -34.365 +/- 0.407 | dlogz: 10.713 > 0.109
iter: 1700 | bound: 15 | nc: 39 | ncall: 55901 | eff(%): 3.041 | loglstar: -inf < -16.477 < inf | logz: -34.339 +/- 0.408 | dlogz: 11.207 > 0.109
iter: 1701 | bound: 15 | nc: 39 | ncall: 55940 | eff(%): 3.041 | loglstar: -inf < -16.444 < inf | logz: -34.314 +/- 0.408 | dlogz: 11.171 > 0.109
iter: 1702 | bound: 15 | nc: 39 | ncall: 55979 | eff(%): 3.040 | loglstar: -inf < -16.403 < inf | logz: -34.288 +/- 0.408 | dlogz: 11.135 > 0.109
iter: 1703 | bound: 15 | nc: 39 | ncall: 56018 | eff(%): 3.040 | loglstar: -inf < -16.352 < inf | logz: -34.262 +/- 0.408 | dlogz: 11.100 > 0.109
iter: 1704 | bound: 15 | nc: 39 | ncall: 56057 | eff(%): 3.040 | loglstar: -inf < -16.345 < inf | logz: -34.237 +/- 0.408 | dlogz: 11.064 > 0.109
iter: 1705 | bound: 15 | nc: 39 | ncall: 56096 | eff(%): 3.039 | loglstar: -inf < -16.328 < inf | logz: -34.211 +/- 0.408 | dlogz: 11.028 > 0.109
iter: 1706 | bound: 15 | nc: 39 | ncall: 56135 | eff(%): 3.039 | loglstar: -inf < -16.211 < inf | logz: -34.186 +/- 0.408 | dlogz: 10.993 > 0.109
iter: 1707 | bound: 15 | nc: 39 | ncall: 56174 | eff(%): 3.039 | loglstar: -inf < -16.196 < inf | logz: -34.159 +/- 0.408 | dlogz: 10.957 > 0.109
iter: 1708 | bound: 15 | nc: 39 | ncall: 56213 | eff(%): 3.038 | loglstar: -inf < -16.196 < inf | logz: -34.133 +/- 0.408 | dlogz: 10.921 > 0.109
iter: 1709 | bound: 15 | nc: 39 | ncall: 56252 | eff(%): 3.038 | loglstar: -inf < -16.161 < inf | logz: -34.108 +/- 0.408 | dlogz: 10.885 > 0.109
iter: 1710 | bound: 15 | nc: 39 | ncall: 56291 | eff(%): 3.038 | loglstar: -inf < -16.135 < inf | logz: -34.082 +/- 0.408 | dlogz: 10.849 > 0.109
iter: 1711 | bound: 15 | nc: 39 | ncall: 56330 | eff(%): 3.037 | loglstar: -inf < -16.109 < inf | logz: -34.057 +/- 0.408 | dlogz: 10.814 > 0.109
iter: 1712 | bound: 15 | nc: 39 | ncall: 56369 | eff(%): 3.037 | loglstar: -inf < -16.099 < inf | logz: -34.032 +/- 0.408 | dlogz: 10.779 > 0.109
iter: 1713 | bound: 15 | nc: 39 | ncall: 56408 | eff(%): 3.037 | loglstar: -inf < -16.090 < inf | logz: -34.008 +/- 0.408 | dlogz: 10.744 > 0.109
iter: 1714 | bound: 15 | nc: 39 | ncall: 56447 | eff(%): 3.036 | loglstar: -inf < -16.035 < inf | logz: -33.984 +/- 0.408 | dlogz: 10.710 > 0.109
iter: 1715 | bound: 15 | nc: 39 | ncall: 56486 | eff(%): 3.036 | loglstar: -inf < -16.020 < inf | logz: -33.960 +/- 0.408 | dlogz: 10.676 > 0.109
iter: 1716 | bound: 15 | nc: 39 | ncall: 56525 | eff(%): 3.036 | loglstar: -inf < -15.984 < inf | logz: -33.936 +/- 0.408 | dlogz: 10.642 > 0.109
iter: 1717 | bound: 15 | nc: 39 | ncall: 56564 | eff(%): 3.035 | loglstar: -inf < -15.928 < inf | logz: -33.912 +/- 0.408 | dlogz: 10.609 > 0.109
iter: 1718 | bound: 15 | nc: 39 | ncall: 56603 | eff(%): 3.035 | loglstar: -inf < -15.873 < inf | logz: -33.888 +/- 0.409 | dlogz: 10.574 > 0.109
iter: 1719 | bound: 15 | nc: 39 | ncall: 56642 | eff(%): 3.035 | loglstar: -inf < -15.864 < inf | logz: -33.863 +/- 0.409 | dlogz: 10.540 > 0.109
iter: 1720 | bound: 15 | nc: 39 | ncall: 56681 | eff(%): 3.035 | loglstar: -inf < -15.830 < inf | logz: -33.839 +/- 0.409 | dlogz: 10.505 > 0.109
iter: 1721 | bound: 15 | nc: 39 | ncall: 56720 | eff(%): 3.034 | loglstar: -inf < -15.816 < inf | logz: -33.815 +/- 0.409 | dlogz: 10.471 > 0.109
iter: 1722 | bound: 15 | nc: 39 | ncall: 56759 | eff(%): 3.034 | loglstar: -inf < -15.784 < inf | logz: -33.791 +/- 0.409 | dlogz: 10.437 > 0.109
iter: 1723 | bound: 15 | nc: 39 | ncall: 56798 | eff(%): 3.034 | loglstar: -inf < -15.783 < inf | logz: -33.767 +/- 0.409 | dlogz: 10.403 > 0.109
iter: 1724 | bound: 15 | nc: 39 | ncall: 56837 | eff(%): 3.033 | loglstar: -inf < -15.693 < inf | logz: -33.744 +/- 0.409 | dlogz: 10.370 > 0.109
iter: 1725 | bound: 15 | nc: 39 | ncall: 56876 | eff(%): 3.033 | loglstar: -inf < -15.690 < inf | logz: -33.720 +/- 0.409 | dlogz: 10.336 > 0.109
iter: 1726 | bound: 15 | nc: 39 | ncall: 56915 | eff(%): 3.033 | loglstar: -inf < -15.663 < inf | logz: -33.696 +/- 0.409 | dlogz: 10.302 > 0.109
iter: 1727 | bound: 15 | nc: 39 | ncall: 56954 | eff(%): 3.032 | loglstar: -inf < -15.662 < inf | logz: -33.673 +/- 0.409 | dlogz: 10.269 > 0.109
iter: 1728 | bound: 15 | nc: 39 | ncall: 56993 | eff(%): 3.032 | loglstar: -inf < -15.562 < inf | logz: -33.650 +/- 0.409 | dlogz: 10.236 > 0.109
iter: 1729 | bound: 15 | nc: 39 | ncall: 57032 | eff(%): 3.032 | loglstar: -inf < -15.558 < inf | logz: -33.626 +/- 0.409 | dlogz: 10.203 > 0.109
iter: 1730 | bound: 15 | nc: 39 | ncall: 57071 | eff(%): 3.031 | loglstar: -inf < -15.510 < inf | logz: -33.602 +/- 0.409 | dlogz: 10.169 > 0.109
iter: 1731 | bound: 15 | nc: 39 | ncall: 57110 | eff(%): 3.031 | loglstar: -inf < -15.487 < inf | logz: -33.578 +/- 0.409 | dlogz: 10.135 > 0.109
iter: 1732 | bound: 15 | nc: 39 | ncall: 57149 | eff(%): 3.031 | loglstar: -inf < -15.464 < inf | logz: -33.555 +/- 0.409 | dlogz: 10.101 > 0.109
iter: 1733 | bound: 15 | nc: 39 | ncall: 57188 | eff(%): 3.030 | loglstar: -inf < -15.427 < inf | logz: -33.531 +/- 0.410 | dlogz: 10.068 > 0.109
iter: 1734 | bound: 15 | nc: 39 | ncall: 57227 | eff(%): 3.030 | loglstar: -inf < -15.374 < inf | logz: -33.508 +/- 0.410 | dlogz: 10.035 > 0.109
iter: 1735 | bound: 15 | nc: 39 | ncall: 57266 | eff(%): 3.030 | loglstar: -inf < -15.339 < inf | logz: -33.484 +/- 0.410 | dlogz: 10.001 > 0.109
iter: 1736 | bound: 16 | nc: 39 | ncall: 57305 | eff(%): 3.029 | loglstar: -inf < -15.294 < inf | logz: -33.460 +/- 0.410 | dlogz: 9.967 > 0.109
iter: 1737 | bound: 16 | nc: 39 | ncall: 57344 | eff(%): 3.029 | loglstar: -inf < -15.289 < inf | logz: -33.436 +/- 0.410 | dlogz: 9.933 > 0.109
iter: 1738 | bound: 16 | nc: 39 | ncall: 57383 | eff(%): 3.029 | loglstar: -inf < -15.269 < inf | logz: -33.412 +/- 0.410 | dlogz: 9.899 > 0.109
iter: 1739 | bound: 16 | nc: 39 | ncall: 57422 | eff(%): 3.028 | loglstar: -inf < -15.265 < inf | logz: -33.390 +/- 0.410 | dlogz: 9.866 > 0.109
iter: 1740 | bound: 16 | nc: 39 | ncall: 57461 | eff(%): 3.028 | loglstar: -inf < -15.238 < inf | logz: -33.367 +/- 0.410 | dlogz: 9.833 > 0.109
iter: 1741 | bound: 16 | nc: 39 | ncall: 57500 | eff(%): 3.028 | loglstar: -inf < -15.238 < inf | logz: -33.345 +/- 0.410 | dlogz: 9.800 > 0.109
iter: 1742 | bound: 16 | nc: 39 | ncall: 57539 | eff(%): 3.028 | loglstar: -inf < -15.199 < inf | logz: -33.323 +/- 0.410 | dlogz: 10.646 > 0.109
iter: 1743 | bound: 16 | nc: 39 | ncall: 57578 | eff(%): 3.027 | loglstar: -inf < -15.142 < inf | logz: -33.301 +/- 0.410 | dlogz: 10.615 > 0.109
iter: 1744 | bound: 16 | nc: 39 | ncall: 57617 | eff(%): 3.027 | loglstar: -inf < -15.121 < inf | logz: -33.279 +/- 0.410 | dlogz: 10.583 > 0.109
iter: 1745 | bound: 16 | nc: 39 | ncall: 57656 | eff(%): 3.027 | loglstar: -inf < -15.030 < inf | logz: -33.256 +/- 0.410 | dlogz: 10.550 > 0.109
iter: 1746 | bound: 16 | nc: 39 | ncall: 57695 | eff(%): 3.026 | loglstar: -inf < -14.973 < inf | logz: -33.232 +/- 0.410 | dlogz: 10.517 > 0.109
iter: 1747 | bound: 16 | nc: 39 | ncall: 57734 | eff(%): 3.026 | loglstar: -inf < -14.965 < inf | logz: -33.208 +/- 0.411 | dlogz: 10.484 > 0.109
iter: 1748 | bound: 16 | nc: 39 | ncall: 57773 | eff(%): 3.026 | loglstar: -inf < -14.930 < inf | logz: -33.185 +/- 0.411 | dlogz: 10.450 > 0.109
iter: 1749 | bound: 16 | nc: 39 | ncall: 57812 | eff(%): 3.025 | loglstar: -inf < -14.903 < inf | logz: -33.161 +/- 0.411 | dlogz: 10.417 > 0.109
iter: 1750 | bound: 16 | nc: 39 | ncall: 57851 | eff(%): 3.025 | loglstar: -inf < -14.817 < inf | logz: -33.137 +/- 0.411 | dlogz: 10.383 > 0.109
iter: 1751 | bound: 16 | nc: 39 | ncall: 57890 | eff(%): 3.025 | loglstar: -inf < -14.801 < inf | logz: -33.113 +/- 0.411 | dlogz: 10.349 > 0.109
iter: 1752 | bound: 16 | nc: 39 | ncall: 57929 | eff(%): 3.024 | loglstar: -inf < -14.800 < inf | logz: -33.089 +/- 0.411 | dlogz: 10.315 > 0.109
iter: 1753 | bound: 16 | nc: 39 | ncall: 57968 | eff(%): 3.024 | loglstar: -inf < -14.760 < inf | logz: -33.066 +/- 0.411 | dlogz: 10.281 > 0.109
iter: 1754 | bound: 16 | nc: 39 | ncall: 58007 | eff(%): 3.024 | loglstar: -inf < -14.750 < inf | logz: -33.043 +/- 0.411 | dlogz: 10.248 > 0.109
iter: 1755 | bound: 16 | nc: 39 | ncall: 58046 | eff(%): 3.023 | loglstar: -inf < -14.748 < inf | logz: -33.020 +/- 0.411 | dlogz: 10.215 > 0.109
iter: 1756 | bound: 16 | nc: 39 | ncall: 58085 | eff(%): 3.023 | loglstar: -inf < -14.720 < inf | logz: -32.998 +/- 0.411 | dlogz: 10.182 > 0.109
iter: 1757 | bound: 16 | nc: 39 | ncall: 58124 | eff(%): 3.023 | loglstar: -inf < -14.718 < inf | logz: -32.976 +/- 0.411 | dlogz: 10.150 > 0.109
iter: 1758 | bound: 16 | nc: 39 | ncall: 58163 | eff(%): 3.023 | loglstar: -inf < -14.639 < inf | logz: -32.954 +/- 0.411 | dlogz: 10.118 > 0.109
iter: 1759 | bound: 16 | nc: 39 | ncall: 58202 | eff(%): 3.022 | loglstar: -inf < -14.620 < inf | logz: -32.931 +/- 0.412 | dlogz: 10.086 > 0.109
iter: 1760 | bound: 16 | nc: 39 | ncall: 58241 | eff(%): 3.022 | loglstar: -inf < -14.586 < inf | logz: -32.909 +/- 0.412 | dlogz: 10.054 > 0.109
iter: 1761 | bound: 16 | nc: 39 | ncall: 58280 | eff(%): 3.022 | loglstar: -inf < -14.584 < inf | logz: -32.887 +/- 0.412 | dlogz: 10.021 > 0.109
iter: 1762 | bound: 16 | nc: 39 | ncall: 58319 | eff(%): 3.021 | loglstar: -inf < -14.547 < inf | logz: -32.865 +/- 0.412 | dlogz: 9.989 > 0.109
iter: 1763 | bound: 16 | nc: 39 | ncall: 58358 | eff(%): 3.021 | loglstar: -inf < -14.544 < inf | logz: -32.844 +/- 0.412 | dlogz: 9.958 > 0.109
iter: 1764 | bound: 16 | nc: 39 | ncall: 58397 | eff(%): 3.021 | loglstar: -inf < -14.513 < inf | logz: -32.823 +/- 0.412 | dlogz: 9.926 > 0.109
iter: 1765 | bound: 16 | nc: 39 | ncall: 58436 | eff(%): 3.020 | loglstar: -inf < -14.505 < inf | logz: -32.802 +/- 0.412 | dlogz: 9.895 > 0.109
iter: 1766 | bound: 16 | nc: 39 | ncall: 58475 | eff(%): 3.020 | loglstar: -inf < -14.464 < inf | logz: -32.781 +/- 0.412 | dlogz: 9.864 > 0.109
iter: 1767 | bound: 16 | nc: 39 | ncall: 58514 | eff(%): 3.020 | loglstar: -inf < -14.404 < inf | logz: -32.760 +/- 0.412 | dlogz: 9.834 > 0.109
iter: 1768 | bound: 16 | nc: 39 | ncall: 58553 | eff(%): 3.019 | loglstar: -inf < -14.404 < inf | logz: -32.738 +/- 0.412 | dlogz: 11.189 > 0.109
iter: 1769 | bound: 16 | nc: 39 | ncall: 58592 | eff(%): 3.019 | loglstar: -inf < -14.351 < inf | logz: -32.717 +/- 0.412 | dlogz: 11.158 > 0.109
iter: 1770 | bound: 16 | nc: 39 | ncall: 58631 | eff(%): 3.019 | loglstar: -inf < -14.349 < inf | logz: -32.696 +/- 0.412 | dlogz: 11.126 > 0.109
iter: 1771 | bound: 16 | nc: 39 | ncall: 58670 | eff(%): 3.019 | loglstar: -inf < -14.331 < inf | logz: -32.676 +/- 0.412 | dlogz: 11.096 > 0.109
iter: 1772 | bound: 16 | nc: 39 | ncall: 58709 | eff(%): 3.018 | loglstar: -inf < -14.330 < inf | logz: -32.656 +/- 0.412 | dlogz: 11.065 > 0.109
iter: 1773 | bound: 16 | nc: 39 | ncall: 58748 | eff(%): 3.018 | loglstar: -inf < -14.293 < inf | logz: -32.636 +/- 0.412 | dlogz: 11.035 > 0.109
iter: 1774 | bound: 16 | nc: 39 | ncall: 58787 | eff(%): 3.018 | loglstar: -inf < -14.200 < inf | logz: -32.615 +/- 0.413 | dlogz: 11.005 > 0.109
iter: 1775 | bound: 16 | nc: 39 | ncall: 58826 | eff(%): 3.017 | loglstar: -inf < -14.170 < inf | logz: -32.594 +/- 0.413 | dlogz: 10.974 > 0.109
iter: 1776 | bound: 16 | nc: 39 | ncall: 58865 | eff(%): 3.017 | loglstar: -inf < -14.168 < inf | logz: -32.573 +/- 0.413 | dlogz: 10.943 > 0.109
iter: 1777 | bound: 16 | nc: 39 | ncall: 58904 | eff(%): 3.017 | loglstar: -inf < -14.149 < inf | logz: -32.552 +/- 0.413 | dlogz: 10.912 > 0.109
iter: 1778 | bound: 16 | nc: 39 | ncall: 58943 | eff(%): 3.016 | loglstar: -inf < -14.148 < inf | logz: -32.532 +/- 0.413 | dlogz: 10.882 > 0.109
iter: 1779 | bound: 16 | nc: 39 | ncall: 58982 | eff(%): 3.016 | loglstar: -inf < -14.134 < inf | logz: -32.512 +/- 0.413 | dlogz: 10.852 > 0.109
iter: 1780 | bound: 16 | nc: 39 | ncall: 59021 | eff(%): 3.016 | loglstar: -inf < -13.944 < inf | logz: -32.491 +/- 0.413 | dlogz: 10.822 > 0.109
iter: 1781 | bound: 16 | nc: 39 | ncall: 59060 | eff(%): 3.016 | loglstar: -inf < -13.929 < inf | logz: -32.468 +/- 0.413 | dlogz: 10.791 > 0.109
iter: 1782 | bound: 16 | nc: 39 | ncall: 59099 | eff(%): 3.015 | loglstar: -inf < -13.892 < inf | logz: -32.446 +/- 0.413 | dlogz: 10.758 > 0.109
iter: 1783 | bound: 16 | nc: 39 | ncall: 59138 | eff(%): 3.015 | loglstar: -inf < -13.717 < inf | logz: -32.422 +/- 0.413 | dlogz: 10.726 > 0.109
iter: 1784 | bound: 16 | nc: 39 | ncall: 59177 | eff(%): 3.015 | loglstar: -inf < -13.713 < inf | logz: -32.396 +/- 0.413 | dlogz: 10.691 > 0.109
iter: 1785 | bound: 16 | nc: 39 | ncall: 59216 | eff(%): 3.014 | loglstar: -inf < -13.699 < inf | logz: -32.371 +/- 0.414 | dlogz: 10.656 > 0.109
iter: 1786 | bound: 16 | nc: 39 | ncall: 59255 | eff(%): 3.014 | loglstar: -inf < -13.697 < inf | logz: -32.347 +/- 0.414 | dlogz: 10.621 > 0.109
iter: 1787 | bound: 16 | nc: 39 | ncall: 59294 | eff(%): 3.014 | loglstar: -inf < -13.668 < inf | logz: -32.323 +/- 0.414 | dlogz: 10.587 > 0.109
iter: 1788 | bound: 16 | nc: 39 | ncall: 59333 | eff(%): 3.014 | loglstar: -inf < -13.621 < inf | logz: -32.299 +/- 0.414 | dlogz: 10.553 > 0.109
iter: 1789 | bound: 16 | nc: 39 | ncall: 59372 | eff(%): 3.013 | loglstar: -inf < -13.613 < inf | logz: -32.275 +/- 0.414 | dlogz: 10.519 > 0.109
iter: 1790 | bound: 16 | nc: 39 | ncall: 59411 | eff(%): 3.013 | loglstar: -inf < -13.610 < inf | logz: -32.252 +/- 0.414 | dlogz: 10.485 > 0.109
iter: 1791 | bound: 16 | nc: 39 | ncall: 59450 | eff(%): 3.013 | loglstar: -inf < -13.590 < inf | logz: -32.229 +/- 0.414 | dlogz: 10.452 > 0.109
iter: 1792 | bound: 16 | nc: 39 | ncall: 59489 | eff(%): 3.012 | loglstar: -inf < -13.588 < inf | logz: -32.207 +/- 0.414 | dlogz: 10.420 > 0.109
iter: 1793 | bound: 16 | nc: 39 | ncall: 59528 | eff(%): 3.012 | loglstar: -inf < -13.585 < inf | logz: -32.186 +/- 0.414 | dlogz: 10.388 > 0.109
iter: 1794 | bound: 16 | nc: 39 | ncall: 59567 | eff(%): 3.012 | loglstar: -inf < -13.581 < inf | logz: -32.165 +/- 0.415 | dlogz: 10.356 > 0.109
iter: 1795 | bound: 16 | nc: 39 | ncall: 59606 | eff(%): 3.011 | loglstar: -inf < -13.567 < inf | logz: -32.144 +/- 0.415 | dlogz: 10.325 > 0.109
iter: 1796 | bound: 16 | nc: 39 | ncall: 59645 | eff(%): 3.011 | loglstar: -inf < -13.552 < inf | logz: -32.124 +/- 0.415 | dlogz: 10.295 > 0.109
iter: 1797 | bound: 16 | nc: 39 | ncall: 59684 | eff(%): 3.011 | loglstar: -inf < -13.521 < inf | logz: -32.104 +/- 0.415 | dlogz: 10.265 > 0.109
iter: 1798 | bound: 16 | nc: 39 | ncall: 59723 | eff(%): 3.011 | loglstar: -inf < -13.313 < inf | logz: -32.082 +/- 0.415 | dlogz: 10.235 > 0.109
iter: 1799 | bound: 16 | nc: 39 | ncall: 59762 | eff(%): 3.010 | loglstar: -inf < -13.197 < inf | logz: -32.057 +/- 0.415 | dlogz: 10.203 > 0.109
iter: 1800 | bound: 16 | nc: 39 | ncall: 59801 | eff(%): 3.010 | loglstar: -inf < -13.193 < inf | logz: -32.032 +/- 0.415 | dlogz: 10.168 > 0.109
iter: 1801 | bound: 16 | nc: 39 | ncall: 59840 | eff(%): 3.010 | loglstar: -inf < -13.130 < inf | logz: -32.006 +/- 0.415 | dlogz: 10.132 > 0.109
iter: 1802 | bound: 16 | nc: 39 | ncall: 59879 | eff(%): 3.009 | loglstar: -inf < -13.127 < inf | logz: -31.981 +/- 0.416 | dlogz: 10.097 > 0.109
iter: 1803 | bound: 16 | nc: 39 | ncall: 59918 | eff(%): 3.009 | loglstar: -inf < -13.123 < inf | logz: -31.956 +/- 0.416 | dlogz: 10.062 > 0.109
iter: 1804 | bound: 16 | nc: 39 | ncall: 59957 | eff(%): 3.009 | loglstar: -inf < -13.092 < inf | logz: -31.932 +/- 0.416 | dlogz: 10.027 > 0.109
iter: 1805 | bound: 16 | nc: 39 | ncall: 59996 | eff(%): 3.009 | loglstar: -inf < -13.082 < inf | logz: -31.908 +/- 0.416 | dlogz: 9.993 > 0.109
iter: 1806 | bound: 16 | nc: 39 | ncall: 60035 | eff(%): 3.008 | loglstar: -inf < -13.050 < inf | logz: -31.884 +/- 0.416 | dlogz: 9.959 > 0.109
iter: 1807 | bound: 16 | nc: 39 | ncall: 60074 | eff(%): 3.008 | loglstar: -inf < -13.020 < inf | logz: -31.861 +/- 0.416 | dlogz: 9.925 > 0.109
iter: 1808 | bound: 16 | nc: 39 | ncall: 60113 | eff(%): 3.008 | loglstar: -inf < -13.017 < inf | logz: -31.838 +/- 0.416 | dlogz: 9.892 > 0.109
iter: 1809 | bound: 16 | nc: 39 | ncall: 60152 | eff(%): 3.007 | loglstar: -inf < -13.014 < inf | logz: -31.815 +/- 0.416 | dlogz: 9.859 > 0.109
iter: 1810 | bound: 16 | nc: 39 | ncall: 60191 | eff(%): 3.007 | loglstar: -inf < -12.966 < inf | logz: -31.793 +/- 0.416 | dlogz: 9.827 > 0.109
iter: 1811 | bound: 16 | nc: 39 | ncall: 60230 | eff(%): 3.007 | loglstar: -inf < -12.901 < inf | logz: -31.770 +/- 0.417 | dlogz: 9.794 > 0.109
iter: 1812 | bound: 16 | nc: 39 | ncall: 60269 | eff(%): 3.007 | loglstar: -inf < -12.839 < inf | logz: -31.747 +/- 0.417 | dlogz: 9.761 > 0.109
iter: 1813 | bound: 16 | nc: 39 | ncall: 60308 | eff(%): 3.006 | loglstar: -inf < -12.832 < inf | logz: -31.723 +/- 0.417 | dlogz: 9.728 > 0.109
iter: 1814 | bound: 16 | nc: 39 | ncall: 60347 | eff(%): 3.006 | loglstar: -inf < -12.820 < inf | logz: -31.700 +/- 0.417 | dlogz: 9.694 > 0.109
iter: 1815 | bound: 16 | nc: 39 | ncall: 60386 | eff(%): 3.006 | loglstar: -inf < -12.814 < inf | logz: -31.678 +/- 0.417 | dlogz: 9.661 > 0.109
iter: 1816 | bound: 16 | nc: 39 | ncall: 60425 | eff(%): 3.005 | loglstar: -inf < -12.800 < inf | logz: -31.656 +/- 0.417 | dlogz: 9.629 > 0.109
iter: 1817 | bound: 16 | nc: 39 | ncall: 60464 | eff(%): 3.005 | loglstar: -inf < -12.755 < inf | logz: -31.634 +/- 0.417 | dlogz: 9.597 > 0.109
iter: 1818 | bound: 17 | nc: 39 | ncall: 60503 | eff(%): 3.005 | loglstar: -inf < -12.709 < inf | logz: -31.611 +/- 0.417 | dlogz: 9.565 > 0.109
iter: 1819 | bound: 17 | nc: 39 | ncall: 60542 | eff(%): 3.005 | loglstar: -inf < -12.682 < inf | logz: -31.589 +/- 0.417 | dlogz: 9.533 > 0.109
iter: 1820 | bound: 17 | nc: 39 | ncall: 60581 | eff(%): 3.004 | loglstar: -inf < -12.679 < inf | logz: -31.567 +/- 0.418 | dlogz: 9.501 > 0.109
iter: 1821 | bound: 17 | nc: 39 | ncall: 60620 | eff(%): 3.004 | loglstar: -inf < -12.664 < inf | logz: -31.546 +/- 0.418 | dlogz: 9.469 > 0.109
iter: 1822 | bound: 17 | nc: 39 | ncall: 60659 | eff(%): 3.004 | loglstar: -inf < -12.657 < inf | logz: -31.525 +/- 0.418 | dlogz: 9.438 > 0.109
iter: 1823 | bound: 17 | nc: 39 | ncall: 60698 | eff(%): 3.003 | loglstar: -inf < -12.649 < inf | logz: -31.504 +/- 0.418 | dlogz: 9.407 > 0.109
iter: 1824 | bound: 17 | nc: 39 | ncall: 60737 | eff(%): 3.003 | loglstar: -inf < -12.635 < inf | logz: -31.484 +/- 0.418 | dlogz: 9.376 > 0.109
iter: 1825 | bound: 17 | nc: 39 | ncall: 60776 | eff(%): 3.003 | loglstar: -inf < -12.582 < inf | logz: -31.464 +/- 0.418 | dlogz: 9.346 > 0.109
iter: 1826 | bound: 17 | nc: 39 | ncall: 60815 | eff(%): 3.003 | loglstar: -inf < -12.580 < inf | logz: -31.444 +/- 0.418 | dlogz: 9.316 > 0.109
iter: 1827 | bound: 17 | nc: 39 | ncall: 60854 | eff(%): 3.002 | loglstar: -inf < -12.578 < inf | logz: -31.424 +/- 0.418 | dlogz: 9.286 > 0.109
iter: 1828 | bound: 17 | nc: 39 | ncall: 60893 | eff(%): 3.002 | loglstar: -inf < -12.539 < inf | logz: -31.405 +/- 0.418 | dlogz: 9.256 > 0.109
iter: 1829 | bound: 17 | nc: 39 | ncall: 60932 | eff(%): 3.002 | loglstar: -inf < -12.523 < inf | logz: -31.385 +/- 0.418 | dlogz: 9.227 > 0.109
iter: 1830 | bound: 17 | nc: 39 | ncall: 60971 | eff(%): 3.001 | loglstar: -inf < -12.502 < inf | logz: -31.366 +/- 0.418 | dlogz: 9.197 > 0.109
iter: 1831 | bound: 17 | nc: 39 | ncall: 61010 | eff(%): 3.001 | loglstar: -inf < -12.486 < inf | logz: -31.347 +/- 0.418 | dlogz: 9.168 > 0.109
iter: 1832 | bound: 17 | nc: 39 | ncall: 61049 | eff(%): 3.001 | loglstar: -inf < -12.442 < inf | logz: -31.328 +/- 0.418 | dlogz: 9.139 > 0.109
iter: 1833 | bound: 17 | nc: 39 | ncall: 61088 | eff(%): 3.001 | loglstar: -inf < -12.439 < inf | logz: -31.309 +/- 0.418 | dlogz: 9.110 > 0.109
iter: 1834 | bound: 17 | nc: 39 | ncall: 61127 | eff(%): 3.000 | loglstar: -inf < -12.425 < inf | logz: -31.291 +/- 0.419 | dlogz: 9.081 > 0.109
iter: 1835 | bound: 17 | nc: 39 | ncall: 61166 | eff(%): 3.000 | loglstar: -inf < -12.398 < inf | logz: -31.272 +/- 0.419 | dlogz: 9.053 > 0.109
iter: 1836 | bound: 17 | nc: 39 | ncall: 61205 | eff(%): 3.000 | loglstar: -inf < -12.345 < inf | logz: -31.254 +/- 0.419 | dlogz: 9.025 > 0.109
iter: 1837 | bound: 17 | nc: 39 | ncall: 61244 | eff(%): 2.999 | loglstar: -inf < -12.339 < inf | logz: -31.235 +/- 0.419 | dlogz: 8.996 > 0.109
iter: 1838 | bound: 17 | nc: 39 | ncall: 61283 | eff(%): 2.999 | loglstar: -inf < -12.283 < inf | logz: -31.216 +/- 0.419 | dlogz: 8.968 > 0.109
iter: 1839 | bound: 17 | nc: 39 | ncall: 61322 | eff(%): 2.999 | loglstar: -inf < -12.269 < inf | logz: -31.198 +/- 0.419 | dlogz: 8.939 > 0.109
iter: 1840 | bound: 17 | nc: 39 | ncall: 61361 | eff(%): 2.999 | loglstar: -inf < -12.235 < inf | logz: -31.179 +/- 0.419 | dlogz: 8.910 > 0.109
iter: 1841 | bound: 17 | nc: 39 | ncall: 61400 | eff(%): 2.998 | loglstar: -inf < -12.182 < inf | logz: -31.160 +/- 0.419 | dlogz: 8.882 > 0.109
iter: 1842 | bound: 17 | nc: 39 | ncall: 61439 | eff(%): 2.998 | loglstar: -inf < -12.173 < inf | logz: -31.141 +/- 0.419 | dlogz: 8.853 > 0.109
iter: 1843 | bound: 17 | nc: 39 | ncall: 61478 | eff(%): 2.998 | loglstar: -inf < -12.146 < inf | logz: -31.122 +/- 0.419 | dlogz: 8.824 > 0.109
iter: 1844 | bound: 17 | nc: 39 | ncall: 61517 | eff(%): 2.998 | loglstar: -inf < -12.110 < inf | logz: -31.103 +/- 0.419 | dlogz: 8.795 > 0.109
iter: 1845 | bound: 17 | nc: 39 | ncall: 61556 | eff(%): 2.997 | loglstar: -inf < -12.052 < inf | logz: -31.084 +/- 0.419 | dlogz: 8.766 > 0.109
iter: 1846 | bound: 17 | nc: 39 | ncall: 61595 | eff(%): 2.997 | loglstar: -inf < -11.953 < inf | logz: -31.064 +/- 0.419 | dlogz: 8.737 > 0.109
iter: 1847 | bound: 17 | nc: 39 | ncall: 61634 | eff(%): 2.997 | loglstar: -inf < -11.952 < inf | logz: -31.043 +/- 0.419 | dlogz: 8.707 > 0.109
iter: 1848 | bound: 17 | nc: 39 | ncall: 61673 | eff(%): 2.996 | loglstar: -inf < -11.933 < inf | logz: -31.023 +/- 0.420 | dlogz: 8.676 > 0.109
iter: 1849 | bound: 17 | nc: 39 | ncall: 61712 | eff(%): 2.996 | loglstar: -inf < -11.904 < inf | logz: -31.003 +/- 0.420 | dlogz: 8.646 > 0.109
iter: 1850 | bound: 17 | nc: 39 | ncall: 61751 | eff(%): 2.996 | loglstar: -inf < -11.845 < inf | logz: -30.983 +/- 0.420 | dlogz: 8.616 > 0.109
iter: 1851 | bound: 17 | nc: 39 | ncall: 61790 | eff(%): 2.996 | loglstar: -inf < -11.832 < inf | logz: -30.962 +/- 0.420 | dlogz: 8.586 > 0.109
iter: 1852 | bound: 17 | nc: 39 | ncall: 61829 | eff(%): 2.995 | loglstar: -inf < -11.825 < inf | logz: -30.942 +/- 0.420 | dlogz: 8.556 > 0.109
iter: 1853 | bound: 17 | nc: 39 | ncall: 61868 | eff(%): 2.995 | loglstar: -inf < -11.779 < inf | logz: -30.922 +/- 0.420 | dlogz: 8.526 > 0.109
iter: 1854 | bound: 17 | nc: 39 | ncall: 61907 | eff(%): 2.995 | loglstar: -inf < -11.763 < inf | logz: -30.902 +/- 0.420 | dlogz: 8.496 > 0.109
iter: 1855 | bound: 17 | nc: 39 | ncall: 61946 | eff(%): 2.995 | loglstar: -inf < -11.742 < inf | logz: -30.883 +/- 0.420 | dlogz: 8.466 > 0.109
iter: 1856 | bound: 17 | nc: 39 | ncall: 61985 | eff(%): 2.994 | loglstar: -inf < -11.740 < inf | logz: -30.863 +/- 0.420 | dlogz: 8.436 > 0.109
iter: 1857 | bound: 17 | nc: 39 | ncall: 62024 | eff(%): 2.994 | loglstar: -inf < -11.734 < inf | logz: -30.844 +/- 0.420 | dlogz: 8.407 > 0.109
iter: 1858 | bound: 17 | nc: 39 | ncall: 62063 | eff(%): 2.994 | loglstar: -inf < -11.698 < inf | logz: -30.826 +/- 0.420 | dlogz: 8.378 > 0.109
iter: 1859 | bound: 17 | nc: 39 | ncall: 62102 | eff(%): 2.993 | loglstar: -inf < -11.694 < inf | logz: -30.807 +/- 0.421 | dlogz: 8.349 > 0.109
iter: 1860 | bound: 17 | nc: 39 | ncall: 62141 | eff(%): 2.993 | loglstar: -inf < -11.674 < inf | logz: -30.789 +/- 0.421 | dlogz: 8.321 > 0.109
iter: 1861 | bound: 17 | nc: 39 | ncall: 62180 | eff(%): 2.993 | loglstar: -inf < -11.650 < inf | logz: -30.771 +/- 0.421 | dlogz: 8.293 > 0.109
iter: 1862 | bound: 17 | nc: 39 | ncall: 62219 | eff(%): 2.993 | loglstar: -inf < -11.617 < inf | logz: -30.752 +/- 0.421 | dlogz: 8.265 > 0.109
iter: 1863 | bound: 17 | nc: 39 | ncall: 62258 | eff(%): 2.992 | loglstar: -inf < -11.603 < inf | logz: -30.734 +/- 0.421 | dlogz: 8.236 > 0.109
iter: 1864 | bound: 17 | nc: 39 | ncall: 62297 | eff(%): 2.992 | loglstar: -inf < -11.595 < inf | logz: -30.716 +/- 0.421 | dlogz: 8.208 > 0.109
iter: 1865 | bound: 17 | nc: 39 | ncall: 62336 | eff(%): 2.992 | loglstar: -inf < -11.592 < inf | logz: -30.699 +/- 0.421 | dlogz: 8.181 > 0.109
iter: 1866 | bound: 17 | nc: 39 | ncall: 62375 | eff(%): 2.992 | loglstar: -inf < -11.551 < inf | logz: -30.682 +/- 0.421 | dlogz: 8.153 > 0.109
iter: 1867 | bound: 17 | nc: 39 | ncall: 62414 | eff(%): 2.991 | loglstar: -inf < -11.468 < inf | logz: -30.664 +/- 0.421 | dlogz: 8.126 > 0.109
iter: 1868 | bound: 17 | nc: 39 | ncall: 62453 | eff(%): 2.991 | loglstar: -inf < -11.457 < inf | logz: -30.646 +/- 0.421 | dlogz: 8.098 > 0.109
iter: 1869 | bound: 17 | nc: 39 | ncall: 62492 | eff(%): 2.991 | loglstar: -inf < -11.406 < inf | logz: -30.627 +/- 0.421 | dlogz: 8.070 > 0.109
iter: 1870 | bound: 17 | nc: 39 | ncall: 62531 | eff(%): 2.991 | loglstar: -inf < -11.384 < inf | logz: -30.609 +/- 0.421 | dlogz: 8.042 > 0.109
iter: 1871 | bound: 17 | nc: 39 | ncall: 62570 | eff(%): 2.990 | loglstar: -inf < -11.368 < inf | logz: -30.590 +/- 0.421 | dlogz: 8.013 > 0.109
iter: 1872 | bound: 17 | nc: 39 | ncall: 62609 | eff(%): 2.990 | loglstar: -inf < -11.343 < inf | logz: -30.572 +/- 0.421 | dlogz: 7.985 > 0.109
iter: 1873 | bound: 17 | nc: 39 | ncall: 62648 | eff(%): 2.990 | loglstar: -inf < -11.313 < inf | logz: -30.554 +/- 0.422 | dlogz: 7.957 > 0.109
iter: 1874 | bound: 17 | nc: 39 | ncall: 62687 | eff(%): 2.989 | loglstar: -inf < -11.301 < inf | logz: -30.536 +/- 0.422 | dlogz: 7.929 > 0.109
iter: 1875 | bound: 17 | nc: 39 | ncall: 62726 | eff(%): 2.989 | loglstar: -inf < -11.296 < inf | logz: -30.518 +/- 0.422 | dlogz: 7.901 > 0.109
iter: 1876 | bound: 17 | nc: 39 | ncall: 62765 | eff(%): 2.989 | loglstar: -inf < -11.262 < inf | logz: -30.501 +/- 0.422 | dlogz: 7.873 > 0.109
iter: 1877 | bound: 17 | nc: 39 | ncall: 62804 | eff(%): 2.989 | loglstar: -inf < -11.248 < inf | logz: -30.483 +/- 0.422 | dlogz: 7.846 > 0.109
iter: 1878 | bound: 17 | nc: 39 | ncall: 62843 | eff(%): 2.988 | loglstar: -inf < -11.226 < inf | logz: -30.466 +/- 0.422 | dlogz: 7.818 > 0.109
iter: 1879 | bound: 17 | nc: 39 | ncall: 62882 | eff(%): 2.988 | loglstar: -inf < -11.219 < inf | logz: -30.449 +/- 0.422 | dlogz: 7.791 > 0.109
iter: 1880 | bound: 17 | nc: 39 | ncall: 62921 | eff(%): 2.988 | loglstar: -inf < -11.217 < inf | logz: -30.432 +/- 0.422 | dlogz: 7.764 > 0.109
iter: 1881 | bound: 17 | nc: 39 | ncall: 62960 | eff(%): 2.988 | loglstar: -inf < -11.215 < inf | logz: -30.416 +/- 0.422 | dlogz: 7.737 > 0.109
iter: 1882 | bound: 17 | nc: 39 | ncall: 62999 | eff(%): 2.987 | loglstar: -inf < -11.189 < inf | logz: -30.400 +/- 0.422 | dlogz: 7.711 > 0.109
iter: 1883 | bound: 17 | nc: 39 | ncall: 63038 | eff(%): 2.987 | loglstar: -inf < -11.158 < inf | logz: -30.384 +/- 0.422 | dlogz: 7.685 > 0.109
iter: 1884 | bound: 17 | nc: 39 | ncall: 63077 | eff(%): 2.987 | loglstar: -inf < -11.156 < inf | logz: -30.368 +/- 0.422 | dlogz: 7.659 > 0.109
iter: 1885 | bound: 17 | nc: 39 | ncall: 63116 | eff(%): 2.987 | loglstar: -inf < -11.099 < inf | logz: -30.352 +/- 0.422 | dlogz: 7.633 > 0.109
iter: 1886 | bound: 17 | nc: 39 | ncall: 63155 | eff(%): 2.986 | loglstar: -inf < -11.072 < inf | logz: -30.335 +/- 0.422 | dlogz: 7.607 > 0.109
iter: 1887 | bound: 17 | nc: 39 | ncall: 63194 | eff(%): 2.986 | loglstar: -inf < -11.038 < inf | logz: -30.319 +/- 0.422 | dlogz: 7.581 > 0.109
iter: 1888 | bound: 17 | nc: 39 | ncall: 63233 | eff(%): 2.986 | loglstar: -inf < -10.984 < inf | logz: -30.302 +/- 0.423 | dlogz: 7.554 > 0.109
iter: 1889 | bound: 17 | nc: 39 | ncall: 63272 | eff(%): 2.986 | loglstar: -inf < -10.980 < inf | logz: -30.286 +/- 0.423 | dlogz: 7.528 > 0.109
iter: 1890 | bound: 17 | nc: 39 | ncall: 63311 | eff(%): 2.985 | loglstar: -inf < -10.963 < inf | logz: -30.269 +/- 0.423 | dlogz: 7.501 > 0.109
iter: 1891 | bound: 17 | nc: 39 | ncall: 63350 | eff(%): 2.985 | loglstar: -inf < -10.944 < inf | logz: -30.253 +/- 0.423 | dlogz: 7.475 > 0.109
iter: 1892 | bound: 17 | nc: 39 | ncall: 63389 | eff(%): 2.985 | loglstar: -inf < -10.920 < inf | logz: -30.237 +/- 0.423 | dlogz: 7.449 > 0.109
iter: 1893 | bound: 17 | nc: 39 | ncall: 63428 | eff(%): 2.984 | loglstar: -inf < -10.910 < inf | logz: -30.220 +/- 0.423 | dlogz: 7.422 > 0.109
iter: 1894 | bound: 17 | nc: 39 | ncall: 63467 | eff(%): 2.984 | loglstar: -inf < -10.896 < inf | logz: -30.205 +/- 0.423 | dlogz: 7.396 > 0.109
iter: 1895 | bound: 17 | nc: 39 | ncall: 63506 | eff(%): 2.984 | loglstar: -inf < -10.873 < inf | logz: -30.189 +/- 0.423 | dlogz: 7.371 > 0.109
iter: 1896 | bound: 17 | nc: 39 | ncall: 63545 | eff(%): 2.984 | loglstar: -inf < -10.839 < inf | logz: -30.173 +/- 0.423 | dlogz: 7.345 > 0.109
iter: 1897 | bound: 17 | nc: 39 | ncall: 63584 | eff(%): 2.983 | loglstar: -inf < -10.811 < inf | logz: -30.157 +/- 0.423 | dlogz: 7.319 > 0.109
iter: 1898 | bound: 17 | nc: 39 | ncall: 63623 | eff(%): 2.983 | loglstar: -inf < -10.786 < inf | logz: -30.141 +/- 0.423 | dlogz: 7.293 > 0.109
iter: 1899 | bound: 17 | nc: 39 | ncall: 63662 | eff(%): 2.983 | loglstar: -inf < -10.782 < inf | logz: -30.126 +/- 0.423 | dlogz: 7.267 > 0.109
iter: 1900 | bound: 17 | nc: 39 | ncall: 63701 | eff(%): 2.983 | loglstar: -inf < -10.739 < inf | logz: -30.110 +/- 0.423 | dlogz: 7.242 > 0.109
iter: 1901 | bound: 17 | nc: 39 | ncall: 63740 | eff(%): 2.982 | loglstar: -inf < -10.735 < inf | logz: -30.094 +/- 0.423 | dlogz: 7.216 > 0.109
iter: 1902 | bound: 17 | nc: 39 | ncall: 63779 | eff(%): 2.982 | loglstar: -inf < -10.646 < inf | logz: -30.078 +/- 0.423 | dlogz: 7.191 > 0.109
iter: 1903 | bound: 17 | nc: 39 | ncall: 63818 | eff(%): 2.982 | loglstar: -inf < -10.590 < inf | logz: -30.062 +/- 0.424 | dlogz: 7.165 > 0.109
iter: 1904 | bound: 17 | nc: 39 | ncall: 63857 | eff(%): 2.982 | loglstar: -inf < -10.588 < inf | logz: -30.045 +/- 0.424 | dlogz: 7.138 > 0.109
iter: 1905 | bound: 17 | nc: 39 | ncall: 63896 | eff(%): 2.981 | loglstar: -inf < -10.548 < inf | logz: -30.028 +/- 0.424 | dlogz: 7.111 > 0.109
iter: 1906 | bound: 17 | nc: 39 | ncall: 63935 | eff(%): 2.981 | loglstar: -inf < -10.476 < inf | logz: -30.011 +/- 0.424 | dlogz: 7.085 > 0.109
iter: 1907 | bound: 17 | nc: 39 | ncall: 63974 | eff(%): 2.981 | loglstar: -inf < -10.458 < inf | logz: -29.993 +/- 0.424 | dlogz: 7.058 > 0.109
iter: 1908 | bound: 17 | nc: 39 | ncall: 64013 | eff(%): 2.981 | loglstar: -inf < -10.456 < inf | logz: -29.976 +/- 0.424 | dlogz: 7.193 > 0.109
iter: 1909 | bound: 17 | nc: 39 | ncall: 64052 | eff(%): 2.980 | loglstar: -inf < -10.427 < inf | logz: -29.959 +/- 0.424 | dlogz: 7.166 > 0.109
iter: 1910 | bound: 17 | nc: 39 | ncall: 64091 | eff(%): 2.980 | loglstar: -inf < -10.427 < inf | logz: -29.943 +/- 0.424 | dlogz: 7.139 > 0.109
iter: 1911 | bound: 17 | nc: 39 | ncall: 64130 | eff(%): 2.980 | loglstar: -inf < -10.374 < inf | logz: -29.926 +/- 0.424 | dlogz: 7.113 > 0.109
iter: 1912 | bound: 17 | nc: 39 | ncall: 64169 | eff(%): 2.980 | loglstar: -inf < -10.374 < inf | logz: -29.909 +/- 0.424 | dlogz: 7.086 > 0.109
iter: 1913 | bound: 17 | nc: 39 | ncall: 64208 | eff(%): 2.979 | loglstar: -inf < -10.358 < inf | logz: -29.893 +/- 0.424 | dlogz: 7.059 > 0.109
iter: 1914 | bound: 17 | nc: 39 | ncall: 64247 | eff(%): 2.979 | loglstar: -inf < -10.356 < inf | logz: -29.876 +/- 0.424 | dlogz: 7.033 > 0.109
iter: 1915 | bound: 17 | nc: 39 | ncall: 64286 | eff(%): 2.979 | loglstar: -inf < -10.352 < inf | logz: -29.861 +/- 0.425 | dlogz: 7.007 > 0.109
iter: 1916 | bound: 17 | nc: 39 | ncall: 64325 | eff(%): 2.979 | loglstar: -inf < -10.351 < inf | logz: -29.845 +/- 0.425 | dlogz: 6.981 > 0.109
iter: 1917 | bound: 18 | nc: 39 | ncall: 64364 | eff(%): 2.978 | loglstar: -inf < -10.339 < inf | logz: -29.830 +/- 0.425 | dlogz: 6.956 > 0.109
iter: 1918 | bound: 18 | nc: 39 | ncall: 64403 | eff(%): 2.978 | loglstar: -inf < -10.328 < inf | logz: -29.815 +/- 0.425 | dlogz: 6.930 > 0.109
iter: 1919 | bound: 18 | nc: 39 | ncall: 64442 | eff(%): 2.978 | loglstar: -inf < -10.315 < inf | logz: -29.800 +/- 0.425 | dlogz: 6.906 > 0.109
iter: 1920 | bound: 18 | nc: 39 | ncall: 64481 | eff(%): 2.978 | loglstar: -inf < -10.314 < inf | logz: -29.786 +/- 0.425 | dlogz: 7.401 > 0.109
iter: 1921 | bound: 18 | nc: 39 | ncall: 64520 | eff(%): 2.977 | loglstar: -inf < -10.309 < inf | logz: -29.772 +/- 0.425 | dlogz: 7.376 > 0.109
iter: 1922 | bound: 18 | nc: 39 | ncall: 64559 | eff(%): 2.977 | loglstar: -inf < -10.290 < inf | logz: -29.758 +/- 0.425 | dlogz: 7.352 > 0.109
iter: 1923 | bound: 18 | nc: 39 | ncall: 64598 | eff(%): 2.977 | loglstar: -inf < -10.266 < inf | logz: -29.744 +/- 0.425 | dlogz: 7.328 > 0.109
iter: 1924 | bound: 18 | nc: 39 | ncall: 64637 | eff(%): 2.977 | loglstar: -inf < -10.242 < inf | logz: -29.730 +/- 0.425 | dlogz: 7.304 > 0.109
iter: 1925 | bound: 18 | nc: 39 | ncall: 64676 | eff(%): 2.976 | loglstar: -inf < -10.235 < inf | logz: -29.716 +/- 0.425 | dlogz: 7.280 > 0.109
iter: 1926 | bound: 18 | nc: 39 | ncall: 64715 | eff(%): 2.976 | loglstar: -inf < -10.225 < inf | logz: -29.702 +/- 0.425 | dlogz: 7.257 > 0.109
iter: 1927 | bound: 18 | nc: 39 | ncall: 64754 | eff(%): 2.976 | loglstar: -inf < -10.223 < inf | logz: -29.689 +/- 0.425 | dlogz: 7.233 > 0.109
iter: 1928 | bound: 18 | nc: 39 | ncall: 64793 | eff(%): 2.976 | loglstar: -inf < -10.201 < inf | logz: -29.675 +/- 0.425 | dlogz: 7.210 > 0.109
iter: 1929 | bound: 18 | nc: 39 | ncall: 64832 | eff(%): 2.975 | loglstar: -inf < -10.154 < inf | logz: -29.662 +/- 0.425 | dlogz: 7.186 > 0.109
iter: 1930 | bound: 18 | nc: 39 | ncall: 64871 | eff(%): 2.975 | loglstar: -inf < -10.076 < inf | logz: -29.648 +/- 0.425 | dlogz: 7.163 > 0.109
iter: 1931 | bound: 18 | nc: 39 | ncall: 64910 | eff(%): 2.975 | loglstar: -inf < -10.055 < inf | logz: -29.634 +/- 0.425 | dlogz: 7.139 > 0.109
iter: 1932 | bound: 18 | nc: 39 | ncall: 64949 | eff(%): 2.975 | loglstar: -inf < -9.999 < inf | logz: -29.619 +/- 0.425 | dlogz: 7.115 > 0.109
iter: 1933 | bound: 18 | nc: 39 | ncall: 64988 | eff(%): 2.974 | loglstar: -inf < -9.928 < inf | logz: -29.604 +/- 0.426 | dlogz: 7.090 > 0.109
iter: 1934 | bound: 18 | nc: 39 | ncall: 65027 | eff(%): 2.974 | loglstar: -inf < -9.926 < inf | logz: -29.589 +/- 0.426 | dlogz: 7.065 > 0.109
iter: 1935 | bound: 18 | nc: 39 | ncall: 65066 | eff(%): 2.974 | loglstar: -inf < -9.924 < inf | logz: -29.574 +/- 0.426 | dlogz: 7.040 > 0.109
iter: 1936 | bound: 18 | nc: 39 | ncall: 65105 | eff(%): 2.974 | loglstar: -inf < -9.909 < inf | logz: -29.559 +/- 0.426 | dlogz: 7.015 > 0.109
iter: 1937 | bound: 18 | nc: 39 | ncall: 65144 | eff(%): 2.973 | loglstar: -inf < -9.901 < inf | logz: -29.545 +/- 0.426 | dlogz: 6.991 > 0.109
iter: 1938 | bound: 18 | nc: 39 | ncall: 65183 | eff(%): 2.973 | loglstar: -inf < -9.878 < inf | logz: -29.530 +/- 0.426 | dlogz: 6.966 > 0.109
iter: 1939 | bound: 18 | nc: 39 | ncall: 65222 | eff(%): 2.973 | loglstar: -inf < -9.813 < inf | logz: -29.516 +/- 0.426 | dlogz: 6.942 > 0.109
iter: 1940 | bound: 18 | nc: 39 | ncall: 65261 | eff(%): 2.973 | loglstar: -inf < -9.799 < inf | logz: -29.501 +/- 0.426 | dlogz: 6.918 > 0.109
iter: 1941 | bound: 18 | nc: 39 | ncall: 65300 | eff(%): 2.972 | loglstar: -inf < -9.761 < inf | logz: -29.486 +/- 0.426 | dlogz: 6.893 > 0.109
iter: 1942 | bound: 18 | nc: 39 | ncall: 65339 | eff(%): 2.972 | loglstar: -inf < -9.732 < inf | logz: -29.471 +/- 0.426 | dlogz: 6.868 > 0.109
iter: 1943 | bound: 18 | nc: 39 | ncall: 65378 | eff(%): 2.972 | loglstar: -inf < -9.688 < inf | logz: -29.456 +/- 0.426 | dlogz: 6.843 > 0.109
iter: 1944 | bound: 18 | nc: 39 | ncall: 65417 | eff(%): 2.972 | loglstar: -inf < -9.676 < inf | logz: -29.440 +/- 0.426 | dlogz: 6.818 > 0.109
iter: 1945 | bound: 18 | nc: 39 | ncall: 65456 | eff(%): 2.971 | loglstar: -inf < -9.646 < inf | logz: -29.425 +/- 0.427 | dlogz: 6.911 > 0.109
iter: 1946 | bound: 18 | nc: 39 | ncall: 65495 | eff(%): 2.971 | loglstar: -inf < -9.645 < inf | logz: -29.410 +/- 0.427 | dlogz: 6.886 > 0.109
iter: 1947 | bound: 18 | nc: 39 | ncall: 65534 | eff(%): 2.971 | loglstar: -inf < -9.631 < inf | logz: -29.396 +/- 0.427 | dlogz: 6.861 > 0.109
iter: 1948 | bound: 18 | nc: 39 | ncall: 65573 | eff(%): 2.971 | loglstar: -inf < -9.595 < inf | logz: -29.381 +/- 0.427 | dlogz: 6.836 > 0.109
iter: 1949 | bound: 18 | nc: 39 | ncall: 65612 | eff(%): 2.970 | loglstar: -inf < -9.588 < inf | logz: -29.366 +/- 0.427 | dlogz: 6.812 > 0.109
iter: 1950 | bound: 18 | nc: 39 | ncall: 65651 | eff(%): 2.970 | loglstar: -inf < -9.587 < inf | logz: -29.352 +/- 0.427 | dlogz: 6.787 > 0.109
iter: 1951 | bound: 18 | nc: 39 | ncall: 65690 | eff(%): 2.970 | loglstar: -inf < -9.578 < inf | logz: -29.337 +/- 0.427 | dlogz: 6.763 > 0.109
iter: 1952 | bound: 18 | nc: 39 | ncall: 65729 | eff(%): 2.970 | loglstar: -inf < -9.549 < inf | logz: -29.323 +/- 0.427 | dlogz: 6.739 > 0.109
iter: 1953 | bound: 18 | nc: 39 | ncall: 65768 | eff(%): 2.970 | loglstar: -inf < -9.535 < inf | logz: -29.309 +/- 0.427 | dlogz: 6.715 > 0.109
iter: 1954 | bound: 18 | nc: 39 | ncall: 65807 | eff(%): 2.969 | loglstar: -inf < -9.485 < inf | logz: -29.295 +/- 0.427 | dlogz: 6.691 > 0.109
iter: 1955 | bound: 18 | nc: 39 | ncall: 65846 | eff(%): 2.969 | loglstar: -inf < -9.457 < inf | logz: -29.281 +/- 0.427 | dlogz: 6.667 > 0.109
iter: 1956 | bound: 18 | nc: 39 | ncall: 65885 | eff(%): 2.969 | loglstar: -inf < -9.443 < inf | logz: -29.267 +/- 0.427 | dlogz: 6.642 > 0.109
iter: 1957 | bound: 18 | nc: 39 | ncall: 65924 | eff(%): 2.969 | loglstar: -inf < -9.414 < inf | logz: -29.252 +/- 0.427 | dlogz: 6.618 > 0.109
iter: 1958 | bound: 18 | nc: 39 | ncall: 65963 | eff(%): 2.968 | loglstar: -inf < -9.394 < inf | logz: -29.238 +/- 0.428 | dlogz: 6.594 > 0.109
iter: 1959 | bound: 18 | nc: 39 | ncall: 66002 | eff(%): 2.968 | loglstar: -inf < -9.342 < inf | logz: -29.224 +/- 0.428 | dlogz: 6.570 > 0.109
iter: 1960 | bound: 18 | nc: 39 | ncall: 66041 | eff(%): 2.968 | loglstar: -inf < -9.312 < inf | logz: -29.209 +/- 0.428 | dlogz: 6.545 > 0.109
iter: 1961 | bound: 18 | nc: 39 | ncall: 66080 | eff(%): 2.968 | loglstar: -inf < -9.310 < inf | logz: -29.194 +/- 0.428 | dlogz: 6.521 > 0.109
iter: 1962 | bound: 18 | nc: 39 | ncall: 66119 | eff(%): 2.967 | loglstar: -inf < -9.286 < inf | logz: -29.180 +/- 0.428 | dlogz: 6.496 > 0.109
iter: 1963 | bound: 18 | nc: 39 | ncall: 66158 | eff(%): 2.967 | loglstar: -inf < -9.243 < inf | logz: -29.165 +/- 0.428 | dlogz: 6.472 > 0.109
iter: 1964 | bound: 18 | nc: 39 | ncall: 66197 | eff(%): 2.967 | loglstar: -inf < -9.234 < inf | logz: -29.151 +/- 0.428 | dlogz: 6.447 > 0.109
iter: 1965 | bound: 18 | nc: 39 | ncall: 66236 | eff(%): 2.967 | loglstar: -inf < -9.219 < inf | logz: -29.137 +/- 0.428 | dlogz: 6.423 > 0.109
iter: 1966 | bound: 18 | nc: 39 | ncall: 66275 | eff(%): 2.966 | loglstar: -inf < -9.203 < inf | logz: -29.122 +/- 0.428 | dlogz: 6.399 > 0.109
iter: 1967 | bound: 18 | nc: 39 | ncall: 66314 | eff(%): 2.966 | loglstar: -inf < -9.169 < inf | logz: -29.108 +/- 0.428 | dlogz: 6.375 > 0.109
iter: 1968 | bound: 18 | nc: 39 | ncall: 66353 | eff(%): 2.966 | loglstar: -inf < -9.163 < inf | logz: -29.094 +/- 0.428 | dlogz: 6.350 > 0.109
iter: 1969 | bound: 18 | nc: 39 | ncall: 66392 | eff(%): 2.966 | loglstar: -inf < -9.131 < inf | logz: -29.080 +/- 0.428 | dlogz: 6.326 > 0.109
iter: 1970 | bound: 18 | nc: 39 | ncall: 66431 | eff(%): 2.965 | loglstar: -inf < -9.131 < inf | logz: -29.066 +/- 0.428 | dlogz: 6.302 > 0.109
iter: 1971 | bound: 18 | nc: 39 | ncall: 66470 | eff(%): 2.965 | loglstar: -inf < -9.118 < inf | logz: -29.052 +/- 0.429 | dlogz: 6.278 > 0.109
iter: 1972 | bound: 18 | nc: 39 | ncall: 66509 | eff(%): 2.965 | loglstar: -inf < -9.115 < inf | logz: -29.038 +/- 0.429 | dlogz: 6.255 > 0.109
iter: 1973 | bound: 18 | nc: 39 | ncall: 66548 | eff(%): 2.965 | loglstar: -inf < -9.093 < inf | logz: -29.025 +/- 0.429 | dlogz: 6.231 > 0.109
iter: 1974 | bound: 18 | nc: 39 | ncall: 66587 | eff(%): 2.965 | loglstar: -inf < -9.039 < inf | logz: -29.011 +/- 0.429 | dlogz: 6.208 > 0.109
iter: 1975 | bound: 18 | nc: 39 | ncall: 66626 | eff(%): 2.964 | loglstar: -inf < -9.036 < inf | logz: -28.998 +/- 0.429 | dlogz: 6.184 > 0.109
iter: 1976 | bound: 18 | nc: 39 | ncall: 66665 | eff(%): 2.964 | loglstar: -inf < -8.975 < inf | logz: -28.984 +/- 0.429 | dlogz: 6.161 > 0.109
iter: 1977 | bound: 18 | nc: 39 | ncall: 66704 | eff(%): 2.964 | loglstar: -inf < -8.960 < inf | logz: -28.970 +/- 0.429 | dlogz: 6.137 > 0.109
iter: 1978 | bound: 18 | nc: 39 | ncall: 66743 | eff(%): 2.964 | loglstar: -inf < -8.947 < inf | logz: -28.956 +/- 0.429 | dlogz: 6.113 > 0.109
iter: 1979 | bound: 18 | nc: 39 | ncall: 66782 | eff(%): 2.963 | loglstar: -inf < -8.932 < inf | logz: -28.942 +/- 0.429 | dlogz: 6.090 > 0.109
iter: 1980 | bound: 18 | nc: 39 | ncall: 66821 | eff(%): 2.963 | loglstar: -inf < -8.920 < inf | logz: -28.929 +/- 0.429 | dlogz: 6.066 > 0.109
iter: 1981 | bound: 18 | nc: 39 | ncall: 66860 | eff(%): 2.963 | loglstar: -inf < -8.908 < inf | logz: -28.915 +/- 0.429 | dlogz: 6.042 > 0.109
iter: 1982 | bound: 18 | nc: 39 | ncall: 66899 | eff(%): 2.963 | loglstar: -inf < -8.890 < inf | logz: -28.902 +/- 0.429 | dlogz: 6.019 > 0.109
iter: 1983 | bound: 18 | nc: 39 | ncall: 66938 | eff(%): 2.962 | loglstar: -inf < -8.855 < inf | logz: -28.889 +/- 0.429 | dlogz: 5.996 > 0.109
iter: 1984 | bound: 18 | nc: 39 | ncall: 66977 | eff(%): 2.962 | loglstar: -inf < -8.842 < inf | logz: -28.875 +/- 0.430 | dlogz: 5.973 > 0.109
iter: 1985 | bound: 18 | nc: 39 | ncall: 67016 | eff(%): 2.962 | loglstar: -inf < -8.832 < inf | logz: -28.862 +/- 0.430 | dlogz: 5.949 > 0.109
iter: 1986 | bound: 18 | nc: 39 | ncall: 67055 | eff(%): 2.962 | loglstar: -inf < -8.831 < inf | logz: -28.849 +/- 0.430 | dlogz: 5.926 > 0.109
iter: 1987 | bound: 18 | nc: 39 | ncall: 67094 | eff(%): 2.962 | loglstar: -inf < -8.785 < inf | logz: -28.836 +/- 0.430 | dlogz: 5.903 > 0.109
iter: 1988 | bound: 18 | nc: 39 | ncall: 67133 | eff(%): 2.961 | loglstar: -inf < -8.782 < inf | logz: -28.823 +/- 0.430 | dlogz: 5.881 > 0.109
iter: 1989 | bound: 18 | nc: 39 | ncall: 67172 | eff(%): 2.961 | loglstar: -inf < -8.724 < inf | logz: -28.810 +/- 0.430 | dlogz: 5.858 > 0.109
iter: 1990 | bound: 18 | nc: 39 | ncall: 67211 | eff(%): 2.961 | loglstar: -inf < -8.711 < inf | logz: -28.797 +/- 0.430 | dlogz: 5.835 > 0.109
iter: 1991 | bound: 18 | nc: 39 | ncall: 67250 | eff(%): 2.961 | loglstar: -inf < -8.673 < inf | logz: -28.783 +/- 0.430 | dlogz: 5.812 > 0.109
iter: 1992 | bound: 18 | nc: 39 | ncall: 67289 | eff(%): 2.960 | loglstar: -inf < -8.663 < inf | logz: -28.770 +/- 0.430 | dlogz: 5.788 > 0.109
iter: 1993 | bound: 18 | nc: 39 | ncall: 67328 | eff(%): 2.960 | loglstar: -inf < -8.646 < inf | logz: -28.757 +/- 0.430 | dlogz: 5.765 > 0.109
iter: 1994 | bound: 18 | nc: 39 | ncall: 67367 | eff(%): 2.960 | loglstar: -inf < -8.606 < inf | logz: -28.744 +/- 0.430 | dlogz: 5.742 > 0.109
iter: 1995 | bound: 18 | nc: 39 | ncall: 67406 | eff(%): 2.960 | loglstar: -inf < -8.574 < inf | logz: -28.730 +/- 0.430 | dlogz: 5.719 > 0.109
iter: 1996 | bound: 18 | nc: 39 | ncall: 67445 | eff(%): 2.959 | loglstar: -inf < -8.567 < inf | logz: -28.717 +/- 0.430 | dlogz: 5.696 > 0.109
iter: 1997 | bound: 18 | nc: 39 | ncall: 67484 | eff(%): 2.959 | loglstar: -inf < -8.529 < inf | logz: -28.704 +/- 0.431 | dlogz: 5.673 > 0.109
iter: 1998 | bound: 18 | nc: 39 | ncall: 67523 | eff(%): 2.959 | loglstar: -inf < -8.521 < inf | logz: -28.690 +/- 0.431 | dlogz: 5.649 > 0.109
iter: 1999 | bound: 18 | nc: 39 | ncall: 67562 | eff(%): 2.959 | loglstar: -inf < -8.488 < inf | logz: -28.677 +/- 0.431 | dlogz: 5.626 > 0.109
iter: 2000 | bound: 18 | nc: 39 | ncall: 67601 | eff(%): 2.959 | loglstar: -inf < -8.465 < inf | logz: -28.664 +/- 0.431 | dlogz: 5.603 > 0.109
iter: 2001 | bound: 18 | nc: 39 | ncall: 67640 | eff(%): 2.958 | loglstar: -inf < -8.440 < inf | logz: -28.650 +/- 0.431 | dlogz: 5.580 > 0.109
iter: 2002 | bound: 18 | nc: 39 | ncall: 67679 | eff(%): 2.958 | loglstar: -inf < -8.434 < inf | logz: -28.637 +/- 0.431 | dlogz: 5.556 > 0.109
iter: 2003 | bound: 18 | nc: 39 | ncall: 67718 | eff(%): 2.958 | loglstar: -inf < -8.418 < inf | logz: -28.624 +/- 0.431 | dlogz: 5.533 > 0.109
iter: 2004 | bound: 18 | nc: 39 | ncall: 67757 | eff(%): 2.958 | loglstar: -inf < -8.417 < inf | logz: -28.611 +/- 0.431 | dlogz: 5.510 > 0.109
iter: 2005 | bound: 18 | nc: 39 | ncall: 67796 | eff(%): 2.957 | loglstar: -inf < -8.411 < inf | logz: -28.598 +/- 0.431 | dlogz: 5.488 > 0.109
iter: 2006 | bound: 18 | nc: 39 | ncall: 67835 | eff(%): 2.957 | loglstar: -inf < -8.396 < inf | logz: -28.586 +/- 0.431 | dlogz: 5.465 > 0.109
iter: 2007 | bound: 18 | nc: 39 | ncall: 67874 | eff(%): 2.957 | loglstar: -inf < -8.379 < inf | logz: -28.573 +/- 0.431 | dlogz: 5.443 > 0.109
iter: 2008 | bound: 18 | nc: 39 | ncall: 67913 | eff(%): 2.957 | loglstar: -inf < -8.367 < inf | logz: -28.561 +/- 0.431 | dlogz: 5.420 > 0.109
iter: 2009 | bound: 18 | nc: 39 | ncall: 67952 | eff(%): 2.956 | loglstar: -inf < -8.355 < inf | logz: -28.549 +/- 0.431 | dlogz: 5.398 > 0.109
iter: 2010 | bound: 18 | nc: 39 | ncall: 67991 | eff(%): 2.956 | loglstar: -inf < -8.336 < inf | logz: -28.536 +/- 0.432 | dlogz: 5.376 > 0.109
iter: 2011 | bound: 18 | nc: 39 | ncall: 68030 | eff(%): 2.956 | loglstar: -inf < -8.325 < inf | logz: -28.524 +/- 0.432 | dlogz: 5.354 > 0.109
iter: 2012 | bound: 18 | nc: 39 | ncall: 68069 | eff(%): 2.956 | loglstar: -inf < -8.310 < inf | logz: -28.512 +/- 0.432 | dlogz: 5.332 > 0.109
iter: 2013 | bound: 18 | nc: 39 | ncall: 68108 | eff(%): 2.956 | loglstar: -inf < -8.305 < inf | logz: -28.501 +/- 0.432 | dlogz: 5.310 > 0.109
iter: 2014 | bound: 18 | nc: 39 | ncall: 68147 | eff(%): 2.955 | loglstar: -inf < -8.303 < inf | logz: -28.489 +/- 0.432 | dlogz: 5.289 > 0.109
iter: 2015 | bound: 18 | nc: 39 | ncall: 68186 | eff(%): 2.955 | loglstar: -inf < -8.258 < inf | logz: -28.477 +/- 0.432 | dlogz: 5.267 > 0.109
iter: 2016 | bound: 18 | nc: 39 | ncall: 68225 | eff(%): 2.955 | loglstar: -inf < -8.255 < inf | logz: -28.466 +/- 0.432 | dlogz: 5.246 > 0.109
iter: 2017 | bound: 19 | nc: 39 | ncall: 68264 | eff(%): 2.955 | loglstar: -inf < -8.214 < inf | logz: -28.454 +/- 0.432 | dlogz: 5.224 > 0.109
iter: 2018 | bound: 19 | nc: 39 | ncall: 68303 | eff(%): 2.954 | loglstar: -inf < -8.213 < inf | logz: -28.442 +/- 0.432 | dlogz: 5.203 > 0.109
iter: 2019 | bound: 19 | nc: 39 | ncall: 68342 | eff(%): 2.954 | loglstar: -inf < -8.184 < inf | logz: -28.431 +/- 0.432 | dlogz: 5.181 > 0.109
iter: 2020 | bound: 19 | nc: 39 | ncall: 68381 | eff(%): 2.954 | loglstar: -inf < -8.181 < inf | logz: -28.419 +/- 0.432 | dlogz: 5.160 > 0.109
iter: 2021 | bound: 19 | nc: 39 | ncall: 68420 | eff(%): 2.954 | loglstar: -inf < -8.173 < inf | logz: -28.408 +/- 0.432 | dlogz: 5.139 > 0.109
iter: 2022 | bound: 19 | nc: 39 | ncall: 68459 | eff(%): 2.954 | loglstar: -inf < -8.165 < inf | logz: -28.397 +/- 0.432 | dlogz: 5.117 > 0.109
iter: 2023 | bound: 19 | nc: 39 | ncall: 68498 | eff(%): 2.953 | loglstar: -inf < -8.158 < inf | logz: -28.386 +/- 0.432 | dlogz: 5.096 > 0.109
iter: 2024 | bound: 19 | nc: 39 | ncall: 68537 | eff(%): 2.953 | loglstar: -inf < -8.143 < inf | logz: -28.375 +/- 0.432 | dlogz: 5.076 > 0.109
iter: 2025 | bound: 20 | nc: 39 | ncall: 68576 | eff(%): 2.953 | loglstar: -inf < -8.102 < inf | logz: -28.364 +/- 0.432 | dlogz: 5.055 > 0.109
iter: 2026 | bound: 20 | nc: 39 | ncall: 68615 | eff(%): 2.953 | loglstar: -inf < -8.089 < inf | logz: -28.353 +/- 0.432 | dlogz: 5.034 > 0.109
iter: 2027 | bound: 20 | nc: 39 | ncall: 68654 | eff(%): 2.952 | loglstar: -inf < -8.065 < inf | logz: -28.342 +/- 0.433 | dlogz: 5.013 > 0.109
iter: 2028 | bound: 20 | nc: 39 | ncall: 68693 | eff(%): 2.952 | loglstar: -inf < -8.006 < inf | logz: -28.331 +/- 0.433 | dlogz: 4.992 > 0.109
iter: 2029 | bound: 20 | nc: 39 | ncall: 68732 | eff(%): 2.952 | loglstar: -inf < -8.001 < inf | logz: -28.319 +/- 0.433 | dlogz: 4.971 > 0.109
iter: 2030 | bound: 20 | nc: 39 | ncall: 68771 | eff(%): 2.952 | loglstar: -inf < -7.987 < inf | logz: -28.308 +/- 0.433 | dlogz: 4.950 > 0.109
iter: 2031 | bound: 20 | nc: 39 | ncall: 68810 | eff(%): 2.952 | loglstar: -inf < -7.975 < inf | logz: -28.297 +/- 0.433 | dlogz: 4.929 > 0.109
iter: 2032 | bound: 20 | nc: 39 | ncall: 68849 | eff(%): 2.951 | loglstar: -inf < -7.968 < inf | logz: -28.286 +/- 0.433 | dlogz: 4.908 > 0.109
iter: 2033 | bound: 20 | nc: 39 | ncall: 68888 | eff(%): 2.951 | loglstar: -inf < -7.954 < inf | logz: -28.275 +/- 0.433 | dlogz: 4.887 > 0.109
iter: 2034 | bound: 20 | nc: 39 | ncall: 68927 | eff(%): 2.951 | loglstar: -inf < -7.951 < inf | logz: -28.264 +/- 0.433 | dlogz: 4.866 > 0.109
iter: 2035 | bound: 20 | nc: 39 | ncall: 68966 | eff(%): 2.951 | loglstar: -inf < -7.946 < inf | logz: -28.253 +/- 0.433 | dlogz: 4.846 > 0.109
iter: 2036 | bound: 20 | nc: 39 | ncall: 69005 | eff(%): 2.951 | loglstar: -inf < -7.942 < inf | logz: -28.243 +/- 0.433 | dlogz: 4.825 > 0.109
iter: 2037 | bound: 20 | nc: 39 | ncall: 69044 | eff(%): 2.950 | loglstar: -inf < -7.939 < inf | logz: -28.233 +/- 0.433 | dlogz: 4.805 > 0.109
iter: 2038 | bound: 20 | nc: 39 | ncall: 69083 | eff(%): 2.950 | loglstar: -inf < -7.935 < inf | logz: -28.223 +/- 0.433 | dlogz: 4.785 > 0.109
iter: 2039 | bound: 20 | nc: 39 | ncall: 69122 | eff(%): 2.950 | loglstar: -inf < -7.916 < inf | logz: -28.213 +/- 0.433 | dlogz: 4.765 > 0.109
iter: 2040 | bound: 20 | nc: 39 | ncall: 69161 | eff(%): 2.950 | loglstar: -inf < -7.915 < inf | logz: -28.203 +/- 0.433 | dlogz: 4.746 > 0.109
iter: 2041 | bound: 20 | nc: 39 | ncall: 69200 | eff(%): 2.949 | loglstar: -inf < -7.880 < inf | logz: -28.193 +/- 0.433 | dlogz: 4.726 > 0.109
iter: 2042 | bound: 20 | nc: 39 | ncall: 69239 | eff(%): 2.949 | loglstar: -inf < -7.875 < inf | logz: -28.183 +/- 0.433 | dlogz: 4.706 > 0.109
iter: 2043 | bound: 20 | nc: 39 | ncall: 69278 | eff(%): 2.949 | loglstar: -inf < -7.858 < inf | logz: -28.173 +/- 0.433 | dlogz: 4.687 > 0.109
iter: 2044 | bound: 20 | nc: 39 | ncall: 69317 | eff(%): 2.949 | loglstar: -inf < -7.855 < inf | logz: -28.163 +/- 0.433 | dlogz: 4.667 > 0.109
iter: 2045 | bound: 20 | nc: 39 | ncall: 69356 | eff(%): 2.949 | loglstar: -inf < -7.813 < inf | logz: -28.154 +/- 0.434 | dlogz: 4.647 > 0.109
iter: 2046 | bound: 20 | nc: 39 | ncall: 69395 | eff(%): 2.948 | loglstar: -inf < -7.811 < inf | logz: -28.144 +/- 0.434 | dlogz: 4.628 > 0.109
iter: 2047 | bound: 20 | nc: 39 | ncall: 69434 | eff(%): 2.948 | loglstar: -inf < -7.810 < inf | logz: -28.134 +/- 0.434 | dlogz: 4.608 > 0.109
iter: 2048 | bound: 20 | nc: 39 | ncall: 69473 | eff(%): 2.948 | loglstar: -inf < -7.808 < inf | logz: -28.125 +/- 0.434 | dlogz: 4.589 > 0.109
iter: 2049 | bound: 20 | nc: 39 | ncall: 69512 | eff(%): 2.948 | loglstar: -inf < -7.784 < inf | logz: -28.115 +/- 0.434 | dlogz: 4.570 > 0.109
iter: 2050 | bound: 20 | nc: 39 | ncall: 69551 | eff(%): 2.947 | loglstar: -inf < -7.784 < inf | logz: -28.106 +/- 0.434 | dlogz: 4.551 > 0.109
iter: 2051 | bound: 20 | nc: 39 | ncall: 69590 | eff(%): 2.947 | loglstar: -inf < -7.782 < inf | logz: -28.097 +/- 0.434 | dlogz: 4.532 > 0.109
iter: 2052 | bound: 20 | nc: 39 | ncall: 69629 | eff(%): 2.947 | loglstar: -inf < -7.767 < inf | logz: -28.088 +/- 0.434 | dlogz: 4.513 > 0.109
iter: 2053 | bound: 20 | nc: 39 | ncall: 69668 | eff(%): 2.947 | loglstar: -inf < -7.758 < inf | logz: -28.079 +/- 0.434 | dlogz: 4.494 > 0.109
iter: 2054 | bound: 20 | nc: 39 | ncall: 69707 | eff(%): 2.947 | loglstar: -inf < -7.758 < inf | logz: -28.070 +/- 0.434 | dlogz: 4.475 > 0.109
iter: 2055 | bound: 20 | nc: 39 | ncall: 69746 | eff(%): 2.946 | loglstar: -inf < -7.758 < inf | logz: -28.062 +/- 0.434 | dlogz: 4.457 > 0.109
iter: 2056 | bound: 20 | nc: 39 | ncall: 69785 | eff(%): 2.946 | loglstar: -inf < -7.717 < inf | logz: -28.053 +/- 0.434 | dlogz: 4.438 > 0.109
iter: 2057 | bound: 20 | nc: 39 | ncall: 69824 | eff(%): 2.946 | loglstar: -inf < -7.688 < inf | logz: -28.044 +/- 0.434 | dlogz: 4.420 > 0.109
iter: 2058 | bound: 20 | nc: 39 | ncall: 69863 | eff(%): 2.946 | loglstar: -inf < -7.643 < inf | logz: -28.035 +/- 0.434 | dlogz: 4.402 > 0.109
iter: 2059 | bound: 20 | nc: 39 | ncall: 69902 | eff(%): 2.946 | loglstar: -inf < -7.606 < inf | logz: -28.026 +/- 0.434 | dlogz: 4.383 > 0.109
iter: 2060 | bound: 20 | nc: 39 | ncall: 69941 | eff(%): 2.945 | loglstar: -inf < -7.598 < inf | logz: -28.017 +/- 0.434 | dlogz: 4.364 > 0.109
iter: 2061 | bound: 20 | nc: 39 | ncall: 69980 | eff(%): 2.945 | loglstar: -inf < -7.596 < inf | logz: -28.008 +/- 0.434 | dlogz: 4.345 > 0.109
iter: 2062 | bound: 20 | nc: 39 | ncall: 70019 | eff(%): 2.945 | loglstar: -inf < -7.566 < inf | logz: -27.998 +/- 0.434 | dlogz: 4.326 > 0.109
iter: 2063 | bound: 20 | nc: 39 | ncall: 70058 | eff(%): 2.945 | loglstar: -inf < -7.559 < inf | logz: -27.989 +/- 0.434 | dlogz: 4.307 > 0.109
iter: 2064 | bound: 20 | nc: 39 | ncall: 70097 | eff(%): 2.944 | loglstar: -inf < -7.558 < inf | logz: -27.980 +/- 0.434 | dlogz: 4.289 > 0.109
iter: 2065 | bound: 20 | nc: 39 | ncall: 70136 | eff(%): 2.944 | loglstar: -inf < -7.550 < inf | logz: -27.972 +/- 0.434 | dlogz: 4.270 > 0.109
iter: 2066 | bound: 20 | nc: 39 | ncall: 70175 | eff(%): 2.944 | loglstar: -inf < -7.520 < inf | logz: -27.963 +/- 0.434 | dlogz: 4.252 > 0.109
iter: 2067 | bound: 20 | nc: 39 | ncall: 70214 | eff(%): 2.944 | loglstar: -inf < -7.509 < inf | logz: -27.954 +/- 0.435 | dlogz: 4.233 > 0.109
iter: 2068 | bound: 20 | nc: 39 | ncall: 70253 | eff(%): 2.944 | loglstar: -inf < -7.497 < inf | logz: -27.945 +/- 0.435 | dlogz: 4.215 > 0.109
iter: 2069 | bound: 20 | nc: 39 | ncall: 70292 | eff(%): 2.943 | loglstar: -inf < -7.489 < inf | logz: -27.937 +/- 0.435 | dlogz: 4.196 > 0.109
iter: 2070 | bound: 20 | nc: 39 | ncall: 70331 | eff(%): 2.943 | loglstar: -inf < -7.482 < inf | logz: -27.928 +/- 0.435 | dlogz: 4.178 > 0.109
iter: 2071 | bound: 20 | nc: 39 | ncall: 70370 | eff(%): 2.943 | loglstar: -inf < -7.477 < inf | logz: -27.920 +/- 0.435 | dlogz: 4.160 > 0.109
iter: 2072 | bound: 20 | nc: 39 | ncall: 70409 | eff(%): 2.943 | loglstar: -inf < -7.470 < inf | logz: -27.911 +/- 0.435 | dlogz: 4.141 > 0.109
iter: 2073 | bound: 20 | nc: 39 | ncall: 70448 | eff(%): 2.943 | loglstar: -inf < -7.460 < inf | logz: -27.903 +/- 0.435 | dlogz: 4.151 > 0.109
iter: 2074 | bound: 20 | nc: 39 | ncall: 70487 | eff(%): 2.942 | loglstar: -inf < -7.449 < inf | logz: -27.895 +/- 0.435 | dlogz: 4.133 > 0.109
iter: 2075 | bound: 20 | nc: 39 | ncall: 70526 | eff(%): 2.942 | loglstar: -inf < -7.447 < inf | logz: -27.887 +/- 0.435 | dlogz: 4.115 > 0.109
iter: 2076 | bound: 20 | nc: 39 | ncall: 70565 | eff(%): 2.942 | loglstar: -inf < -7.442 < inf | logz: -27.879 +/- 0.435 | dlogz: 4.097 > 0.109
iter: 2077 | bound: 20 | nc: 39 | ncall: 70604 | eff(%): 2.942 | loglstar: -inf < -7.441 < inf | logz: -27.871 +/- 0.435 | dlogz: 4.080 > 0.109
iter: 2078 | bound: 20 | nc: 39 | ncall: 70643 | eff(%): 2.942 | loglstar: -inf < -7.408 < inf | logz: -27.863 +/- 0.435 | dlogz: 4.062 > 0.109
iter: 2079 | bound: 20 | nc: 39 | ncall: 70682 | eff(%): 2.941 | loglstar: -inf < -7.406 < inf | logz: -27.855 +/- 0.435 | dlogz: 4.045 > 0.109
iter: 2080 | bound: 20 | nc: 39 | ncall: 70721 | eff(%): 2.941 | loglstar: -inf < -7.399 < inf | logz: -27.847 +/- 0.435 | dlogz: 4.027 > 0.109
iter: 2081 | bound: 20 | nc: 39 | ncall: 70760 | eff(%): 2.941 | loglstar: -inf < -7.390 < inf | logz: -27.839 +/- 0.435 | dlogz: 4.010 > 0.109
iter: 2082 | bound: 20 | nc: 39 | ncall: 70799 | eff(%): 2.941 | loglstar: -inf < -7.374 < inf | logz: -27.832 +/- 0.435 | dlogz: 3.992 > 0.109
iter: 2083 | bound: 20 | nc: 39 | ncall: 70838 | eff(%): 2.941 | loglstar: -inf < -7.354 < inf | logz: -27.824 +/- 0.435 | dlogz: 3.975 > 0.109
iter: 2084 | bound: 20 | nc: 39 | ncall: 70877 | eff(%): 2.940 | loglstar: -inf < -7.346 < inf | logz: -27.816 +/- 0.435 | dlogz: 3.958 > 0.109
iter: 2085 | bound: 20 | nc: 39 | ncall: 70916 | eff(%): 2.940 | loglstar: -inf < -7.315 < inf | logz: -27.809 +/- 0.435 | dlogz: 3.940 > 0.109
iter: 2086 | bound: 20 | nc: 39 | ncall: 70955 | eff(%): 2.940 | loglstar: -inf < -7.302 < inf | logz: -27.801 +/- 0.435 | dlogz: 3.923 > 0.109
iter: 2087 | bound: 20 | nc: 39 | ncall: 70994 | eff(%): 2.940 | loglstar: -inf < -7.293 < inf | logz: -27.793 +/- 0.435 | dlogz: 3.906 > 0.109
iter: 2088 | bound: 20 | nc: 39 | ncall: 71033 | eff(%): 2.939 | loglstar: -inf < -7.274 < inf | logz: -27.786 +/- 0.435 | dlogz: 3.889 > 0.109
iter: 2089 | bound: 20 | nc: 39 | ncall: 71072 | eff(%): 2.939 | loglstar: -inf < -7.273 < inf | logz: -27.778 +/- 0.435 | dlogz: 3.872 > 0.109
iter: 2090 | bound: 20 | nc: 39 | ncall: 71111 | eff(%): 2.939 | loglstar: -inf < -7.270 < inf | logz: -27.771 +/- 0.435 | dlogz: 3.854 > 0.109
iter: 2091 | bound: 20 | nc: 39 | ncall: 71150 | eff(%): 2.939 | loglstar: -inf < -7.257 < inf | logz: -27.763 +/- 0.435 | dlogz: 3.837 > 0.109
iter: 2092 | bound: 20 | nc: 39 | ncall: 71189 | eff(%): 2.939 | loglstar: -inf < -7.248 < inf | logz: -27.756 +/- 0.435 | dlogz: 3.820 > 0.109
iter: 2093 | bound: 20 | nc: 39 | ncall: 71228 | eff(%): 2.938 | loglstar: -inf < -7.232 < inf | logz: -27.749 +/- 0.436 | dlogz: 3.804 > 0.109
iter: 2094 | bound: 20 | nc: 39 | ncall: 71267 | eff(%): 2.938 | loglstar: -inf < -7.226 < inf | logz: -27.742 +/- 0.436 | dlogz: 3.787 > 0.109
iter: 2095 | bound: 20 | nc: 39 | ncall: 71306 | eff(%): 2.938 | loglstar: -inf < -7.208 < inf | logz: -27.734 +/- 0.436 | dlogz: 3.770 > 0.109
iter: 2096 | bound: 20 | nc: 39 | ncall: 71345 | eff(%): 2.938 | loglstar: -inf < -7.196 < inf | logz: -27.727 +/- 0.436 | dlogz: 3.753 > 0.109
iter: 2097 | bound: 20 | nc: 39 | ncall: 71384 | eff(%): 2.938 | loglstar: -inf < -7.168 < inf | logz: -27.720 +/- 0.436 | dlogz: 3.736 > 0.109
iter: 2098 | bound: 20 | nc: 39 | ncall: 71423 | eff(%): 2.937 | loglstar: -inf < -7.161 < inf | logz: -27.713 +/- 0.436 | dlogz: 3.720 > 0.109
iter: 2099 | bound: 20 | nc: 39 | ncall: 71462 | eff(%): 2.937 | loglstar: -inf < -7.150 < inf | logz: -27.706 +/- 0.436 | dlogz: 3.703 > 0.109
iter: 2100 | bound: 20 | nc: 39 | ncall: 71501 | eff(%): 2.937 | loglstar: -inf < -7.145 < inf | logz: -27.698 +/- 0.436 | dlogz: 3.686 > 0.109
iter: 2101 | bound: 20 | nc: 39 | ncall: 71540 | eff(%): 2.937 | loglstar: -inf < -7.132 < inf | logz: -27.691 +/- 0.436 | dlogz: 3.670 > 0.109
iter: 2102 | bound: 20 | nc: 39 | ncall: 71579 | eff(%): 2.937 | loglstar: -inf < -7.111 < inf | logz: -27.684 +/- 0.436 | dlogz: 3.653 > 0.109
iter: 2103 | bound: 20 | nc: 39 | ncall: 71618 | eff(%): 2.936 | loglstar: -inf < -7.086 < inf | logz: -27.677 +/- 0.436 | dlogz: 3.636 > 0.109
iter: 2104 | bound: 20 | nc: 39 | ncall: 71657 | eff(%): 2.936 | loglstar: -inf < -7.084 < inf | logz: -27.670 +/- 0.436 | dlogz: 3.620 > 0.109
iter: 2105 | bound: 20 | nc: 39 | ncall: 71696 | eff(%): 2.936 | loglstar: -inf < -7.078 < inf | logz: -27.663 +/- 0.436 | dlogz: 3.603 > 0.109
iter: 2106 | bound: 20 | nc: 39 | ncall: 71735 | eff(%): 2.936 | loglstar: -inf < -7.077 < inf | logz: -27.656 +/- 0.436 | dlogz: 3.587 > 0.109
iter: 2107 | bound: 20 | nc: 39 | ncall: 71774 | eff(%): 2.936 | loglstar: -inf < -7.053 < inf | logz: -27.650 +/- 0.436 | dlogz: 3.571 > 0.109
iter: 2108 | bound: 20 | nc: 39 | ncall: 71813 | eff(%): 2.935 | loglstar: -inf < -7.047 < inf | logz: -27.643 +/- 0.436 | dlogz: 3.554 > 0.109
iter: 2109 | bound: 20 | nc: 39 | ncall: 71852 | eff(%): 2.935 | loglstar: -inf < -7.035 < inf | logz: -27.636 +/- 0.436 | dlogz: 3.538 > 0.109
iter: 2110 | bound: 20 | nc: 39 | ncall: 71891 | eff(%): 2.935 | loglstar: -inf < -7.034 < inf | logz: -27.629 +/- 0.436 | dlogz: 3.522 > 0.109
iter: 2111 | bound: 20 | nc: 39 | ncall: 71930 | eff(%): 2.935 | loglstar: -inf < -7.003 < inf | logz: -27.623 +/- 0.436 | dlogz: 3.506 > 0.109
iter: 2112 | bound: 20 | nc: 39 | ncall: 71969 | eff(%): 2.935 | loglstar: -inf < -7.002 < inf | logz: -27.616 +/- 0.436 | dlogz: 3.489 > 0.109
iter: 2113 | bound: 20 | nc: 39 | ncall: 72008 | eff(%): 2.934 | loglstar: -inf < -6.991 < inf | logz: -27.609 +/- 0.436 | dlogz: 3.473 > 0.109
iter: 2114 | bound: 20 | nc: 39 | ncall: 72047 | eff(%): 2.934 | loglstar: -inf < -6.956 < inf | logz: -27.603 +/- 0.436 | dlogz: 3.457 > 0.109
iter: 2115 | bound: 20 | nc: 39 | ncall: 72086 | eff(%): 2.934 | loglstar: -inf < -6.938 < inf | logz: -27.596 +/- 0.436 | dlogz: 3.441 > 0.109
iter: 2116 | bound: 20 | nc: 39 | ncall: 72125 | eff(%): 2.934 | loglstar: -inf < -6.937 < inf | logz: -27.589 +/- 0.436 | dlogz: 3.425 > 0.109
iter: 2117 | bound: 20 | nc: 39 | ncall: 72164 | eff(%): 2.934 | loglstar: -inf < -6.933 < inf | logz: -27.583 +/- 0.436 | dlogz: 3.409 > 0.109
iter: 2118 | bound: 20 | nc: 39 | ncall: 72203 | eff(%): 2.933 | loglstar: -inf < -6.899 < inf | logz: -27.576 +/- 0.436 | dlogz: 3.393 > 0.109
iter: 2119 | bound: 20 | nc: 39 | ncall: 72242 | eff(%): 2.933 | loglstar: -inf < -6.884 < inf | logz: -27.569 +/- 0.437 | dlogz: 3.377 > 0.109
iter: 2120 | bound: 20 | nc: 39 | ncall: 72281 | eff(%): 2.933 | loglstar: -inf < -6.876 < inf | logz: -27.563 +/- 0.437 | dlogz: 3.361 > 0.109
iter: 2121 | bound: 20 | nc: 39 | ncall: 72320 | eff(%): 2.933 | loglstar: -inf < -6.854 < inf | logz: -27.556 +/- 0.437 | dlogz: 3.345 > 0.109
iter: 2122 | bound: 20 | nc: 39 | ncall: 72359 | eff(%): 2.933 | loglstar: -inf < -6.851 < inf | logz: -27.549 +/- 0.437 | dlogz: 3.329 > 0.109
iter: 2123 | bound: 20 | nc: 39 | ncall: 72398 | eff(%): 2.932 | loglstar: -inf < -6.848 < inf | logz: -27.543 +/- 0.437 | dlogz: 3.313 > 0.109
iter: 2124 | bound: 21 | nc: 39 | ncall: 72437 | eff(%): 2.932 | loglstar: -inf < -6.832 < inf | logz: -27.536 +/- 0.437 | dlogz: 3.297 > 0.109
iter: 2125 | bound: 21 | nc: 39 | ncall: 72476 | eff(%): 2.932 | loglstar: -inf < -6.807 < inf | logz: -27.530 +/- 0.437 | dlogz: 3.281 > 0.109
iter: 2126 | bound: 21 | nc: 39 | ncall: 72515 | eff(%): 2.932 | loglstar: -inf < -6.789 < inf | logz: -27.523 +/- 0.437 | dlogz: 3.265 > 0.109
iter: 2127 | bound: 21 | nc: 39 | ncall: 72554 | eff(%): 2.932 | loglstar: -inf < -6.785 < inf | logz: -27.517 +/- 0.437 | dlogz: 3.250 > 0.109
iter: 2128 | bound: 21 | nc: 39 | ncall: 72593 | eff(%): 2.931 | loglstar: -inf < -6.784 < inf | logz: -27.511 +/- 0.437 | dlogz: 3.234 > 0.109
iter: 2129 | bound: 21 | nc: 39 | ncall: 72632 | eff(%): 2.931 | loglstar: -inf < -6.780 < inf | logz: -27.504 +/- 0.437 | dlogz: 3.218 > 0.109
iter: 2130 | bound: 21 | nc: 39 | ncall: 72671 | eff(%): 2.931 | loglstar: -inf < -6.764 < inf | logz: -27.498 +/- 0.437 | dlogz: 3.203 > 0.109
iter: 2131 | bound: 21 | nc: 39 | ncall: 72710 | eff(%): 2.931 | loglstar: -inf < -6.749 < inf | logz: -27.492 +/- 0.437 | dlogz: 3.406 > 0.109
iter: 2132 | bound: 21 | nc: 39 | ncall: 72749 | eff(%): 2.931 | loglstar: -inf < -6.717 < inf | logz: -27.485 +/- 0.437 | dlogz: 3.390 > 0.109
iter: 2133 | bound: 21 | nc: 39 | ncall: 72788 | eff(%): 2.930 | loglstar: -inf < -6.701 < inf | logz: -27.479 +/- 0.437 | dlogz: 3.375 > 0.109
iter: 2134 | bound: 21 | nc: 39 | ncall: 72827 | eff(%): 2.930 | loglstar: -inf < -6.693 < inf | logz: -27.473 +/- 0.437 | dlogz: 3.359 > 0.109
iter: 2135 | bound: 21 | nc: 39 | ncall: 72866 | eff(%): 2.930 | loglstar: -inf < -6.677 < inf | logz: -27.466 +/- 0.437 | dlogz: 3.343 > 0.109
iter: 2136 | bound: 21 | nc: 39 | ncall: 72905 | eff(%): 2.930 | loglstar: -inf < -6.676 < inf | logz: -27.460 +/- 0.437 | dlogz: 3.328 > 0.109
iter: 2137 | bound: 21 | nc: 39 | ncall: 72944 | eff(%): 2.930 | loglstar: -inf < -6.673 < inf | logz: -27.454 +/- 0.437 | dlogz: 3.312 > 0.109
iter: 2138 | bound: 21 | nc: 39 | ncall: 72983 | eff(%): 2.929 | loglstar: -inf < -6.647 < inf | logz: -27.448 +/- 0.437 | dlogz: 3.297 > 0.109
iter: 2139 | bound: 21 | nc: 39 | ncall: 73022 | eff(%): 2.929 | loglstar: -inf < -6.641 < inf | logz: -27.442 +/- 0.437 | dlogz: 3.281 > 0.109
iter: 2140 | bound: 21 | nc: 39 | ncall: 73061 | eff(%): 2.929 | loglstar: -inf < -6.641 < inf | logz: -27.436 +/- 0.437 | dlogz: 3.266 > 0.109
iter: 2141 | bound: 21 | nc: 39 | ncall: 73100 | eff(%): 2.929 | loglstar: -inf < -6.624 < inf | logz: -27.430 +/- 0.437 | dlogz: 3.250 > 0.109
iter: 2142 | bound: 21 | nc: 39 | ncall: 73139 | eff(%): 2.929 | loglstar: -inf < -6.623 < inf | logz: -27.424 +/- 0.437 | dlogz: 3.235 > 0.109
iter: 2143 | bound: 21 | nc: 39 | ncall: 73178 | eff(%): 2.928 | loglstar: -inf < -6.607 < inf | logz: -27.418 +/- 0.437 | dlogz: 3.219 > 0.109
iter: 2144 | bound: 21 | nc: 39 | ncall: 73217 | eff(%): 2.928 | loglstar: -inf < -6.604 < inf | logz: -27.412 +/- 0.437 | dlogz: 3.204 > 0.109
iter: 2145 | bound: 21 | nc: 39 | ncall: 73256 | eff(%): 2.928 | loglstar: -inf < -6.596 < inf | logz: -27.406 +/- 0.438 | dlogz: 3.189 > 0.109
iter: 2146 | bound: 21 | nc: 39 | ncall: 73295 | eff(%): 2.928 | loglstar: -inf < -6.595 < inf | logz: -27.400 +/- 0.438 | dlogz: 3.174 > 0.109
iter: 2147 | bound: 21 | nc: 39 | ncall: 73334 | eff(%): 2.928 | loglstar: -inf < -6.587 < inf | logz: -27.394 +/- 0.438 | dlogz: 3.159 > 0.109
iter: 2148 | bound: 21 | nc: 39 | ncall: 73373 | eff(%): 2.928 | loglstar: -inf < -6.575 < inf | logz: -27.389 +/- 0.438 | dlogz: 3.144 > 0.109
iter: 2149 | bound: 21 | nc: 39 | ncall: 73412 | eff(%): 2.927 | loglstar: -inf < -6.541 < inf | logz: -27.383 +/- 0.438 | dlogz: 3.129 > 0.109
iter: 2150 | bound: 21 | nc: 39 | ncall: 73451 | eff(%): 2.927 | loglstar: -inf < -6.518 < inf | logz: -27.377 +/- 0.438 | dlogz: 3.114 > 0.109
iter: 2151 | bound: 21 | nc: 39 | ncall: 73490 | eff(%): 2.927 | loglstar: -inf < -6.496 < inf | logz: -27.371 +/- 0.438 | dlogz: 3.099 > 0.109
iter: 2152 | bound: 21 | nc: 39 | ncall: 73529 | eff(%): 2.927 | loglstar: -inf < -6.494 < inf | logz: -27.366 +/- 0.438 | dlogz: 3.084 > 0.109
iter: 2153 | bound: 21 | nc: 39 | ncall: 73568 | eff(%): 2.927 | loglstar: -inf < -6.476 < inf | logz: -27.360 +/- 0.438 | dlogz: 3.069 > 0.109
iter: 2154 | bound: 21 | nc: 39 | ncall: 73607 | eff(%): 2.926 | loglstar: -inf < -6.462 < inf | logz: -27.354 +/- 0.438 | dlogz: 3.054 > 0.109
iter: 2155 | bound: 21 | nc: 39 | ncall: 73646 | eff(%): 2.926 | loglstar: -inf < -6.458 < inf | logz: -27.348 +/- 0.438 | dlogz: 3.039 > 0.109
iter: 2156 | bound: 21 | nc: 39 | ncall: 73685 | eff(%): 2.926 | loglstar: -inf < -6.449 < inf | logz: -27.343 +/- 0.438 | dlogz: 3.024 > 0.109
iter: 2157 | bound: 21 | nc: 39 | ncall: 73724 | eff(%): 2.926 | loglstar: -inf < -6.405 < inf | logz: -27.337 +/- 0.438 | dlogz: 3.009 > 0.109
iter: 2158 | bound: 21 | nc: 39 | ncall: 73763 | eff(%): 2.926 | loglstar: -inf < -6.382 < inf | logz: -27.331 +/- 0.438 | dlogz: 2.994 > 0.109
iter: 2159 | bound: 21 | nc: 39 | ncall: 73802 | eff(%): 2.925 | loglstar: -inf < -6.381 < inf | logz: -27.325 +/- 0.438 | dlogz: 2.979 > 0.109
iter: 2160 | bound: 21 | nc: 39 | ncall: 73841 | eff(%): 2.925 | loglstar: -inf < -6.378 < inf | logz: -27.319 +/- 0.438 | dlogz: 2.964 > 0.109
iter: 2161 | bound: 21 | nc: 39 | ncall: 73880 | eff(%): 2.925 | loglstar: -inf < -6.348 < inf | logz: -27.314 +/- 0.438 | dlogz: 2.949 > 0.109
iter: 2162 | bound: 21 | nc: 39 | ncall: 73919 | eff(%): 2.925 | loglstar: -inf < -6.346 < inf | logz: -27.308 +/- 0.438 | dlogz: 2.934 > 0.109
iter: 2163 | bound: 21 | nc: 39 | ncall: 73958 | eff(%): 2.925 | loglstar: -inf < -6.309 < inf | logz: -27.302 +/- 0.438 | dlogz: 2.919 > 0.109
iter: 2164 | bound: 21 | nc: 39 | ncall: 73997 | eff(%): 2.924 | loglstar: -inf < -6.308 < inf | logz: -27.296 +/- 0.438 | dlogz: 2.904 > 0.109
iter: 2165 | bound: 21 | nc: 39 | ncall: 74036 | eff(%): 2.924 | loglstar: -inf < -6.293 < inf | logz: -27.290 +/- 0.438 | dlogz: 2.890 > 0.109
iter: 2166 | bound: 21 | nc: 39 | ncall: 74075 | eff(%): 2.924 | loglstar: -inf < -6.289 < inf | logz: -27.285 +/- 0.438 | dlogz: 2.875 > 0.109
iter: 2167 | bound: 21 | nc: 39 | ncall: 74114 | eff(%): 2.924 | loglstar: -inf < -6.265 < inf | logz: -27.279 +/- 0.438 | dlogz: 2.860 > 0.109
iter: 2168 | bound: 21 | nc: 39 | ncall: 74153 | eff(%): 2.924 | loglstar: -inf < -6.251 < inf | logz: -27.273 +/- 0.438 | dlogz: 2.845 > 0.109
iter: 2169 | bound: 21 | nc: 39 | ncall: 74192 | eff(%): 2.923 | loglstar: -inf < -6.248 < inf | logz: -27.268 +/- 0.439 | dlogz: 2.830 > 0.109
iter: 2170 | bound: 21 | nc: 39 | ncall: 74231 | eff(%): 2.923 | loglstar: -inf < -6.219 < inf | logz: -27.262 +/- 0.439 | dlogz: 2.816 > 0.109
iter: 2171 | bound: 21 | nc: 39 | ncall: 74270 | eff(%): 2.923 | loglstar: -inf < -6.197 < inf | logz: -27.256 +/- 0.439 | dlogz: 2.801 > 0.109
iter: 2172 | bound: 21 | nc: 39 | ncall: 74309 | eff(%): 2.923 | loglstar: -inf < -6.194 < inf | logz: -27.250 +/- 0.439 | dlogz: 2.786 > 0.109
iter: 2173 | bound: 21 | nc: 39 | ncall: 74348 | eff(%): 2.923 | loglstar: -inf < -6.186 < inf | logz: -27.245 +/- 0.439 | dlogz: 2.772 > 0.109
iter: 2174 | bound: 21 | nc: 39 | ncall: 74387 | eff(%): 2.923 | loglstar: -inf < -6.169 < inf | logz: -27.239 +/- 0.439 | dlogz: 2.757 > 0.109
iter: 2175 | bound: 21 | nc: 39 | ncall: 74426 | eff(%): 2.922 | loglstar: -inf < -6.153 < inf | logz: -27.233 +/- 0.439 | dlogz: 2.742 > 0.109
iter: 2176 | bound: 21 | nc: 39 | ncall: 74465 | eff(%): 2.922 | loglstar: -inf < -6.070 < inf | logz: -27.228 +/- 0.439 | dlogz: 2.728 > 0.109
iter: 2177 | bound: 21 | nc: 39 | ncall: 74504 | eff(%): 2.922 | loglstar: -inf < -6.061 < inf | logz: -27.222 +/- 0.439 | dlogz: 2.713 > 0.109
iter: 2178 | bound: 21 | nc: 39 | ncall: 74543 | eff(%): 2.922 | loglstar: -inf < -6.049 < inf | logz: -27.216 +/- 0.439 | dlogz: 2.698 > 0.109
iter: 2179 | bound: 21 | nc: 39 | ncall: 74582 | eff(%): 2.922 | loglstar: -inf < -6.037 < inf | logz: -27.210 +/- 0.439 | dlogz: 2.683 > 0.109
iter: 2180 | bound: 21 | nc: 39 | ncall: 74621 | eff(%): 2.921 | loglstar: -inf < -6.037 < inf | logz: -27.204 +/- 0.439 | dlogz: 2.668 > 0.109
iter: 2181 | bound: 21 | nc: 39 | ncall: 74660 | eff(%): 2.921 | loglstar: -inf < -6.001 < inf | logz: -27.198 +/- 0.439 | dlogz: 4.699 > 0.109
iter: 2182 | bound: 21 | nc: 39 | ncall: 74699 | eff(%): 2.921 | loglstar: -inf < -5.952 < inf | logz: -27.192 +/- 0.439 | dlogz: 4.683 > 0.109
iter: 2183 | bound: 21 | nc: 39 | ncall: 74738 | eff(%): 2.921 | loglstar: -inf < -5.935 < inf | logz: -27.185 +/- 0.439 | dlogz: 4.667 > 0.109
iter: 2184 | bound: 21 | nc: 39 | ncall: 74777 | eff(%): 2.921 | loglstar: -inf < -5.934 < inf | logz: -27.179 +/- 0.439 | dlogz: 4.651 > 0.109
iter: 2185 | bound: 21 | nc: 39 | ncall: 74816 | eff(%): 2.920 | loglstar: -inf < -5.932 < inf | logz: -27.173 +/- 0.439 | dlogz: 4.635 > 0.109
iter: 2186 | bound: 21 | nc: 39 | ncall: 74855 | eff(%): 2.920 | loglstar: -inf < -5.918 < inf | logz: -27.167 +/- 0.439 | dlogz: 4.619 > 0.109
iter: 2187 | bound: 21 | nc: 39 | ncall: 74894 | eff(%): 2.920 | loglstar: -inf < -5.903 < inf | logz: -27.161 +/- 0.439 | dlogz: 4.604 > 0.109
iter: 2188 | bound: 21 | nc: 39 | ncall: 74933 | eff(%): 2.920 | loglstar: -inf < -5.891 < inf | logz: -27.155 +/- 0.440 | dlogz: 4.588 > 0.109
iter: 2189 | bound: 21 | nc: 39 | ncall: 74972 | eff(%): 2.920 | loglstar: -inf < -5.876 < inf | logz: -27.149 +/- 0.440 | dlogz: 4.572 > 0.109
iter: 2190 | bound: 21 | nc: 39 | ncall: 75011 | eff(%): 2.920 | loglstar: -inf < -5.865 < inf | logz: -27.143 +/- 0.440 | dlogz: 4.556 > 0.109
iter: 2191 | bound: 21 | nc: 39 | ncall: 75050 | eff(%): 2.919 | loglstar: -inf < -5.862 < inf | logz: -27.137 +/- 0.440 | dlogz: 4.540 > 0.109
iter: 2192 | bound: 21 | nc: 39 | ncall: 75089 | eff(%): 2.919 | loglstar: -inf < -5.859 < inf | logz: -27.132 +/- 0.440 | dlogz: 4.525 > 0.109
iter: 2193 | bound: 21 | nc: 39 | ncall: 75128 | eff(%): 2.919 | loglstar: -inf < -5.833 < inf | logz: -27.126 +/- 0.440 | dlogz: 4.509 > 0.109
iter: 2194 | bound: 21 | nc: 39 | ncall: 75167 | eff(%): 2.919 | loglstar: -inf < -5.814 < inf | logz: -27.120 +/- 0.440 | dlogz: 4.494 > 0.109
iter: 2195 | bound: 21 | nc: 39 | ncall: 75206 | eff(%): 2.919 | loglstar: -inf < -5.738 < inf | logz: -27.114 +/- 0.440 | dlogz: 4.478 > 0.109
iter: 2196 | bound: 21 | nc: 39 | ncall: 75245 | eff(%): 2.918 | loglstar: -inf < -5.734 < inf | logz: -27.108 +/- 0.440 | dlogz: 4.462 > 0.109
iter: 2197 | bound: 21 | nc: 39 | ncall: 75284 | eff(%): 2.918 | loglstar: -inf < -5.725 < inf | logz: -27.101 +/- 0.440 | dlogz: 4.446 > 0.109
iter: 2198 | bound: 21 | nc: 39 | ncall: 75323 | eff(%): 2.918 | loglstar: -inf < -5.720 < inf | logz: -27.095 +/- 0.440 | dlogz: 4.430 > 0.109
iter: 2199 | bound: 21 | nc: 39 | ncall: 75362 | eff(%): 2.918 | loglstar: -inf < -5.716 < inf | logz: -27.089 +/- 0.440 | dlogz: 4.414 > 0.109
iter: 2200 | bound: 21 | nc: 39 | ncall: 75401 | eff(%): 2.918 | loglstar: -inf < -5.716 < inf | logz: -27.083 +/- 0.440 | dlogz: 4.399 > 0.109
iter: 2201 | bound: 21 | nc: 39 | ncall: 75440 | eff(%): 2.918 | loglstar: -inf < -5.709 < inf | logz: -27.078 +/- 0.440 | dlogz: 4.383 > 0.109
iter: 2202 | bound: 21 | nc: 39 | ncall: 75479 | eff(%): 2.917 | loglstar: -inf < -5.701 < inf | logz: -27.072 +/- 0.440 | dlogz: 4.367 > 0.109
iter: 2203 | bound: 21 | nc: 39 | ncall: 75518 | eff(%): 2.917 | loglstar: -inf < -5.701 < inf | logz: -27.066 +/- 0.440 | dlogz: 4.352 > 0.109
iter: 2204 | bound: 21 | nc: 39 | ncall: 75557 | eff(%): 2.917 | loglstar: -inf < -5.697 < inf | logz: -27.060 +/- 0.440 | dlogz: 4.336 > 0.109
iter: 2205 | bound: 21 | nc: 39 | ncall: 75596 | eff(%): 2.917 | loglstar: -inf < -5.669 < inf | logz: -27.055 +/- 0.441 | dlogz: 4.321 > 0.109
iter: 2206 | bound: 21 | nc: 39 | ncall: 75635 | eff(%): 2.917 | loglstar: -inf < -5.667 < inf | logz: -27.049 +/- 0.441 | dlogz: 4.305 > 0.109
iter: 2207 | bound: 21 | nc: 39 | ncall: 75674 | eff(%): 2.916 | loglstar: -inf < -5.642 < inf | logz: -27.043 +/- 0.441 | dlogz: 4.290 > 0.109
iter: 2208 | bound: 21 | nc: 39 | ncall: 75713 | eff(%): 2.916 | loglstar: -inf < -5.640 < inf | logz: -27.038 +/- 0.441 | dlogz: 4.275 > 0.109
iter: 2209 | bound: 21 | nc: 39 | ncall: 75752 | eff(%): 2.916 | loglstar: -inf < -5.639 < inf | logz: -27.032 +/- 0.441 | dlogz: 4.259 > 0.109
iter: 2210 | bound: 21 | nc: 39 | ncall: 75791 | eff(%): 2.916 | loglstar: -inf < -5.624 < inf | logz: -27.027 +/- 0.441 | dlogz: 4.244 > 0.109
iter: 2211 | bound: 21 | nc: 39 | ncall: 75830 | eff(%): 2.916 | loglstar: -inf < -5.592 < inf | logz: -27.021 +/- 0.441 | dlogz: 4.229 > 0.109
iter: 2212 | bound: 21 | nc: 39 | ncall: 75869 | eff(%): 2.916 | loglstar: -inf < -5.576 < inf | logz: -27.016 +/- 0.441 | dlogz: 4.213 > 0.109
iter: 2213 | bound: 21 | nc: 39 | ncall: 75908 | eff(%): 2.915 | loglstar: -inf < -5.562 < inf | logz: -27.010 +/- 0.441 | dlogz: 4.198 > 0.109
iter: 2214 | bound: 21 | nc: 39 | ncall: 75947 | eff(%): 2.915 | loglstar: -inf < -5.556 < inf | logz: -27.004 +/- 0.441 | dlogz: 4.183 > 0.109
iter: 2215 | bound: 21 | nc: 39 | ncall: 75986 | eff(%): 2.915 | loglstar: -inf < -5.550 < inf | logz: -26.999 +/- 0.441 | dlogz: 4.168 > 0.109
iter: 2216 | bound: 21 | nc: 39 | ncall: 76025 | eff(%): 2.915 | loglstar: -inf < -5.548 < inf | logz: -26.993 +/- 0.441 | dlogz: 4.152 > 0.109
iter: 2217 | bound: 21 | nc: 39 | ncall: 76064 | eff(%): 2.915 | loglstar: -inf < -5.532 < inf | logz: -26.988 +/- 0.441 | dlogz: 4.137 > 0.109
iter: 2218 | bound: 21 | nc: 39 | ncall: 76103 | eff(%): 2.914 | loglstar: -inf < -5.527 < inf | logz: -26.983 +/- 0.441 | dlogz: 4.122 > 0.109
iter: 2219 | bound: 21 | nc: 39 | ncall: 76142 | eff(%): 2.914 | loglstar: -inf < -5.519 < inf | logz: -26.977 +/- 0.441 | dlogz: 4.107 > 0.109
iter: 2220 | bound: 21 | nc: 39 | ncall: 76181 | eff(%): 2.914 | loglstar: -inf < -5.508 < inf | logz: -26.972 +/- 0.441 | dlogz: 4.092 > 0.109
iter: 2221 | bound: 21 | nc: 39 | ncall: 76220 | eff(%): 2.914 | loglstar: -inf < -5.492 < inf | logz: -26.967 +/- 0.441 | dlogz: 4.077 > 0.109
iter: 2222 | bound: 21 | nc: 39 | ncall: 76259 | eff(%): 2.914 | loglstar: -inf < -5.480 < inf | logz: -26.961 +/- 0.441 | dlogz: 4.062 > 0.109
iter: 2223 | bound: 21 | nc: 39 | ncall: 76298 | eff(%): 2.914 | loglstar: -inf < -5.460 < inf | logz: -26.956 +/- 0.441 | dlogz: 4.047 > 0.109
iter: 2224 | bound: 22 | nc: 39 | ncall: 76337 | eff(%): 2.913 | loglstar: -inf < -5.458 < inf | logz: -26.951 +/- 0.442 | dlogz: 4.032 > 0.109
iter: 2225 | bound: 22 | nc: 39 | ncall: 76376 | eff(%): 2.913 | loglstar: -inf < -5.450 < inf | logz: -26.945 +/- 0.442 | dlogz: 4.017 > 0.109
iter: 2226 | bound: 22 | nc: 39 | ncall: 76415 | eff(%): 2.913 | loglstar: -inf < -5.435 < inf | logz: -26.940 +/- 0.442 | dlogz: 4.002 > 0.109
iter: 2227 | bound: 22 | nc: 39 | ncall: 76454 | eff(%): 2.913 | loglstar: -inf < -5.412 < inf | logz: -26.935 +/- 0.442 | dlogz: 3.987 > 0.109
iter: 2228 | bound: 22 | nc: 39 | ncall: 76493 | eff(%): 2.913 | loglstar: -inf < -5.396 < inf | logz: -26.930 +/- 0.442 | dlogz: 3.972 > 0.109
iter: 2229 | bound: 22 | nc: 39 | ncall: 76532 | eff(%): 2.913 | loglstar: -inf < -5.393 < inf | logz: -26.924 +/- 0.442 | dlogz: 3.957 > 0.109
iter: 2230 | bound: 22 | nc: 39 | ncall: 76571 | eff(%): 2.912 | loglstar: -inf < -5.382 < inf | logz: -26.919 +/- 0.442 | dlogz: 3.942 > 0.109
iter: 2231 | bound: 22 | nc: 39 | ncall: 76610 | eff(%): 2.912 | loglstar: -inf < -5.373 < inf | logz: -26.914 +/- 0.442 | dlogz: 3.928 > 0.109
iter: 2232 | bound: 22 | nc: 39 | ncall: 76649 | eff(%): 2.912 | loglstar: -inf < -5.356 < inf | logz: -26.909 +/- 0.442 | dlogz: 3.913 > 0.109
iter: 2233 | bound: 22 | nc: 39 | ncall: 76688 | eff(%): 2.912 | loglstar: -inf < -5.338 < inf | logz: -26.904 +/- 0.442 | dlogz: 3.898 > 0.109
iter: 2234 | bound: 22 | nc: 39 | ncall: 76727 | eff(%): 2.912 | loglstar: -inf < -5.326 < inf | logz: -26.899 +/- 0.442 | dlogz: 3.883 > 0.109
iter: 2235 | bound: 22 | nc: 39 | ncall: 76766 | eff(%): 2.911 | loglstar: -inf < -5.317 < inf | logz: -26.894 +/- 0.442 | dlogz: 3.868 > 0.109
iter: 2236 | bound: 22 | nc: 39 | ncall: 76805 | eff(%): 2.911 | loglstar: -inf < -5.301 < inf | logz: -26.888 +/- 0.442 | dlogz: 3.854 > 0.109
iter: 2237 | bound: 22 | nc: 39 | ncall: 76844 | eff(%): 2.911 | loglstar: -inf < -5.300 < inf | logz: -26.883 +/- 0.442 | dlogz: 3.839 > 0.109
iter: 2238 | bound: 22 | nc: 39 | ncall: 76883 | eff(%): 2.911 | loglstar: -inf < -5.282 < inf | logz: -26.878 +/- 0.442 | dlogz: 3.824 > 0.109
iter: 2239 | bound: 22 | nc: 39 | ncall: 76922 | eff(%): 2.911 | loglstar: -inf < -5.254 < inf | logz: -26.873 +/- 0.442 | dlogz: 3.809 > 0.109
iter: 2240 | bound: 22 | nc: 39 | ncall: 76961 | eff(%): 2.911 | loglstar: -inf < -5.245 < inf | logz: -26.868 +/- 0.442 | dlogz: 3.795 > 0.109
iter: 2241 | bound: 22 | nc: 39 | ncall: 77000 | eff(%): 2.910 | loglstar: -inf < -5.239 < inf | logz: -26.863 +/- 0.442 | dlogz: 3.780 > 0.109
iter: 2242 | bound: 22 | nc: 39 | ncall: 77039 | eff(%): 2.910 | loglstar: -inf < -5.207 < inf | logz: -26.858 +/- 0.443 | dlogz: 3.765 > 0.109
iter: 2243 | bound: 22 | nc: 39 | ncall: 77078 | eff(%): 2.910 | loglstar: -inf < -5.201 < inf | logz: -26.853 +/- 0.443 | dlogz: 3.751 > 0.109
iter: 2244 | bound: 22 | nc: 39 | ncall: 77117 | eff(%): 2.910 | loglstar: -inf < -5.161 < inf | logz: -26.848 +/- 0.443 | dlogz: 3.736 > 0.109
iter: 2245 | bound: 22 | nc: 39 | ncall: 77156 | eff(%): 2.910 | loglstar: -inf < -5.149 < inf | logz: -26.842 +/- 0.443 | dlogz: 3.721 > 0.109
iter: 2246 | bound: 22 | nc: 39 | ncall: 77195 | eff(%): 2.910 | loglstar: -inf < -5.148 < inf | logz: -26.837 +/- 0.443 | dlogz: 3.706 > 0.109
iter: 2247 | bound: 22 | nc: 39 | ncall: 77234 | eff(%): 2.909 | loglstar: -inf < -5.144 < inf | logz: -26.832 +/- 0.443 | dlogz: 3.692 > 0.109
iter: 2248 | bound: 22 | nc: 39 | ncall: 77273 | eff(%): 2.909 | loglstar: -inf < -5.140 < inf | logz: -26.827 +/- 0.443 | dlogz: 3.677 > 0.109
iter: 2249 | bound: 22 | nc: 39 | ncall: 77312 | eff(%): 2.909 | loglstar: -inf < -5.132 < inf | logz: -26.822 +/- 0.443 | dlogz: 3.662 > 0.109
iter: 2250 | bound: 22 | nc: 39 | ncall: 77351 | eff(%): 2.909 | loglstar: -inf < -5.128 < inf | logz: -26.817 +/- 0.443 | dlogz: 3.648 > 0.109
iter: 2251 | bound: 22 | nc: 39 | ncall: 77390 | eff(%): 2.909 | loglstar: -inf < -5.112 < inf | logz: -26.812 +/- 0.443 | dlogz: 3.633 > 0.109
iter: 2252 | bound: 22 | nc: 39 | ncall: 77429 | eff(%): 2.908 | loglstar: -inf < -5.104 < inf | logz: -26.807 +/- 0.443 | dlogz: 3.619 > 0.109
iter: 2253 | bound: 22 | nc: 39 | ncall: 77468 | eff(%): 2.908 | loglstar: -inf < -5.103 < inf | logz: -26.802 +/- 0.443 | dlogz: 3.604 > 0.109
iter: 2254 | bound: 22 | nc: 39 | ncall: 77507 | eff(%): 2.908 | loglstar: -inf < -5.090 < inf | logz: -26.798 +/- 0.443 | dlogz: 3.590 > 0.109
iter: 2255 | bound: 22 | nc: 39 | ncall: 77546 | eff(%): 2.908 | loglstar: -inf < -5.074 < inf | logz: -26.793 +/- 0.443 | dlogz: 3.576 > 0.109
iter: 2256 | bound: 22 | nc: 39 | ncall: 77585 | eff(%): 2.908 | loglstar: -inf < -5.074 < inf | logz: -26.788 +/- 0.443 | dlogz: 3.561 > 0.109
iter: 2257 | bound: 22 | nc: 39 | ncall: 77624 | eff(%): 2.908 | loglstar: -inf < -5.062 < inf | logz: -26.783 +/- 0.443 | dlogz: 3.547 > 0.109
iter: 2258 | bound: 22 | nc: 39 | ncall: 77663 | eff(%): 2.907 | loglstar: -inf < -5.062 < inf | logz: -26.778 +/- 0.443 | dlogz: 3.533 > 0.109
iter: 2259 | bound: 22 | nc: 39 | ncall: 77702 | eff(%): 2.907 | loglstar: -inf < -5.046 < inf | logz: -26.774 +/- 0.443 | dlogz: 3.518 > 0.109
iter: 2260 | bound: 22 | nc: 39 | ncall: 77741 | eff(%): 2.907 | loglstar: -inf < -5.029 < inf | logz: -26.769 +/- 0.443 | dlogz: 3.504 > 0.109
iter: 2261 | bound: 22 | nc: 39 | ncall: 77780 | eff(%): 2.907 | loglstar: -inf < -4.998 < inf | logz: -26.764 +/- 0.444 | dlogz: 3.490 > 0.109
iter: 2262 | bound: 22 | nc: 39 | ncall: 77819 | eff(%): 2.907 | loglstar: -inf < -4.995 < inf | logz: -26.760 +/- 0.444 | dlogz: 3.476 > 0.109
iter: 2263 | bound: 22 | nc: 39 | ncall: 77858 | eff(%): 2.907 | loglstar: -inf < -4.994 < inf | logz: -26.755 +/- 0.444 | dlogz: 3.461 > 0.109
iter: 2264 | bound: 22 | nc: 39 | ncall: 77897 | eff(%): 2.906 | loglstar: -inf < -4.971 < inf | logz: -26.750 +/- 0.444 | dlogz: 3.447 > 0.109
iter: 2265 | bound: 22 | nc: 39 | ncall: 77936 | eff(%): 2.906 | loglstar: -inf < -4.965 < inf | logz: -26.745 +/- 0.444 | dlogz: 3.433 > 0.109
iter: 2266 | bound: 22 | nc: 39 | ncall: 77975 | eff(%): 2.906 | loglstar: -inf < -4.963 < inf | logz: -26.741 +/- 0.444 | dlogz: 3.419 > 0.109
iter: 2267 | bound: 22 | nc: 39 | ncall: 78014 | eff(%): 2.906 | loglstar: -inf < -4.954 < inf | logz: -26.736 +/- 0.444 | dlogz: 3.405 > 0.109
iter: 2268 | bound: 22 | nc: 39 | ncall: 78053 | eff(%): 2.906 | loglstar: -inf < -4.945 < inf | logz: -26.732 +/- 0.444 | dlogz: 3.391 > 0.109
iter: 2269 | bound: 22 | nc: 39 | ncall: 78092 | eff(%): 2.906 | loglstar: -inf < -4.941 < inf | logz: -26.727 +/- 0.444 | dlogz: 3.377 > 0.109
iter: 2270 | bound: 22 | nc: 39 | ncall: 78131 | eff(%): 2.905 | loglstar: -inf < -4.938 < inf | logz: -26.723 +/- 0.444 | dlogz: 3.363 > 0.109
iter: 2271 | bound: 22 | nc: 39 | ncall: 78170 | eff(%): 2.905 | loglstar: -inf < -4.919 < inf | logz: -26.718 +/- 0.444 | dlogz: 3.349 > 0.109
iter: 2272 | bound: 22 | nc: 39 | ncall: 78209 | eff(%): 2.905 | loglstar: -inf < -4.917 < inf | logz: -26.714 +/- 0.444 | dlogz: 3.335 > 0.109
iter: 2273 | bound: 22 | nc: 39 | ncall: 78248 | eff(%): 2.905 | loglstar: -inf < -4.897 < inf | logz: -26.709 +/- 0.444 | dlogz: 3.321 > 0.109
iter: 2274 | bound: 22 | nc: 39 | ncall: 78287 | eff(%): 2.905 | loglstar: -inf < -4.886 < inf | logz: -26.705 +/- 0.444 | dlogz: 3.307 > 0.109
iter: 2275 | bound: 22 | nc: 39 | ncall: 78326 | eff(%): 2.905 | loglstar: -inf < -4.882 < inf | logz: -26.701 +/- 0.444 | dlogz: 3.293 > 0.109
iter: 2276 | bound: 22 | nc: 39 | ncall: 78365 | eff(%): 2.904 | loglstar: -inf < -4.878 < inf | logz: -26.696 +/- 0.444 | dlogz: 3.280 > 0.109
iter: 2277 | bound: 22 | nc: 39 | ncall: 78404 | eff(%): 2.904 | loglstar: -inf < -4.848 < inf | logz: -26.692 +/- 0.444 | dlogz: 3.266 > 0.109
iter: 2278 | bound: 22 | nc: 39 | ncall: 78443 | eff(%): 2.904 | loglstar: -inf < -4.839 < inf | logz: -26.687 +/- 0.444 | dlogz: 3.252 > 0.109
iter: 2279 | bound: 22 | nc: 39 | ncall: 78482 | eff(%): 2.904 | loglstar: -inf < -4.836 < inf | logz: -26.683 +/- 0.444 | dlogz: 3.238 > 0.109
iter: 2280 | bound: 22 | nc: 39 | ncall: 78521 | eff(%): 2.904 | loglstar: -inf < -4.822 < inf | logz: -26.679 +/- 0.444 | dlogz: 3.225 > 0.109
iter: 2281 | bound: 22 | nc: 39 | ncall: 78560 | eff(%): 2.904 | loglstar: -inf < -4.800 < inf | logz: -26.674 +/- 0.445 | dlogz: 3.211 > 0.109
iter: 2282 | bound: 22 | nc: 39 | ncall: 78599 | eff(%): 2.903 | loglstar: -inf < -4.797 < inf | logz: -26.670 +/- 0.445 | dlogz: 3.197 > 0.109
iter: 2283 | bound: 22 | nc: 39 | ncall: 78638 | eff(%): 2.903 | loglstar: -inf < -4.796 < inf | logz: -26.666 +/- 0.445 | dlogz: 3.183 > 0.109
iter: 2284 | bound: 22 | nc: 39 | ncall: 78677 | eff(%): 2.903 | loglstar: -inf < -4.789 < inf | logz: -26.662 +/- 0.445 | dlogz: 3.170 > 0.109
iter: 2285 | bound: 22 | nc: 39 | ncall: 78716 | eff(%): 2.903 | loglstar: -inf < -4.781 < inf | logz: -26.657 +/- 0.445 | dlogz: 3.156 > 0.109
iter: 2286 | bound: 22 | nc: 39 | ncall: 78755 | eff(%): 2.903 | loglstar: -inf < -4.780 < inf | logz: -26.653 +/- 0.445 | dlogz: 3.143 > 0.109
iter: 2287 | bound: 22 | nc: 39 | ncall: 78794 | eff(%): 2.903 | loglstar: -inf < -4.769 < inf | logz: -26.649 +/- 0.445 | dlogz: 3.129 > 0.109
iter: 2288 | bound: 22 | nc: 39 | ncall: 78833 | eff(%): 2.902 | loglstar: -inf < -4.764 < inf | logz: -26.645 +/- 0.445 | dlogz: 3.116 > 0.109
iter: 2289 | bound: 22 | nc: 39 | ncall: 78872 | eff(%): 2.902 | loglstar: -inf < -4.753 < inf | logz: -26.641 +/- 0.445 | dlogz: 3.102 > 0.109
iter: 2290 | bound: 22 | nc: 39 | ncall: 78911 | eff(%): 2.902 | loglstar: -inf < -4.750 < inf | logz: -26.637 +/- 0.445 | dlogz: 3.089 > 0.109
iter: 2291 | bound: 22 | nc: 39 | ncall: 78950 | eff(%): 2.902 | loglstar: -inf < -4.733 < inf | logz: -26.633 +/- 0.445 | dlogz: 3.075 > 0.109
iter: 2292 | bound: 22 | nc: 39 | ncall: 78989 | eff(%): 2.902 | loglstar: -inf < -4.720 < inf | logz: -26.629 +/- 0.445 | dlogz: 3.062 > 0.109
iter: 2293 | bound: 22 | nc: 39 | ncall: 79028 | eff(%): 2.902 | loglstar: -inf < -4.702 < inf | logz: -26.625 +/- 0.445 | dlogz: 3.049 > 0.109
iter: 2294 | bound: 22 | nc: 39 | ncall: 79067 | eff(%): 2.901 | loglstar: -inf < -4.687 < inf | logz: -26.621 +/- 0.445 | dlogz: 3.035 > 0.109
iter: 2295 | bound: 22 | nc: 39 | ncall: 79106 | eff(%): 2.901 | loglstar: -inf < -4.683 < inf | logz: -26.617 +/- 0.445 | dlogz: 3.022 > 0.109
iter: 2296 | bound: 22 | nc: 39 | ncall: 79145 | eff(%): 2.901 | loglstar: -inf < -4.679 < inf | logz: -26.613 +/- 0.445 | dlogz: 3.009 > 0.109
iter: 2297 | bound: 22 | nc: 39 | ncall: 79184 | eff(%): 2.901 | loglstar: -inf < -4.649 < inf | logz: -26.608 +/- 0.445 | dlogz: 2.996 > 0.109
iter: 2298 | bound: 22 | nc: 39 | ncall: 79223 | eff(%): 2.901 | loglstar: -inf < -4.634 < inf | logz: -26.604 +/- 0.445 | dlogz: 2.982 > 0.109
iter: 2299 | bound: 22 | nc: 39 | ncall: 79262 | eff(%): 2.901 | loglstar: -inf < -4.630 < inf | logz: -26.600 +/- 0.445 | dlogz: 2.969 > 0.109
iter: 2300 | bound: 22 | nc: 39 | ncall: 79301 | eff(%): 2.900 | loglstar: -inf < -4.609 < inf | logz: -26.596 +/- 0.445 | dlogz: 2.956 > 0.109
iter: 2301 | bound: 22 | nc: 39 | ncall: 79340 | eff(%): 2.900 | loglstar: -inf < -4.604 < inf | logz: -26.592 +/- 0.445 | dlogz: 2.942 > 0.109
iter: 2302 | bound: 22 | nc: 39 | ncall: 79379 | eff(%): 2.900 | loglstar: -inf < -4.596 < inf | logz: -26.588 +/- 0.445 | dlogz: 2.929 > 0.109
iter: 2303 | bound: 22 | nc: 39 | ncall: 79418 | eff(%): 2.900 | loglstar: -inf < -4.594 < inf | logz: -26.584 +/- 0.446 | dlogz: 2.916 > 0.109
iter: 2304 | bound: 22 | nc: 39 | ncall: 79457 | eff(%): 2.900 | loglstar: -inf < -4.593 < inf | logz: -26.580 +/- 0.446 | dlogz: 2.903 > 0.109
iter: 2305 | bound: 22 | nc: 39 | ncall: 79496 | eff(%): 2.900 | loglstar: -inf < -4.592 < inf | logz: -26.577 +/- 0.446 | dlogz: 2.890 > 0.109
iter: 2306 | bound: 22 | nc: 39 | ncall: 79535 | eff(%): 2.899 | loglstar: -inf < -4.580 < inf | logz: -26.573 +/- 0.446 | dlogz: 2.877 > 0.109
iter: 2307 | bound: 22 | nc: 39 | ncall: 79574 | eff(%): 2.899 | loglstar: -inf < -4.508 < inf | logz: -26.569 +/- 0.446 | dlogz: 2.864 > 0.109
iter: 2308 | bound: 22 | nc: 39 | ncall: 79613 | eff(%): 2.899 | loglstar: -inf < -4.506 < inf | logz: -26.565 +/- 0.446 | dlogz: 2.851 > 0.109
iter: 2309 | bound: 22 | nc: 39 | ncall: 79652 | eff(%): 2.899 | loglstar: -inf < -4.506 < inf | logz: -26.561 +/- 0.446 | dlogz: 2.837 > 0.109
iter: 2310 | bound: 22 | nc: 39 | ncall: 79691 | eff(%): 2.899 | loglstar: -inf < -4.478 < inf | logz: -26.557 +/- 0.446 | dlogz: 2.824 > 0.109
iter: 2311 | bound: 22 | nc: 39 | ncall: 79730 | eff(%): 2.899 | loglstar: -inf < -4.458 < inf | logz: -26.553 +/- 0.446 | dlogz: 2.811 > 0.109
iter: 2312 | bound: 22 | nc: 39 | ncall: 79769 | eff(%): 2.898 | loglstar: -inf < -4.457 < inf | logz: -26.549 +/- 0.446 | dlogz: 2.798 > 0.109
iter: 2313 | bound: 22 | nc: 39 | ncall: 79808 | eff(%): 2.898 | loglstar: -inf < -4.444 < inf | logz: -26.545 +/- 0.446 | dlogz: 2.785 > 0.109
iter: 2314 | bound: 22 | nc: 39 | ncall: 79847 | eff(%): 2.898 | loglstar: -inf < -4.426 < inf | logz: -26.541 +/- 0.446 | dlogz: 2.772 > 0.109
iter: 2315 | bound: 22 | nc: 39 | ncall: 79886 | eff(%): 2.898 | loglstar: -inf < -4.413 < inf | logz: -26.537 +/- 0.446 | dlogz: 2.759 > 0.109
iter: 2316 | bound: 22 | nc: 39 | ncall: 79925 | eff(%): 2.898 | loglstar: -inf < -4.401 < inf | logz: -26.533 +/- 0.446 | dlogz: 2.746 > 0.109
iter: 2317 | bound: 22 | nc: 39 | ncall: 79964 | eff(%): 2.898 | loglstar: -inf < -4.385 < inf | logz: -26.529 +/- 0.446 | dlogz: 2.733 > 0.109
iter: 2318 | bound: 22 | nc: 39 | ncall: 80003 | eff(%): 2.897 | loglstar: -inf < -4.371 < inf | logz: -26.525 +/- 0.446 | dlogz: 2.720 > 0.109
iter: 2319 | bound: 22 | nc: 39 | ncall: 80042 | eff(%): 2.897 | loglstar: -inf < -4.371 < inf | logz: -26.521 +/- 0.446 | dlogz: 2.707 > 0.109
iter: 2320 | bound: 22 | nc: 39 | ncall: 80081 | eff(%): 2.897 | loglstar: -inf < -4.357 < inf | logz: -26.517 +/- 0.446 | dlogz: 2.694 > 0.109
iter: 2321 | bound: 22 | nc: 39 | ncall: 80120 | eff(%): 2.897 | loglstar: -inf < -4.355 < inf | logz: -26.513 +/- 0.446 | dlogz: 2.681 > 0.109
iter: 2322 | bound: 22 | nc: 39 | ncall: 80159 | eff(%): 2.897 | loglstar: -inf < -4.348 < inf | logz: -26.509 +/- 0.446 | dlogz: 2.668 > 0.109
iter: 2323 | bound: 22 | nc: 39 | ncall: 80198 | eff(%): 2.897 | loglstar: -inf < -4.347 < inf | logz: -26.505 +/- 0.446 | dlogz: 2.655 > 0.109
iter: 2324 | bound: 23 | nc: 39 | ncall: 80237 | eff(%): 2.896 | loglstar: -inf < -4.343 < inf | logz: -26.502 +/- 0.447 | dlogz: 2.642 > 0.109
iter: 2325 | bound: 23 | nc: 39 | ncall: 80276 | eff(%): 2.896 | loglstar: -inf < -4.334 < inf | logz: -26.498 +/- 0.447 | dlogz: 2.629 > 0.109
iter: 2326 | bound: 23 | nc: 39 | ncall: 80315 | eff(%): 2.896 | loglstar: -inf < -4.334 < inf | logz: -26.494 +/- 0.447 | dlogz: 2.617 > 0.109
iter: 2327 | bound: 23 | nc: 39 | ncall: 80354 | eff(%): 2.896 | loglstar: -inf < -4.331 < inf | logz: -26.490 +/- 0.447 | dlogz: 2.604 > 0.109
iter: 2328 | bound: 23 | nc: 39 | ncall: 80393 | eff(%): 2.896 | loglstar: -inf < -4.316 < inf | logz: -26.487 +/- 0.447 | dlogz: 2.591 > 0.109
iter: 2329 | bound: 23 | nc: 39 | ncall: 80432 | eff(%): 2.896 | loglstar: -inf < -4.284 < inf | logz: -26.483 +/- 0.447 | dlogz: 2.579 > 0.109
iter: 2330 | bound: 23 | nc: 39 | ncall: 80471 | eff(%): 2.895 | loglstar: -inf < -4.265 < inf | logz: -26.479 +/- 0.447 | dlogz: 2.566 > 0.109
iter: 2331 | bound: 23 | nc: 39 | ncall: 80510 | eff(%): 2.895 | loglstar: -inf < -4.215 < inf | logz: -26.475 +/- 0.447 | dlogz: 2.554 > 0.109
iter: 2332 | bound: 23 | nc: 39 | ncall: 80549 | eff(%): 2.895 | loglstar: -inf < -4.208 < inf | logz: -26.472 +/- 0.447 | dlogz: 2.541 > 0.109
iter: 2333 | bound: 23 | nc: 39 | ncall: 80588 | eff(%): 2.895 | loglstar: -inf < -4.207 < inf | logz: -26.468 +/- 0.447 | dlogz: 2.528 > 0.109
iter: 2334 | bound: 23 | nc: 39 | ncall: 80627 | eff(%): 2.895 | loglstar: -inf < -4.192 < inf | logz: -26.464 +/- 0.447 | dlogz: 2.515 > 0.109
iter: 2335 | bound: 23 | nc: 39 | ncall: 80666 | eff(%): 2.895 | loglstar: -inf < -4.192 < inf | logz: -26.460 +/- 0.447 | dlogz: 2.503 > 0.109
iter: 2336 | bound: 23 | nc: 39 | ncall: 80705 | eff(%): 2.894 | loglstar: -inf < -4.190 < inf | logz: -26.456 +/- 0.447 | dlogz: 2.490 > 0.109
iter: 2337 | bound: 23 | nc: 39 | ncall: 80744 | eff(%): 2.894 | loglstar: -inf < -4.185 < inf | logz: -26.453 +/- 0.447 | dlogz: 2.478 > 0.109
iter: 2338 | bound: 23 | nc: 39 | ncall: 80783 | eff(%): 2.894 | loglstar: -inf < -4.183 < inf | logz: -26.449 +/- 0.447 | dlogz: 2.465 > 0.109
iter: 2339 | bound: 23 | nc: 39 | ncall: 80822 | eff(%): 2.894 | loglstar: -inf < -4.181 < inf | logz: -26.445 +/- 0.447 | dlogz: 2.459 > 0.109
iter: 2340 | bound: 23 | nc: 39 | ncall: 80861 | eff(%): 2.894 | loglstar: -inf < -4.180 < inf | logz: -26.442 +/- 0.447 | dlogz: 2.447 > 0.109
iter: 2341 | bound: 23 | nc: 39 | ncall: 80900 | eff(%): 2.894 | loglstar: -inf < -4.112 < inf | logz: -26.438 +/- 0.447 | dlogz: 2.434 > 0.109
iter: 2342 | bound: 23 | nc: 39 | ncall: 80939 | eff(%): 2.894 | loglstar: -inf < -4.110 < inf | logz: -26.434 +/- 0.447 | dlogz: 2.422 > 0.109
iter: 2343 | bound: 23 | nc: 39 | ncall: 80978 | eff(%): 2.893 | loglstar: -inf < -4.107 < inf | logz: -26.431 +/- 0.447 | dlogz: 2.409 > 0.109
iter: 2344 | bound: 23 | nc: 39 | ncall: 81017 | eff(%): 2.893 | loglstar: -inf < -4.102 < inf | logz: -26.427 +/- 0.447 | dlogz: 2.397 > 0.109
iter: 2345 | bound: 23 | nc: 39 | ncall: 81056 | eff(%): 2.893 | loglstar: -inf < -4.101 < inf | logz: -26.423 +/- 0.448 | dlogz: 2.385 > 0.109
iter: 2346 | bound: 23 | nc: 39 | ncall: 81095 | eff(%): 2.893 | loglstar: -inf < -4.075 < inf | logz: -26.420 +/- 0.448 | dlogz: 2.372 > 0.109
iter: 2347 | bound: 23 | nc: 39 | ncall: 81134 | eff(%): 2.893 | loglstar: -inf < -4.066 < inf | logz: -26.416 +/- 0.448 | dlogz: 2.360 > 0.109
iter: 2348 | bound: 23 | nc: 39 | ncall: 81173 | eff(%): 2.893 | loglstar: -inf < -4.063 < inf | logz: -26.412 +/- 0.448 | dlogz: 2.348 > 0.109
iter: 2349 | bound: 23 | nc: 39 | ncall: 81212 | eff(%): 2.892 | loglstar: -inf < -4.057 < inf | logz: -26.409 +/- 0.448 | dlogz: 2.335 > 0.109
iter: 2350 | bound: 23 | nc: 39 | ncall: 81251 | eff(%): 2.892 | loglstar: -inf < -4.055 < inf | logz: -26.405 +/- 0.448 | dlogz: 2.323 > 0.109
iter: 2351 | bound: 23 | nc: 39 | ncall: 81290 | eff(%): 2.892 | loglstar: -inf < -4.052 < inf | logz: -26.402 +/- 0.448 | dlogz: 2.311 > 0.109
iter: 2352 | bound: 23 | nc: 39 | ncall: 81329 | eff(%): 2.892 | loglstar: -inf < -4.041 < inf | logz: -26.398 +/- 0.448 | dlogz: 2.299 > 0.109
iter: 2353 | bound: 23 | nc: 39 | ncall: 81368 | eff(%): 2.892 | loglstar: -inf < -4.031 < inf | logz: -26.395 +/- 0.448 | dlogz: 2.287 > 0.109
iter: 2354 | bound: 23 | nc: 39 | ncall: 81407 | eff(%): 2.892 | loglstar: -inf < -4.019 < inf | logz: -26.391 +/- 0.448 | dlogz: 2.275 > 0.109
iter: 2355 | bound: 23 | nc: 39 | ncall: 81446 | eff(%): 2.891 | loglstar: -inf < -4.007 < inf | logz: -26.388 +/- 0.448 | dlogz: 2.263 > 0.109
iter: 2356 | bound: 23 | nc: 39 | ncall: 81485 | eff(%): 2.891 | loglstar: -inf < -3.993 < inf | logz: -26.384 +/- 0.448 | dlogz: 2.251 > 0.109
iter: 2357 | bound: 23 | nc: 39 | ncall: 81524 | eff(%): 2.891 | loglstar: -inf < -3.993 < inf | logz: -26.381 +/- 0.448 | dlogz: 2.239 > 0.109
iter: 2358 | bound: 23 | nc: 39 | ncall: 81563 | eff(%): 2.891 | loglstar: -inf < -3.986 < inf | logz: -26.377 +/- 0.448 | dlogz: 2.227 > 0.109
iter: 2359 | bound: 23 | nc: 39 | ncall: 81602 | eff(%): 2.891 | loglstar: -inf < -3.979 < inf | logz: -26.374 +/- 0.448 | dlogz: 2.215 > 0.109
iter: 2360 | bound: 23 | nc: 39 | ncall: 81641 | eff(%): 2.891 | loglstar: -inf < -3.974 < inf | logz: -26.371 +/- 0.448 | dlogz: 2.203 > 0.109
iter: 2361 | bound: 23 | nc: 39 | ncall: 81680 | eff(%): 2.891 | loglstar: -inf < -3.956 < inf | logz: -26.367 +/- 0.448 | dlogz: 2.191 > 0.109
iter: 2362 | bound: 23 | nc: 39 | ncall: 81719 | eff(%): 2.890 | loglstar: -inf < -3.953 < inf | logz: -26.364 +/- 0.448 | dlogz: 2.179 > 0.109
iter: 2363 | bound: 23 | nc: 39 | ncall: 81758 | eff(%): 2.890 | loglstar: -inf < -3.948 < inf | logz: -26.361 +/- 0.448 | dlogz: 2.168 > 0.109
iter: 2364 | bound: 23 | nc: 39 | ncall: 81797 | eff(%): 2.890 | loglstar: -inf < -3.946 < inf | logz: -26.357 +/- 0.448 | dlogz: 2.156 > 0.109
iter: 2365 | bound: 23 | nc: 39 | ncall: 81836 | eff(%): 2.890 | loglstar: -inf < -3.940 < inf | logz: -26.354 +/- 0.448 | dlogz: 2.144 > 0.109
iter: 2366 | bound: 23 | nc: 39 | ncall: 81875 | eff(%): 2.890 | loglstar: -inf < -3.929 < inf | logz: -26.351 +/- 0.449 | dlogz: 2.132 > 0.109
iter: 2367 | bound: 23 | nc: 39 | ncall: 81914 | eff(%): 2.890 | loglstar: -inf < -3.921 < inf | logz: -26.348 +/- 0.449 | dlogz: 2.121 > 0.109
iter: 2368 | bound: 23 | nc: 39 | ncall: 81953 | eff(%): 2.889 | loglstar: -inf < -3.903 < inf | logz: -26.344 +/- 0.449 | dlogz: 2.109 > 0.109
iter: 2369 | bound: 23 | nc: 39 | ncall: 81992 | eff(%): 2.889 | loglstar: -inf < -3.889 < inf | logz: -26.341 +/- 0.449 | dlogz: 2.098 > 0.109
iter: 2370 | bound: 23 | nc: 39 | ncall: 82031 | eff(%): 2.889 | loglstar: -inf < -3.886 < inf | logz: -26.338 +/- 0.449 | dlogz: 2.086 > 0.109
iter: 2371 | bound: 23 | nc: 39 | ncall: 82070 | eff(%): 2.889 | loglstar: -inf < -3.877 < inf | logz: -26.335 +/- 0.449 | dlogz: 2.075 > 0.109
iter: 2372 | bound: 23 | nc: 39 | ncall: 82109 | eff(%): 2.889 | loglstar: -inf < -3.853 < inf | logz: -26.332 +/- 0.449 | dlogz: 2.063 > 0.109
iter: 2373 | bound: 23 | nc: 39 | ncall: 82148 | eff(%): 2.889 | loglstar: -inf < -3.852 < inf | logz: -26.328 +/- 0.449 | dlogz: 2.052 > 0.109
iter: 2374 | bound: 23 | nc: 39 | ncall: 82187 | eff(%): 2.889 | loglstar: -inf < -3.834 < inf | logz: -26.325 +/- 0.449 | dlogz: 2.040 > 0.109
iter: 2375 | bound: 23 | nc: 39 | ncall: 82226 | eff(%): 2.888 | loglstar: -inf < -3.827 < inf | logz: -26.322 +/- 0.449 | dlogz: 2.029 > 0.109
iter: 2376 | bound: 23 | nc: 39 | ncall: 82265 | eff(%): 2.888 | loglstar: -inf < -3.823 < inf | logz: -26.319 +/- 0.449 | dlogz: 2.017 > 0.109
iter: 2377 | bound: 23 | nc: 39 | ncall: 82304 | eff(%): 2.888 | loglstar: -inf < -3.820 < inf | logz: -26.316 +/- 0.449 | dlogz: 2.006 > 0.109
iter: 2378 | bound: 23 | nc: 39 | ncall: 82343 | eff(%): 2.888 | loglstar: -inf < -3.816 < inf | logz: -26.312 +/- 0.449 | dlogz: 1.995 > 0.109
iter: 2379 | bound: 23 | nc: 39 | ncall: 82382 | eff(%): 2.888 | loglstar: -inf < -3.814 < inf | logz: -26.309 +/- 0.449 | dlogz: 1.983 > 0.109
iter: 2380 | bound: 23 | nc: 39 | ncall: 82421 | eff(%): 2.888 | loglstar: -inf < -3.793 < inf | logz: -26.306 +/- 0.449 | dlogz: 1.972 > 0.109
iter: 2381 | bound: 23 | nc: 39 | ncall: 82460 | eff(%): 2.887 | loglstar: -inf < -3.783 < inf | logz: -26.303 +/- 0.449 | dlogz: 1.961 > 0.109
iter: 2382 | bound: 23 | nc: 39 | ncall: 82499 | eff(%): 2.887 | loglstar: -inf < -3.780 < inf | logz: -26.300 +/- 0.449 | dlogz: 1.950 > 0.109
iter: 2383 | bound: 23 | nc: 39 | ncall: 82538 | eff(%): 2.887 | loglstar: -inf < -3.775 < inf | logz: -26.297 +/- 0.449 | dlogz: 1.939 > 0.109
iter: 2384 | bound: 23 | nc: 39 | ncall: 82577 | eff(%): 2.887 | loglstar: -inf < -3.765 < inf | logz: -26.294 +/- 0.449 | dlogz: 1.928 > 0.109
iter: 2385 | bound: 23 | nc: 39 | ncall: 82616 | eff(%): 2.887 | loglstar: -inf < -3.765 < inf | logz: -26.291 +/- 0.449 | dlogz: 1.916 > 0.109
iter: 2386 | bound: 23 | nc: 39 | ncall: 82655 | eff(%): 2.887 | loglstar: -inf < -3.764 < inf | logz: -26.288 +/- 0.449 | dlogz: 1.905 > 0.109
iter: 2387 | bound: 23 | nc: 39 | ncall: 82694 | eff(%): 2.887 | loglstar: -inf < -3.760 < inf | logz: -26.285 +/- 0.449 | dlogz: 1.894 > 0.109
iter: 2388 | bound: 23 | nc: 39 | ncall: 82733 | eff(%): 2.886 | loglstar: -inf < -3.741 < inf | logz: -26.282 +/- 0.449 | dlogz: 1.884 > 0.109
iter: 2389 | bound: 23 | nc: 39 | ncall: 82772 | eff(%): 2.886 | loglstar: -inf < -3.740 < inf | logz: -26.279 +/- 0.449 | dlogz: 1.873 > 0.109
iter: 2390 | bound: 23 | nc: 39 | ncall: 82811 | eff(%): 2.886 | loglstar: -inf < -3.739 < inf | logz: -26.277 +/- 0.450 | dlogz: 1.862 > 0.109
iter: 2391 | bound: 23 | nc: 39 | ncall: 82850 | eff(%): 2.886 | loglstar: -inf < -3.736 < inf | logz: -26.274 +/- 0.450 | dlogz: 1.851 > 0.109
iter: 2392 | bound: 23 | nc: 39 | ncall: 82889 | eff(%): 2.886 | loglstar: -inf < -3.729 < inf | logz: -26.271 +/- 0.450 | dlogz: 1.840 > 0.109
iter: 2393 | bound: 23 | nc: 39 | ncall: 82928 | eff(%): 2.886 | loglstar: -inf < -3.722 < inf | logz: -26.268 +/- 0.450 | dlogz: 1.829 > 0.109
iter: 2394 | bound: 23 | nc: 39 | ncall: 82967 | eff(%): 2.885 | loglstar: -inf < -3.714 < inf | logz: -26.265 +/- 0.450 | dlogz: 1.819 > 0.109
iter: 2395 | bound: 23 | nc: 39 | ncall: 83006 | eff(%): 2.885 | loglstar: -inf < -3.714 < inf | logz: -26.262 +/- 0.450 | dlogz: 1.808 > 0.109
iter: 2396 | bound: 23 | nc: 39 | ncall: 83045 | eff(%): 2.885 | loglstar: -inf < -3.708 < inf | logz: -26.260 +/- 0.450 | dlogz: 1.797 > 0.109
iter: 2397 | bound: 23 | nc: 39 | ncall: 83084 | eff(%): 2.885 | loglstar: -inf < -3.697 < inf | logz: -26.257 +/- 0.450 | dlogz: 1.787 > 0.109
iter: 2398 | bound: 23 | nc: 39 | ncall: 83123 | eff(%): 2.885 | loglstar: -inf < -3.696 < inf | logz: -26.254 +/- 0.450 | dlogz: 1.776 > 0.109
iter: 2399 | bound: 23 | nc: 39 | ncall: 83162 | eff(%): 2.885 | loglstar: -inf < -3.688 < inf | logz: -26.252 +/- 0.450 | dlogz: 1.766 > 0.109
iter: 2400 | bound: 23 | nc: 39 | ncall: 83201 | eff(%): 2.885 | loglstar: -inf < -3.688 < inf | logz: -26.249 +/- 0.450 | dlogz: 1.755 > 0.109
iter: 2401 | bound: 23 | nc: 39 | ncall: 83240 | eff(%): 2.884 | loglstar: -inf < -3.674 < inf | logz: -26.246 +/- 0.450 | dlogz: 1.745 > 0.109
iter: 2402 | bound: 23 | nc: 39 | ncall: 83279 | eff(%): 2.884 | loglstar: -inf < -3.670 < inf | logz: -26.244 +/- 0.450 | dlogz: 1.734 > 0.109
iter: 2403 | bound: 23 | nc: 39 | ncall: 83318 | eff(%): 2.884 | loglstar: -inf < -3.668 < inf | logz: -26.241 +/- 0.450 | dlogz: 1.724 > 0.109
iter: 2404 | bound: 23 | nc: 39 | ncall: 83357 | eff(%): 2.884 | loglstar: -inf < -3.664 < inf | logz: -26.238 +/- 0.450 | dlogz: 1.714 > 0.109
iter: 2405 | bound: 24 | nc: 39 | ncall: 83396 | eff(%): 2.884 | loglstar: -inf < -3.662 < inf | logz: -26.236 +/- 0.450 | dlogz: 1.703 > 0.109
iter: 2406 | bound: 24 | nc: 39 | ncall: 83435 | eff(%): 2.884 | loglstar: -inf < -3.661 < inf | logz: -26.233 +/- 0.450 | dlogz: 1.693 > 0.109
iter: 2407 | bound: 24 | nc: 39 | ncall: 83474 | eff(%): 2.884 | loglstar: -inf < -3.658 < inf | logz: -26.231 +/- 0.450 | dlogz: 1.683 > 0.109
iter: 2408 | bound: 24 | nc: 39 | ncall: 83513 | eff(%): 2.883 | loglstar: -inf < -3.630 < inf | logz: -26.228 +/- 0.450 | dlogz: 1.673 > 0.109
iter: 2409 | bound: 24 | nc: 39 | ncall: 83552 | eff(%): 2.883 | loglstar: -inf < -3.628 < inf | logz: -26.226 +/- 0.450 | dlogz: 1.663 > 0.109
iter: 2410 | bound: 24 | nc: 39 | ncall: 83591 | eff(%): 2.883 | loglstar: -inf < -3.611 < inf | logz: -26.223 +/- 0.450 | dlogz: 1.653 > 0.109
iter: 2411 | bound: 24 | nc: 39 | ncall: 83630 | eff(%): 2.883 | loglstar: -inf < -3.611 < inf | logz: -26.221 +/- 0.450 | dlogz: 1.643 > 0.109
iter: 2412 | bound: 24 | nc: 39 | ncall: 83669 | eff(%): 2.883 | loglstar: -inf < -3.602 < inf | logz: -26.218 +/- 0.450 | dlogz: 1.633 > 0.109
iter: 2413 | bound: 24 | nc: 39 | ncall: 83708 | eff(%): 2.883 | loglstar: -inf < -3.571 < inf | logz: -26.216 +/- 0.450 | dlogz: 1.623 > 0.109
iter: 2414 | bound: 24 | nc: 39 | ncall: 83747 | eff(%): 2.882 | loglstar: -inf < -3.568 < inf | logz: -26.213 +/- 0.450 | dlogz: 1.613 > 0.109
iter: 2415 | bound: 24 | nc: 39 | ncall: 83786 | eff(%): 2.882 | loglstar: -inf < -3.559 < inf | logz: -26.211 +/- 0.450 | dlogz: 1.603 > 0.109
iter: 2416 | bound: 24 | nc: 39 | ncall: 83825 | eff(%): 2.882 | loglstar: -inf < -3.550 < inf | logz: -26.208 +/- 0.450 | dlogz: 1.593 > 0.109
iter: 2417 | bound: 24 | nc: 39 | ncall: 83864 | eff(%): 2.882 | loglstar: -inf < -3.541 < inf | logz: -26.206 +/- 0.450 | dlogz: 1.583 > 0.109
iter: 2418 | bound: 24 | nc: 39 | ncall: 83903 | eff(%): 2.882 | loglstar: -inf < -3.532 < inf | logz: -26.203 +/- 0.451 | dlogz: 1.573 > 0.109
iter: 2419 | bound: 24 | nc: 39 | ncall: 83942 | eff(%): 2.882 | loglstar: -inf < -3.531 < inf | logz: -26.201 +/- 0.451 | dlogz: 1.563 > 0.109
iter: 2420 | bound: 24 | nc: 39 | ncall: 83981 | eff(%): 2.882 | loglstar: -inf < -3.527 < inf | logz: -26.198 +/- 0.451 | dlogz: 1.553 > 0.109
iter: 2421 | bound: 24 | nc: 39 | ncall: 84020 | eff(%): 2.881 | loglstar: -inf < -3.511 < inf | logz: -26.196 +/- 0.451 | dlogz: 1.543 > 0.109
iter: 2422 | bound: 24 | nc: 39 | ncall: 84059 | eff(%): 2.881 | loglstar: -inf < -3.510 < inf | logz: -26.193 +/- 0.451 | dlogz: 1.534 > 0.109
iter: 2423 | bound: 24 | nc: 39 | ncall: 84098 | eff(%): 2.881 | loglstar: -inf < -3.508 < inf | logz: -26.191 +/- 0.451 | dlogz: 1.524 > 0.109
iter: 2424 | bound: 24 | nc: 39 | ncall: 84137 | eff(%): 2.881 | loglstar: -inf < -3.507 < inf | logz: -26.189 +/- 0.451 | dlogz: 1.514 > 0.109
iter: 2425 | bound: 24 | nc: 39 | ncall: 84176 | eff(%): 2.881 | loglstar: -inf < -3.504 < inf | logz: -26.186 +/- 0.451 | dlogz: 1.505 > 0.109
iter: 2426 | bound: 24 | nc: 39 | ncall: 84215 | eff(%): 2.881 | loglstar: -inf < -3.503 < inf | logz: -26.184 +/- 0.451 | dlogz: 1.495 > 0.109
iter: 2427 | bound: 24 | nc: 39 | ncall: 84254 | eff(%): 2.881 | loglstar: -inf < -3.492 < inf | logz: -26.182 +/- 0.451 | dlogz: 1.486 > 0.109
iter: 2428 | bound: 24 | nc: 39 | ncall: 84293 | eff(%): 2.880 | loglstar: -inf < -3.474 < inf | logz: -26.179 +/- 0.451 | dlogz: 1.476 > 0.109
iter: 2429 | bound: 24 | nc: 39 | ncall: 84332 | eff(%): 2.880 | loglstar: -inf < -3.473 < inf | logz: -26.177 +/- 0.451 | dlogz: 1.467 > 0.109
iter: 2430 | bound: 24 | nc: 39 | ncall: 84371 | eff(%): 2.880 | loglstar: -inf < -3.468 < inf | logz: -26.175 +/- 0.451 | dlogz: 1.457 > 0.109
iter: 2431 | bound: 24 | nc: 39 | ncall: 84410 | eff(%): 2.880 | loglstar: -inf < -3.463 < inf | logz: -26.173 +/- 0.451 | dlogz: 1.448 > 0.109
iter: 2432 | bound: 24 | nc: 39 | ncall: 84449 | eff(%): 2.880 | loglstar: -inf < -3.460 < inf | logz: -26.170 +/- 0.451 | dlogz: 1.439 > 0.109
iter: 2433 | bound: 24 | nc: 39 | ncall: 84488 | eff(%): 2.880 | loglstar: -inf < -3.460 < inf | logz: -26.168 +/- 0.451 | dlogz: 1.429 > 0.109
iter: 2434 | bound: 24 | nc: 39 | ncall: 84527 | eff(%): 2.880 | loglstar: -inf < -3.449 < inf | logz: -26.166 +/- 0.451 | dlogz: 1.420 > 0.109
iter: 2435 | bound: 24 | nc: 39 | ncall: 84566 | eff(%): 2.879 | loglstar: -inf < -3.448 < inf | logz: -26.164 +/- 0.451 | dlogz: 1.411 > 0.109
iter: 2436 | bound: 24 | nc: 39 | ncall: 84605 | eff(%): 2.879 | loglstar: -inf < -3.443 < inf | logz: -26.161 +/- 0.451 | dlogz: 1.402 > 0.109
iter: 2437 | bound: 24 | nc: 39 | ncall: 84644 | eff(%): 2.879 | loglstar: -inf < -3.431 < inf | logz: -26.159 +/- 0.451 | dlogz: 1.393 > 0.109
iter: 2438 | bound: 24 | nc: 39 | ncall: 84683 | eff(%): 2.879 | loglstar: -inf < -3.419 < inf | logz: -26.157 +/- 0.451 | dlogz: 1.384 > 0.109
iter: 2439 | bound: 24 | nc: 39 | ncall: 84722 | eff(%): 2.879 | loglstar: -inf < -3.408 < inf | logz: -26.155 +/- 0.451 | dlogz: 1.375 > 0.109
iter: 2440 | bound: 24 | nc: 39 | ncall: 84761 | eff(%): 2.879 | loglstar: -inf < -3.403 < inf | logz: -26.153 +/- 0.451 | dlogz: 1.365 > 0.109
iter: 2441 | bound: 24 | nc: 39 | ncall: 84800 | eff(%): 2.879 | loglstar: -inf < -3.400 < inf | logz: -26.151 +/- 0.451 | dlogz: 1.356 > 0.109
iter: 2442 | bound: 24 | nc: 39 | ncall: 84839 | eff(%): 2.878 | loglstar: -inf < -3.400 < inf | logz: -26.149 +/- 0.451 | dlogz: 1.348 > 0.109
iter: 2443 | bound: 24 | nc: 39 | ncall: 84878 | eff(%): 2.878 | loglstar: -inf < -3.389 < inf | logz: -26.146 +/- 0.451 | dlogz: 1.339 > 0.109
iter: 2444 | bound: 24 | nc: 39 | ncall: 84917 | eff(%): 2.878 | loglstar: -inf < -3.387 < inf | logz: -26.144 +/- 0.451 | dlogz: 1.330 > 0.109
iter: 2445 | bound: 24 | nc: 39 | ncall: 84956 | eff(%): 2.878 | loglstar: -inf < -3.376 < inf | logz: -26.142 +/- 0.451 | dlogz: 1.321 > 0.109
iter: 2446 | bound: 24 | nc: 39 | ncall: 84995 | eff(%): 2.878 | loglstar: -inf < -3.376 < inf | logz: -26.140 +/- 0.451 | dlogz: 1.312 > 0.109
iter: 2447 | bound: 24 | nc: 39 | ncall: 85034 | eff(%): 2.878 | loglstar: -inf < -3.365 < inf | logz: -26.138 +/- 0.451 | dlogz: 1.303 > 0.109
iter: 2448 | bound: 24 | nc: 39 | ncall: 85073 | eff(%): 2.878 | loglstar: -inf < -3.360 < inf | logz: -26.136 +/- 0.451 | dlogz: 1.295 > 0.109
iter: 2449 | bound: 24 | nc: 39 | ncall: 85112 | eff(%): 2.877 | loglstar: -inf < -3.346 < inf | logz: -26.134 +/- 0.451 | dlogz: 1.286 > 0.109
iter: 2450 | bound: 24 | nc: 39 | ncall: 85151 | eff(%): 2.877 | loglstar: -inf < -3.343 < inf | logz: -26.132 +/- 0.452 | dlogz: 1.277 > 0.109
iter: 2451 | bound: 24 | nc: 39 | ncall: 85190 | eff(%): 2.877 | loglstar: -inf < -3.335 < inf | logz: -26.130 +/- 0.452 | dlogz: 1.269 > 0.109
iter: 2452 | bound: 24 | nc: 39 | ncall: 85229 | eff(%): 2.877 | loglstar: -inf < -3.332 < inf | logz: -26.128 +/- 0.452 | dlogz: 1.260 > 0.109
iter: 2453 | bound: 24 | nc: 39 | ncall: 85268 | eff(%): 2.877 | loglstar: -inf < -3.330 < inf | logz: -26.126 +/- 0.452 | dlogz: 1.251 > 0.109
iter: 2454 | bound: 24 | nc: 39 | ncall: 85307 | eff(%): 2.877 | loglstar: -inf < -3.323 < inf | logz: -26.124 +/- 0.452 | dlogz: 1.243 > 0.109
iter: 2455 | bound: 24 | nc: 39 | ncall: 85346 | eff(%): 2.877 | loglstar: -inf < -3.304 < inf | logz: -26.122 +/- 0.452 | dlogz: 1.234 > 0.109
iter: 2456 | bound: 24 | nc: 39 | ncall: 85385 | eff(%): 2.876 | loglstar: -inf < -3.303 < inf | logz: -26.120 +/- 0.452 | dlogz: 1.226 > 0.109
iter: 2457 | bound: 24 | nc: 39 | ncall: 85424 | eff(%): 2.876 | loglstar: -inf < -3.291 < inf | logz: -26.118 +/- 0.452 | dlogz: 1.218 > 0.109
iter: 2458 | bound: 24 | nc: 39 | ncall: 85463 | eff(%): 2.876 | loglstar: -inf < -3.288 < inf | logz: -26.116 +/- 0.452 | dlogz: 1.209 > 0.109
iter: 2459 | bound: 24 | nc: 39 | ncall: 85502 | eff(%): 2.876 | loglstar: -inf < -3.287 < inf | logz: -26.114 +/- 0.452 | dlogz: 1.201 > 0.109
iter: 2460 | bound: 24 | nc: 39 | ncall: 85541 | eff(%): 2.876 | loglstar: -inf < -3.265 < inf | logz: -26.112 +/- 0.452 | dlogz: 1.193 > 0.109
iter: 2461 | bound: 24 | nc: 39 | ncall: 85580 | eff(%): 2.876 | loglstar: -inf < -3.260 < inf | logz: -26.110 +/- 0.452 | dlogz: 1.184 > 0.109
iter: 2462 | bound: 24 | nc: 39 | ncall: 85619 | eff(%): 2.876 | loglstar: -inf < -3.253 < inf | logz: -26.108 +/- 0.452 | dlogz: 1.176 > 0.109
iter: 2463 | bound: 24 | nc: 39 | ncall: 85658 | eff(%): 2.875 | loglstar: -inf < -3.223 < inf | logz: -26.106 +/- 0.452 | dlogz: 1.168 > 0.109
iter: 2464 | bound: 24 | nc: 39 | ncall: 85697 | eff(%): 2.875 | loglstar: -inf < -3.220 < inf | logz: -26.105 +/- 0.452 | dlogz: 1.160 > 0.109
iter: 2465 | bound: 24 | nc: 39 | ncall: 85736 | eff(%): 2.875 | loglstar: -inf < -3.219 < inf | logz: -26.103 +/- 0.452 | dlogz: 1.152 > 0.109
iter: 2466 | bound: 24 | nc: 39 | ncall: 85775 | eff(%): 2.875 | loglstar: -inf < -3.214 < inf | logz: -26.101 +/- 0.452 | dlogz: 1.143 > 0.109
iter: 2467 | bound: 24 | nc: 39 | ncall: 85814 | eff(%): 2.875 | loglstar: -inf < -3.205 < inf | logz: -26.099 +/- 0.452 | dlogz: 1.135 > 0.109
iter: 2468 | bound: 24 | nc: 39 | ncall: 85853 | eff(%): 2.875 | loglstar: -inf < -3.200 < inf | logz: -26.097 +/- 0.452 | dlogz: 1.127 > 0.109
iter: 2469 | bound: 24 | nc: 39 | ncall: 85892 | eff(%): 2.875 | loglstar: -inf < -3.199 < inf | logz: -26.095 +/- 0.452 | dlogz: 1.119 > 0.109
iter: 2470 | bound: 24 | nc: 39 | ncall: 85931 | eff(%): 2.874 | loglstar: -inf < -3.185 < inf | logz: -26.093 +/- 0.452 | dlogz: 1.111 > 0.109
iter: 2471 | bound: 24 | nc: 39 | ncall: 85970 | eff(%): 2.874 | loglstar: -inf < -3.174 < inf | logz: -26.091 +/- 0.452 | dlogz: 1.104 > 0.109
iter: 2472 | bound: 24 | nc: 39 | ncall: 86009 | eff(%): 2.874 | loglstar: -inf < -3.167 < inf | logz: -26.089 +/- 0.452 | dlogz: 1.096 > 0.109
iter: 2473 | bound: 24 | nc: 39 | ncall: 86048 | eff(%): 2.874 | loglstar: -inf < -3.157 < inf | logz: -26.088 +/- 0.452 | dlogz: 1.088 > 0.109
iter: 2474 | bound: 24 | nc: 39 | ncall: 86087 | eff(%): 2.874 | loglstar: -inf < -3.157 < inf | logz: -26.086 +/- 0.452 | dlogz: 1.080 > 0.109
iter: 2475 | bound: 24 | nc: 39 | ncall: 86126 | eff(%): 2.874 | loglstar: -inf < -3.132 < inf | logz: -26.084 +/- 0.452 | dlogz: 1.072 > 0.109
iter: 2476 | bound: 24 | nc: 39 | ncall: 86165 | eff(%): 2.874 | loglstar: -inf < -3.120 < inf | logz: -26.082 +/- 0.452 | dlogz: 1.064 > 0.109
iter: 2477 | bound: 24 | nc: 39 | ncall: 86204 | eff(%): 2.873 | loglstar: -inf < -3.092 < inf | logz: -26.080 +/- 0.452 | dlogz: 1.057 > 0.109
iter: 2478 | bound: 24 | nc: 39 | ncall: 86243 | eff(%): 2.873 | loglstar: -inf < -3.066 < inf | logz: -26.078 +/- 0.452 | dlogz: 1.049 > 0.109
iter: 2479 | bound: 24 | nc: 39 | ncall: 86282 | eff(%): 2.873 | loglstar: -inf < -3.065 < inf | logz: -26.076 +/- 0.452 | dlogz: 1.041 > 0.109
iter: 2480 | bound: 24 | nc: 39 | ncall: 86321 | eff(%): 2.873 | loglstar: -inf < -3.049 < inf | logz: -26.074 +/- 0.452 | dlogz: 1.034 > 0.109
iter: 2481 | bound: 24 | nc: 39 | ncall: 86360 | eff(%): 2.873 | loglstar: -inf < -3.048 < inf | logz: -26.073 +/- 0.452 | dlogz: 1.026 > 0.109
iter: 2482 | bound: 24 | nc: 39 | ncall: 86399 | eff(%): 2.873 | loglstar: -inf < -3.044 < inf | logz: -26.071 +/- 0.452 | dlogz: 1.018 > 0.109
iter: 2483 | bound: 24 | nc: 39 | ncall: 86438 | eff(%): 2.873 | loglstar: -inf < -3.044 < inf | logz: -26.069 +/- 0.452 | dlogz: 1.011 > 0.109
iter: 2484 | bound: 24 | nc: 39 | ncall: 86477 | eff(%): 2.872 | loglstar: -inf < -3.043 < inf | logz: -26.067 +/- 0.452 | dlogz: 1.003 > 0.109
iter: 2485 | bound: 24 | nc: 39 | ncall: 86516 | eff(%): 2.872 | loglstar: -inf < -3.035 < inf | logz: -26.065 +/- 0.453 | dlogz: 0.996 > 0.109
iter: 2486 | bound: 24 | nc: 39 | ncall: 86555 | eff(%): 2.872 | loglstar: -inf < -3.024 < inf | logz: -26.063 +/- 0.453 | dlogz: 0.989 > 0.109
iter: 2487 | bound: 24 | nc: 39 | ncall: 86594 | eff(%): 2.872 | loglstar: -inf < -3.012 < inf | logz: -26.062 +/- 0.453 | dlogz: 0.981 > 0.109
iter: 2488 | bound: 24 | nc: 39 | ncall: 86633 | eff(%): 2.872 | loglstar: -inf < -3.005 < inf | logz: -26.060 +/- 0.453 | dlogz: 0.974 > 0.109
iter: 2489 | bound: 24 | nc: 39 | ncall: 86672 | eff(%): 2.872 | loglstar: -inf < -3.003 < inf | logz: -26.058 +/- 0.453 | dlogz: 0.967 > 0.109
iter: 2490 | bound: 24 | nc: 39 | ncall: 86711 | eff(%): 2.872 | loglstar: -inf < -2.991 < inf | logz: -26.056 +/- 0.453 | dlogz: 0.959 > 0.109
iter: 2491 | bound: 24 | nc: 39 | ncall: 86750 | eff(%): 2.871 | loglstar: -inf < -2.990 < inf | logz: -26.054 +/- 0.453 | dlogz: 0.952 > 0.109
iter: 2492 | bound: 24 | nc: 39 | ncall: 86789 | eff(%): 2.871 | loglstar: -inf < -2.990 < inf | logz: -26.053 +/- 0.453 | dlogz: 0.945 > 0.109
iter: 2493 | bound: 24 | nc: 39 | ncall: 86828 | eff(%): 2.871 | loglstar: -inf < -2.971 < inf | logz: -26.051 +/- 0.453 | dlogz: 0.938 > 0.109
iter: 2494 | bound: 24 | nc: 39 | ncall: 86867 | eff(%): 2.871 | loglstar: -inf < -2.965 < inf | logz: -26.049 +/- 0.453 | dlogz: 0.931 > 0.109
iter: 2495 | bound: 24 | nc: 39 | ncall: 86906 | eff(%): 2.871 | loglstar: -inf < -2.964 < inf | logz: -26.047 +/- 0.453 | dlogz: 0.924 > 0.109
iter: 2496 | bound: 24 | nc: 39 | ncall: 86945 | eff(%): 2.871 | loglstar: -inf < -2.963 < inf | logz: -26.046 +/- 0.453 | dlogz: 0.917 > 0.109
iter: 2497 | bound: 24 | nc: 39 | ncall: 86984 | eff(%): 2.871 | loglstar: -inf < -2.961 < inf | logz: -26.044 +/- 0.453 | dlogz: 0.910 > 0.109
iter: 2498 | bound: 24 | nc: 39 | ncall: 87023 | eff(%): 2.871 | loglstar: -inf < -2.959 < inf | logz: -26.042 +/- 0.453 | dlogz: 0.903 > 0.109
iter: 2499 | bound: 24 | nc: 39 | ncall: 87062 | eff(%): 2.870 | loglstar: -inf < -2.929 < inf | logz: -26.040 +/- 0.453 | dlogz: 0.896 > 0.109
iter: 2500 | bound: 24 | nc: 39 | ncall: 87101 | eff(%): 2.870 | loglstar: -inf < -2.924 < inf | logz: -26.039 +/- 0.453 | dlogz: 0.889 > 0.109
iter: 2501 | bound: 24 | nc: 39 | ncall: 87140 | eff(%): 2.870 | loglstar: -inf < -2.922 < inf | logz: -26.037 +/- 0.453 | dlogz: 0.882 > 0.109
iter: 2502 | bound: 24 | nc: 39 | ncall: 87179 | eff(%): 2.870 | loglstar: -inf < -2.921 < inf | logz: -26.035 +/- 0.453 | dlogz: 0.875 > 0.109
iter: 2503 | bound: 24 | nc: 39 | ncall: 87218 | eff(%): 2.870 | loglstar: -inf < -2.913 < inf | logz: -26.034 +/- 0.453 | dlogz: 0.868 > 0.109
iter: 2504 | bound: 25 | nc: 39 | ncall: 87257 | eff(%): 2.870 | loglstar: -inf < -2.906 < inf | logz: -26.032 +/- 0.453 | dlogz: 0.862 > 0.109
iter: 2505 | bound: 25 | nc: 39 | ncall: 87296 | eff(%): 2.870 | loglstar: -inf < -2.906 < inf | logz: -26.030 +/- 0.453 | dlogz: 0.855 > 0.109
iter: 2506 | bound: 25 | nc: 39 | ncall: 87335 | eff(%): 2.869 | loglstar: -inf < -2.893 < inf | logz: -26.029 +/- 0.453 | dlogz: 0.848 > 0.109
iter: 2507 | bound: 25 | nc: 39 | ncall: 87374 | eff(%): 2.869 | loglstar: -inf < -2.881 < inf | logz: -26.027 +/- 0.453 | dlogz: 0.842 > 0.109
iter: 2508 | bound: 25 | nc: 39 | ncall: 87413 | eff(%): 2.869 | loglstar: -inf < -2.868 < inf | logz: -26.025 +/- 0.453 | dlogz: 0.835 > 0.109
iter: 2509 | bound: 25 | nc: 39 | ncall: 87452 | eff(%): 2.869 | loglstar: -inf < -2.845 < inf | logz: -26.024 +/- 0.453 | dlogz: 0.829 > 0.109
iter: 2510 | bound: 25 | nc: 39 | ncall: 87491 | eff(%): 2.869 | loglstar: -inf < -2.834 < inf | logz: -26.022 +/- 0.453 | dlogz: 0.822 > 0.109
iter: 2511 | bound: 25 | nc: 39 | ncall: 87530 | eff(%): 2.869 | loglstar: -inf < -2.827 < inf | logz: -26.020 +/- 0.453 | dlogz: 0.816 > 0.109
iter: 2512 | bound: 25 | nc: 39 | ncall: 87569 | eff(%): 2.869 | loglstar: -inf < -2.820 < inf | logz: -26.019 +/- 0.453 | dlogz: 0.809 > 0.109
iter: 2513 | bound: 25 | nc: 39 | ncall: 87608 | eff(%): 2.868 | loglstar: -inf < -2.806 < inf | logz: -26.017 +/- 0.453 | dlogz: 0.803 > 0.109
iter: 2514 | bound: 25 | nc: 39 | ncall: 87647 | eff(%): 2.868 | loglstar: -inf < -2.803 < inf | logz: -26.016 +/- 0.453 | dlogz: 0.796 > 0.109
iter: 2515 | bound: 25 | nc: 39 | ncall: 87686 | eff(%): 2.868 | loglstar: -inf < -2.793 < inf | logz: -26.014 +/- 0.453 | dlogz: 0.790 > 0.109
iter: 2516 | bound: 25 | nc: 39 | ncall: 87725 | eff(%): 2.868 | loglstar: -inf < -2.789 < inf | logz: -26.012 +/- 0.453 | dlogz: 0.784 > 0.109
iter: 2517 | bound: 25 | nc: 39 | ncall: 87764 | eff(%): 2.868 | loglstar: -inf < -2.789 < inf | logz: -26.011 +/- 0.453 | dlogz: 0.777 > 0.109
iter: 2518 | bound: 25 | nc: 39 | ncall: 87803 | eff(%): 2.868 | loglstar: -inf < -2.772 < inf | logz: -26.009 +/- 0.453 | dlogz: 0.771 > 0.109
iter: 2519 | bound: 25 | nc: 39 | ncall: 87842 | eff(%): 2.868 | loglstar: -inf < -2.769 < inf | logz: -26.007 +/- 0.453 | dlogz: 0.765 > 0.109
iter: 2520 | bound: 25 | nc: 39 | ncall: 87881 | eff(%): 2.868 | loglstar: -inf < -2.745 < inf | logz: -26.006 +/- 0.453 | dlogz: 0.759 > 0.109
iter: 2521 | bound: 25 | nc: 39 | ncall: 87920 | eff(%): 2.867 | loglstar: -inf < -2.739 < inf | logz: -26.004 +/- 0.454 | dlogz: 0.753 > 0.109
iter: 2522 | bound: 25 | nc: 39 | ncall: 87959 | eff(%): 2.867 | loglstar: -inf < -2.733 < inf | logz: -26.003 +/- 0.454 | dlogz: 0.747 > 0.109
iter: 2523 | bound: 25 | nc: 39 | ncall: 87998 | eff(%): 2.867 | loglstar: -inf < -2.727 < inf | logz: -26.001 +/- 0.454 | dlogz: 0.740 > 0.109
iter: 2524 | bound: 25 | nc: 39 | ncall: 88037 | eff(%): 2.867 | loglstar: -inf < -2.721 < inf | logz: -25.999 +/- 0.454 | dlogz: 0.734 > 0.109
iter: 2525 | bound: 25 | nc: 39 | ncall: 88076 | eff(%): 2.867 | loglstar: -inf < -2.718 < inf | logz: -25.998 +/- 0.454 | dlogz: 0.728 > 0.109
iter: 2526 | bound: 25 | nc: 39 | ncall: 88115 | eff(%): 2.867 | loglstar: -inf < -2.715 < inf | logz: -25.996 +/- 0.454 | dlogz: 0.723 > 0.109
iter: 2527 | bound: 25 | nc: 39 | ncall: 88154 | eff(%): 2.867 | loglstar: -inf < -2.708 < inf | logz: -25.995 +/- 0.454 | dlogz: 0.717 > 0.109
iter: 2528 | bound: 25 | nc: 39 | ncall: 88193 | eff(%): 2.866 | loglstar: -inf < -2.707 < inf | logz: -25.993 +/- 0.454 | dlogz: 0.711 > 0.109
iter: 2529 | bound: 25 | nc: 39 | ncall: 88232 | eff(%): 2.866 | loglstar: -inf < -2.700 < inf | logz: -25.992 +/- 0.454 | dlogz: 0.705 > 0.109
iter: 2530 | bound: 25 | nc: 39 | ncall: 88271 | eff(%): 2.866 | loglstar: -inf < -2.690 < inf | logz: -25.990 +/- 0.454 | dlogz: 0.699 > 0.109
iter: 2531 | bound: 25 | nc: 39 | ncall: 88310 | eff(%): 2.866 | loglstar: -inf < -2.688 < inf | logz: -25.989 +/- 0.454 | dlogz: 0.693 > 0.109
iter: 2532 | bound: 25 | nc: 39 | ncall: 88349 | eff(%): 2.866 | loglstar: -inf < -2.681 < inf | logz: -25.987 +/- 0.454 | dlogz: 0.688 > 0.109
iter: 2533 | bound: 25 | nc: 39 | ncall: 88388 | eff(%): 2.866 | loglstar: -inf < -2.680 < inf | logz: -25.986 +/- 0.454 | dlogz: 0.682 > 0.109
iter: 2534 | bound: 25 | nc: 39 | ncall: 88427 | eff(%): 2.866 | loglstar: -inf < -2.680 < inf | logz: -25.984 +/- 0.454 | dlogz: 0.676 > 0.109
iter: 2535 | bound: 25 | nc: 39 | ncall: 88466 | eff(%): 2.866 | loglstar: -inf < -2.676 < inf | logz: -25.983 +/- 0.454 | dlogz: 0.671 > 0.109
iter: 2536 | bound: 25 | nc: 39 | ncall: 88505 | eff(%): 2.865 | loglstar: -inf < -2.663 < inf | logz: -25.981 +/- 0.454 | dlogz: 0.665 > 0.109
iter: 2537 | bound: 25 | nc: 39 | ncall: 88544 | eff(%): 2.865 | loglstar: -inf < -2.656 < inf | logz: -25.980 +/- 0.454 | dlogz: 0.660 > 0.109
iter: 2538 | bound: 25 | nc: 39 | ncall: 88583 | eff(%): 2.865 | loglstar: -inf < -2.650 < inf | logz: -25.978 +/- 0.454 | dlogz: 0.654 > 0.109
iter: 2539 | bound: 25 | nc: 39 | ncall: 88622 | eff(%): 2.865 | loglstar: -inf < -2.647 < inf | logz: -25.977 +/- 0.454 | dlogz: 0.649 > 0.109
iter: 2540 | bound: 25 | nc: 39 | ncall: 88661 | eff(%): 2.865 | loglstar: -inf < -2.646 < inf | logz: -25.975 +/- 0.454 | dlogz: 0.643 > 0.109
iter: 2541 | bound: 25 | nc: 39 | ncall: 88700 | eff(%): 2.865 | loglstar: -inf < -2.646 < inf | logz: -25.974 +/- 0.454 | dlogz: 0.638 > 0.109
iter: 2542 | bound: 25 | nc: 39 | ncall: 88739 | eff(%): 2.865 | loglstar: -inf < -2.642 < inf | logz: -25.973 +/- 0.454 | dlogz: 0.633 > 0.109
iter: 2543 | bound: 25 | nc: 39 | ncall: 88778 | eff(%): 2.864 | loglstar: -inf < -2.633 < inf | logz: -25.971 +/- 0.454 | dlogz: 0.627 > 0.109
iter: 2544 | bound: 25 | nc: 39 | ncall: 88817 | eff(%): 2.864 | loglstar: -inf < -2.633 < inf | logz: -25.970 +/- 0.454 | dlogz: 0.622 > 0.109
iter: 2545 | bound: 25 | nc: 39 | ncall: 88856 | eff(%): 2.864 | loglstar: -inf < -2.632 < inf | logz: -25.969 +/- 0.454 | dlogz: 0.617 > 0.109
iter: 2546 | bound: 25 | nc: 39 | ncall: 88895 | eff(%): 2.864 | loglstar: -inf < -2.624 < inf | logz: -25.967 +/- 0.454 | dlogz: 0.612 > 0.109
iter: 2547 | bound: 25 | nc: 39 | ncall: 88934 | eff(%): 2.864 | loglstar: -inf < -2.617 < inf | logz: -25.966 +/- 0.454 | dlogz: 0.606 > 0.109
iter: 2548 | bound: 25 | nc: 39 | ncall: 88973 | eff(%): 2.864 | loglstar: -inf < -2.612 < inf | logz: -25.964 +/- 0.454 | dlogz: 0.601 > 0.109
iter: 2549 | bound: 25 | nc: 39 | ncall: 89012 | eff(%): 2.864 | loglstar: -inf < -2.603 < inf | logz: -25.963 +/- 0.454 | dlogz: 0.596 > 0.109
iter: 2550 | bound: 25 | nc: 39 | ncall: 89051 | eff(%): 2.864 | loglstar: -inf < -2.595 < inf | logz: -25.962 +/- 0.454 | dlogz: 0.591 > 0.109
iter: 2551 | bound: 25 | nc: 39 | ncall: 89090 | eff(%): 2.863 | loglstar: -inf < -2.578 < inf | logz: -25.960 +/- 0.454 | dlogz: 0.586 > 0.109
iter: 2552 | bound: 25 | nc: 39 | ncall: 89129 | eff(%): 2.863 | loglstar: -inf < -2.577 < inf | logz: -25.959 +/- 0.454 | dlogz: 0.581 > 0.109
iter: 2553 | bound: 25 | nc: 39 | ncall: 89168 | eff(%): 2.863 | loglstar: -inf < -2.574 < inf | logz: -25.958 +/- 0.454 | dlogz: 0.576 > 0.109
iter: 2554 | bound: 25 | nc: 39 | ncall: 89207 | eff(%): 2.863 | loglstar: -inf < -2.571 < inf | logz: -25.956 +/- 0.454 | dlogz: 0.571 > 0.109
iter: 2555 | bound: 25 | nc: 39 | ncall: 89246 | eff(%): 2.863 | loglstar: -inf < -2.564 < inf | logz: -25.955 +/- 0.454 | dlogz: 0.566 > 0.109
iter: 2556 | bound: 25 | nc: 39 | ncall: 89285 | eff(%): 2.863 | loglstar: -inf < -2.563 < inf | logz: -25.954 +/- 0.454 | dlogz: 0.562 > 0.109
iter: 2557 | bound: 25 | nc: 39 | ncall: 89324 | eff(%): 2.863 | loglstar: -inf < -2.557 < inf | logz: -25.953 +/- 0.454 | dlogz: 0.557 > 0.109
iter: 2558 | bound: 25 | nc: 39 | ncall: 89363 | eff(%): 2.862 | loglstar: -inf < -2.556 < inf | logz: -25.951 +/- 0.454 | dlogz: 0.552 > 0.109
iter: 2559 | bound: 25 | nc: 39 | ncall: 89402 | eff(%): 2.862 | loglstar: -inf < -2.555 < inf | logz: -25.950 +/- 0.454 | dlogz: 0.547 > 0.109
iter: 2560 | bound: 25 | nc: 39 | ncall: 89441 | eff(%): 2.862 | loglstar: -inf < -2.547 < inf | logz: -25.949 +/- 0.454 | dlogz: 0.542 > 0.109
iter: 2561 | bound: 25 | nc: 39 | ncall: 89480 | eff(%): 2.862 | loglstar: -inf < -2.541 < inf | logz: -25.948 +/- 0.455 | dlogz: 0.538 > 0.109
iter: 2562 | bound: 25 | nc: 39 | ncall: 89519 | eff(%): 2.862 | loglstar: -inf < -2.539 < inf | logz: -25.946 +/- 0.455 | dlogz: 0.533 > 0.109
iter: 2563 | bound: 25 | nc: 39 | ncall: 89558 | eff(%): 2.862 | loglstar: -inf < -2.536 < inf | logz: -25.945 +/- 0.455 | dlogz: 0.529 > 0.109
iter: 2564 | bound: 25 | nc: 39 | ncall: 89597 | eff(%): 2.862 | loglstar: -inf < -2.536 < inf | logz: -25.944 +/- 0.455 | dlogz: 0.524 > 0.109
iter: 2565 | bound: 25 | nc: 39 | ncall: 89636 | eff(%): 2.862 | loglstar: -inf < -2.523 < inf | logz: -25.943 +/- 0.455 | dlogz: 0.519 > 0.109
iter: 2566 | bound: 25 | nc: 39 | ncall: 89675 | eff(%): 2.861 | loglstar: -inf < -2.523 < inf | logz: -25.941 +/- 0.455 | dlogz: 0.515 > 0.109
iter: 2567 | bound: 25 | nc: 39 | ncall: 89714 | eff(%): 2.861 | loglstar: -inf < -2.520 < inf | logz: -25.940 +/- 0.455 | dlogz: 0.510 > 0.109
iter: 2568 | bound: 25 | nc: 39 | ncall: 89753 | eff(%): 2.861 | loglstar: -inf < -2.491 < inf | logz: -25.939 +/- 0.455 | dlogz: 0.506 > 0.109
iter: 2569 | bound: 25 | nc: 39 | ncall: 89792 | eff(%): 2.861 | loglstar: -inf < -2.485 < inf | logz: -25.938 +/- 0.455 | dlogz: 0.502 > 0.109
iter: 2570 | bound: 25 | nc: 39 | ncall: 89831 | eff(%): 2.861 | loglstar: -inf < -2.482 < inf | logz: -25.937 +/- 0.455 | dlogz: 0.497 > 0.109
iter: 2571 | bound: 25 | nc: 39 | ncall: 89870 | eff(%): 2.861 | loglstar: -inf < -2.478 < inf | logz: -25.935 +/- 0.455 | dlogz: 0.493 > 0.109
iter: 2572 | bound: 25 | nc: 39 | ncall: 89909 | eff(%): 2.861 | loglstar: -inf < -2.468 < inf | logz: -25.934 +/- 0.455 | dlogz: 0.489 > 0.109
iter: 2573 | bound: 25 | nc: 39 | ncall: 89948 | eff(%): 2.861 | loglstar: -inf < -2.467 < inf | logz: -25.933 +/- 0.455 | dlogz: 0.484 > 0.109
iter: 2574 | bound: 25 | nc: 39 | ncall: 89987 | eff(%): 2.860 | loglstar: -inf < -2.466 < inf | logz: -25.932 +/- 0.455 | dlogz: 0.480 > 0.109
iter: 2575 | bound: 25 | nc: 39 | ncall: 90026 | eff(%): 2.860 | loglstar: -inf < -2.466 < inf | logz: -25.931 +/- 0.455 | dlogz: 0.476 > 0.109
iter: 2576 | bound: 25 | nc: 39 | ncall: 90065 | eff(%): 2.860 | loglstar: -inf < -2.452 < inf | logz: -25.930 +/- 0.455 | dlogz: 0.472 > 0.109
iter: 2577 | bound: 25 | nc: 39 | ncall: 90104 | eff(%): 2.860 | loglstar: -inf < -2.447 < inf | logz: -25.928 +/- 0.455 | dlogz: 0.467 > 0.109
iter: 2578 | bound: 25 | nc: 39 | ncall: 90143 | eff(%): 2.860 | loglstar: -inf < -2.437 < inf | logz: -25.927 +/- 0.455 | dlogz: 0.463 > 0.109
iter: 2579 | bound: 25 | nc: 39 | ncall: 90182 | eff(%): 2.860 | loglstar: -inf < -2.427 < inf | logz: -25.926 +/- 0.455 | dlogz: 0.459 > 0.109
iter: 2580 | bound: 25 | nc: 39 | ncall: 90221 | eff(%): 2.860 | loglstar: -inf < -2.425 < inf | logz: -25.925 +/- 0.455 | dlogz: 0.455 > 0.109
iter: 2581 | bound: 25 | nc: 39 | ncall: 90260 | eff(%): 2.860 | loglstar: -inf < -2.418 < inf | logz: -25.924 +/- 0.455 | dlogz: 0.451 > 0.109
iter: 2582 | bound: 25 | nc: 39 | ncall: 90299 | eff(%): 2.859 | loglstar: -inf < -2.409 < inf | logz: -25.923 +/- 0.455 | dlogz: 0.447 > 0.109
iter: 2583 | bound: 25 | nc: 39 | ncall: 90338 | eff(%): 2.859 | loglstar: -inf < -2.407 < inf | logz: -25.922 +/- 0.455 | dlogz: 0.443 > 0.109
iter: 2584 | bound: 25 | nc: 39 | ncall: 90377 | eff(%): 2.859 | loglstar: -inf < -2.403 < inf | logz: -25.921 +/- 0.455 | dlogz: 0.439 > 0.109
iter: 2585 | bound: 25 | nc: 39 | ncall: 90416 | eff(%): 2.859 | loglstar: -inf < -2.401 < inf | logz: -25.919 +/- 0.455 | dlogz: 0.435 > 0.109
iter: 2586 | bound: 25 | nc: 39 | ncall: 90455 | eff(%): 2.859 | loglstar: -inf < -2.400 < inf | logz: -25.918 +/- 0.455 | dlogz: 0.431 > 0.109
iter: 2587 | bound: 25 | nc: 39 | ncall: 90494 | eff(%): 2.859 | loglstar: -inf < -2.388 < inf | logz: -25.917 +/- 0.455 | dlogz: 0.427 > 0.109
iter: 2588 | bound: 25 | nc: 39 | ncall: 90533 | eff(%): 2.859 | loglstar: -inf < -2.385 < inf | logz: -25.916 +/- 0.455 | dlogz: 0.424 > 0.109
iter: 2589 | bound: 25 | nc: 39 | ncall: 90572 | eff(%): 2.858 | loglstar: -inf < -2.381 < inf | logz: -25.915 +/- 0.455 | dlogz: 0.420 > 0.109
iter: 2590 | bound: 25 | nc: 39 | ncall: 90611 | eff(%): 2.858 | loglstar: -inf < -2.380 < inf | logz: -25.914 +/- 0.455 | dlogz: 0.416 > 0.109
iter: 2591 | bound: 25 | nc: 39 | ncall: 90650 | eff(%): 2.858 | loglstar: -inf < -2.363 < inf | logz: -25.913 +/- 0.455 | dlogz: 0.412 > 0.109
iter: 2592 | bound: 25 | nc: 39 | ncall: 90689 | eff(%): 2.858 | loglstar: -inf < -2.358 < inf | logz: -25.912 +/- 0.455 | dlogz: 0.409 > 0.109
iter: 2593 | bound: 25 | nc: 39 | ncall: 90728 | eff(%): 2.858 | loglstar: -inf < -2.354 < inf | logz: -25.911 +/- 0.455 | dlogz: 0.405 > 0.109
iter: 2594 | bound: 25 | nc: 39 | ncall: 90767 | eff(%): 2.858 | loglstar: -inf < -2.349 < inf | logz: -25.910 +/- 0.455 | dlogz: 0.401 > 0.109
iter: 2595 | bound: 25 | nc: 39 | ncall: 90806 | eff(%): 2.858 | loglstar: -inf < -2.347 < inf | logz: -25.909 +/- 0.455 | dlogz: 0.398 > 0.109
iter: 2596 | bound: 25 | nc: 39 | ncall: 90845 | eff(%): 2.858 | loglstar: -inf < -2.346 < inf | logz: -25.908 +/- 0.455 | dlogz: 0.394 > 0.109
iter: 2597 | bound: 25 | nc: 39 | ncall: 90884 | eff(%): 2.857 | loglstar: -inf < -2.333 < inf | logz: -25.907 +/- 0.455 | dlogz: 0.391 > 0.109
iter: 2598 | bound: 25 | nc: 39 | ncall: 90923 | eff(%): 2.857 | loglstar: -inf < -2.329 < inf | logz: -25.906 +/- 0.455 | dlogz: 0.387 > 0.109
iter: 2599 | bound: 25 | nc: 39 | ncall: 90962 | eff(%): 2.857 | loglstar: -inf < -2.326 < inf | logz: -25.905 +/- 0.455 | dlogz: 0.383 > 0.109
iter: 2600 | bound: 25 | nc: 39 | ncall: 91001 | eff(%): 2.857 | loglstar: -inf < -2.326 < inf | logz: -25.904 +/- 0.455 | dlogz: 0.380 > 0.109
iter: 2601 | bound: 25 | nc: 39 | ncall: 91040 | eff(%): 2.857 | loglstar: -inf < -2.323 < inf | logz: -25.903 +/- 0.455 | dlogz: 0.377 > 0.109
iter: 2602 | bound: 25 | nc: 39 | ncall: 91079 | eff(%): 2.857 | loglstar: -inf < -2.323 < inf | logz: -25.902 +/- 0.455 | dlogz: 0.373 > 0.109
iter: 2603 | bound: 25 | nc: 39 | ncall: 91118 | eff(%): 2.857 | loglstar: -inf < -2.317 < inf | logz: -25.901 +/- 0.455 | dlogz: 0.370 > 0.109
iter: 2604 | bound: 26 | nc: 39 | ncall: 91157 | eff(%): 2.857 | loglstar: -inf < -2.315 < inf | logz: -25.900 +/- 0.455 | dlogz: 0.366 > 0.109
iter: 2605 | bound: 26 | nc: 39 | ncall: 91196 | eff(%): 2.856 | loglstar: -inf < -2.312 < inf | logz: -25.899 +/- 0.455 | dlogz: 0.363 > 0.109
iter: 2606 | bound: 26 | nc: 39 | ncall: 91235 | eff(%): 2.856 | loglstar: -inf < -2.309 < inf | logz: -25.898 +/- 0.455 | dlogz: 0.360 > 0.109
iter: 2607 | bound: 26 | nc: 39 | ncall: 91274 | eff(%): 2.856 | loglstar: -inf < -2.299 < inf | logz: -25.897 +/- 0.455 | dlogz: 0.356 > 0.109
iter: 2608 | bound: 26 | nc: 39 | ncall: 91313 | eff(%): 2.856 | loglstar: -inf < -2.293 < inf | logz: -25.896 +/- 0.455 | dlogz: 0.353 > 0.109
iter: 2609 | bound: 26 | nc: 39 | ncall: 91352 | eff(%): 2.856 | loglstar: -inf < -2.282 < inf | logz: -25.895 +/- 0.455 | dlogz: 0.350 > 0.109
iter: 2610 | bound: 26 | nc: 39 | ncall: 91391 | eff(%): 2.856 | loglstar: -inf < -2.281 < inf | logz: -25.894 +/- 0.456 | dlogz: 0.347 > 0.109
iter: 2611 | bound: 26 | nc: 39 | ncall: 91430 | eff(%): 2.856 | loglstar: -inf < -2.271 < inf | logz: -25.893 +/- 0.456 | dlogz: 0.344 > 0.109
iter: 2612 | bound: 26 | nc: 39 | ncall: 91469 | eff(%): 2.856 | loglstar: -inf < -2.266 < inf | logz: -25.892 +/- 0.456 | dlogz: 0.340 > 0.109
iter: 2613 | bound: 26 | nc: 39 | ncall: 91508 | eff(%): 2.855 | loglstar: -inf < -2.265 < inf | logz: -25.891 +/- 0.456 | dlogz: 0.337 > 0.109
iter: 2614 | bound: 26 | nc: 39 | ncall: 91547 | eff(%): 2.855 | loglstar: -inf < -2.262 < inf | logz: -25.890 +/- 0.456 | dlogz: 0.334 > 0.109
iter: 2615 | bound: 26 | nc: 39 | ncall: 91586 | eff(%): 2.855 | loglstar: -inf < -2.246 < inf | logz: -25.889 +/- 0.456 | dlogz: 0.331 > 0.109
iter: 2616 | bound: 26 | nc: 39 | ncall: 91625 | eff(%): 2.855 | loglstar: -inf < -2.240 < inf | logz: -25.888 +/- 0.456 | dlogz: 0.328 > 0.109
iter: 2617 | bound: 26 | nc: 39 | ncall: 91664 | eff(%): 2.855 | loglstar: -inf < -2.240 < inf | logz: -25.888 +/- 0.456 | dlogz: 0.325 > 0.109
iter: 2618 | bound: 26 | nc: 39 | ncall: 91703 | eff(%): 2.855 | loglstar: -inf < -2.237 < inf | logz: -25.887 +/- 0.456 | dlogz: 0.322 > 0.109
iter: 2619 | bound: 26 | nc: 39 | ncall: 91742 | eff(%): 2.855 | loglstar: -inf < -2.230 < inf | logz: -25.886 +/- 0.456 | dlogz: 0.319 > 0.109
iter: 2620 | bound: 26 | nc: 39 | ncall: 91781 | eff(%): 2.855 | loglstar: -inf < -2.226 < inf | logz: -25.885 +/- 0.456 | dlogz: 0.316 > 0.109
iter: 2621 | bound: 26 | nc: 39 | ncall: 91820 | eff(%): 2.854 | loglstar: -inf < -2.226 < inf | logz: -25.884 +/- 0.456 | dlogz: 0.313 > 0.109
iter: 2622 | bound: 26 | nc: 39 | ncall: 91859 | eff(%): 2.854 | loglstar: -inf < -2.220 < inf | logz: -25.883 +/- 0.456 | dlogz: 0.310 > 0.109
iter: 2623 | bound: 26 | nc: 39 | ncall: 91898 | eff(%): 2.854 | loglstar: -inf < -2.219 < inf | logz: -25.882 +/- 0.456 | dlogz: 0.307 > 0.109
iter: 2624 | bound: 26 | nc: 39 | ncall: 91937 | eff(%): 2.854 | loglstar: -inf < -2.215 < inf | logz: -25.881 +/- 0.456 | dlogz: 0.305 > 0.109
iter: 2625 | bound: 26 | nc: 39 | ncall: 91976 | eff(%): 2.854 | loglstar: -inf < -2.203 < inf | logz: -25.880 +/- 0.456 | dlogz: 0.302 > 0.109
iter: 2626 | bound: 26 | nc: 39 | ncall: 92015 | eff(%): 2.854 | loglstar: -inf < -2.194 < inf | logz: -25.880 +/- 0.456 | dlogz: 0.299 > 0.109
iter: 2627 | bound: 26 | nc: 39 | ncall: 92054 | eff(%): 2.854 | loglstar: -inf < -2.187 < inf | logz: -25.879 +/- 0.456 | dlogz: 0.296 > 0.109
iter: 2628 | bound: 26 | nc: 39 | ncall: 92093 | eff(%): 2.854 | loglstar: -inf < -2.182 < inf | logz: -25.878 +/- 0.456 | dlogz: 0.293 > 0.109
iter: 2629 | bound: 26 | nc: 39 | ncall: 92132 | eff(%): 2.854 | loglstar: -inf < -2.177 < inf | logz: -25.877 +/- 0.456 | dlogz: 0.291 > 0.109
iter: 2630 | bound: 26 | nc: 39 | ncall: 92171 | eff(%): 2.853 | loglstar: -inf < -2.173 < inf | logz: -25.876 +/- 0.456 | dlogz: 0.288 > 0.109
iter: 2631 | bound: 26 | nc: 39 | ncall: 92210 | eff(%): 2.853 | loglstar: -inf < -2.170 < inf | logz: -25.875 +/- 0.456 | dlogz: 0.293 > 0.109
iter: 2632 | bound: 26 | nc: 39 | ncall: 92249 | eff(%): 2.853 | loglstar: -inf < -2.168 < inf | logz: -25.875 +/- 0.456 | dlogz: 0.291 > 0.109
iter: 2633 | bound: 26 | nc: 39 | ncall: 92288 | eff(%): 2.853 | loglstar: -inf < -2.165 < inf | logz: -25.874 +/- 0.456 | dlogz: 0.288 > 0.109
iter: 2634 | bound: 26 | nc: 39 | ncall: 92327 | eff(%): 2.853 | loglstar: -inf < -2.149 < inf | logz: -25.873 +/- 0.456 | dlogz: 0.285 > 0.109
iter: 2635 | bound: 26 | nc: 39 | ncall: 92366 | eff(%): 2.853 | loglstar: -inf < -2.140 < inf | logz: -25.872 +/- 0.456 | dlogz: 0.283 > 0.109
iter: 2636 | bound: 26 | nc: 39 | ncall: 92405 | eff(%): 2.853 | loglstar: -inf < -2.133 < inf | logz: -25.871 +/- 0.456 | dlogz: 0.280 > 0.109
iter: 2637 | bound: 27 | nc: 39 | ncall: 92444 | eff(%): 2.853 | loglstar: -inf < -2.126 < inf | logz: -25.870 +/- 0.456 | dlogz: 0.277 > 0.109
iter: 2638 | bound: 27 | nc: 39 | ncall: 92483 | eff(%): 2.852 | loglstar: -inf < -2.125 < inf | logz: -25.870 +/- 0.456 | dlogz: 0.275 > 0.109
iter: 2639 | bound: 27 | nc: 39 | ncall: 92522 | eff(%): 2.852 | loglstar: -inf < -2.120 < inf | logz: -25.869 +/- 0.456 | dlogz: 0.272 > 0.109
iter: 2640 | bound: 27 | nc: 39 | ncall: 92561 | eff(%): 2.852 | loglstar: -inf < -2.118 < inf | logz: -25.868 +/- 0.456 | dlogz: 0.270 > 0.109
iter: 2641 | bound: 27 | nc: 39 | ncall: 92600 | eff(%): 2.852 | loglstar: -inf < -2.102 < inf | logz: -25.867 +/- 0.456 | dlogz: 0.267 > 0.109
iter: 2642 | bound: 27 | nc: 39 | ncall: 92639 | eff(%): 2.852 | loglstar: -inf < -2.093 < inf | logz: -25.866 +/- 0.456 | dlogz: 0.265 > 0.109
iter: 2643 | bound: 27 | nc: 39 | ncall: 92678 | eff(%): 2.852 | loglstar: -inf < -2.085 < inf | logz: -25.866 +/- 0.456 | dlogz: 0.262 > 0.109
iter: 2644 | bound: 27 | nc: 39 | ncall: 92717 | eff(%): 2.852 | loglstar: -inf < -2.085 < inf | logz: -25.865 +/- 0.456 | dlogz: 0.260 > 0.109
iter: 2645 | bound: 27 | nc: 39 | ncall: 92756 | eff(%): 2.852 | loglstar: -inf < -2.077 < inf | logz: -25.864 +/- 0.456 | dlogz: 0.257 > 0.109
iter: 2646 | bound: 27 | nc: 39 | ncall: 92795 | eff(%): 2.851 | loglstar: -inf < -2.076 < inf | logz: -25.863 +/- 0.456 | dlogz: 0.255 > 0.109
iter: 2647 | bound: 27 | nc: 39 | ncall: 92834 | eff(%): 2.851 | loglstar: -inf < -2.076 < inf | logz: -25.862 +/- 0.456 | dlogz: 0.252 > 0.109
iter: 2648 | bound: 27 | nc: 39 | ncall: 92873 | eff(%): 2.851 | loglstar: -inf < -2.075 < inf | logz: -25.862 +/- 0.456 | dlogz: 0.250 > 0.109
iter: 2649 | bound: 27 | nc: 39 | ncall: 92912 | eff(%): 2.851 | loglstar: -inf < -2.073 < inf | logz: -25.861 +/- 0.456 | dlogz: 0.248 > 0.109
iter: 2650 | bound: 27 | nc: 39 | ncall: 92951 | eff(%): 2.851 | loglstar: -inf < -2.073 < inf | logz: -25.860 +/- 0.456 | dlogz: 0.245 > 0.109
iter: 2651 | bound: 27 | nc: 39 | ncall: 92990 | eff(%): 2.851 | loglstar: -inf < -2.068 < inf | logz: -25.859 +/- 0.456 | dlogz: 0.243 > 0.109
iter: 2652 | bound: 27 | nc: 39 | ncall: 93029 | eff(%): 2.851 | loglstar: -inf < -2.065 < inf | logz: -25.859 +/- 0.456 | dlogz: 0.241 > 0.109
iter: 2653 | bound: 27 | nc: 39 | ncall: 93068 | eff(%): 2.851 | loglstar: -inf < -2.059 < inf | logz: -25.858 +/- 0.456 | dlogz: 0.238 > 0.109
iter: 2654 | bound: 27 | nc: 39 | ncall: 93107 | eff(%): 2.850 | loglstar: -inf < -2.057 < inf | logz: -25.857 +/- 0.456 | dlogz: 0.236 > 0.109
iter: 2655 | bound: 27 | nc: 39 | ncall: 93146 | eff(%): 2.850 | loglstar: -inf < -2.049 < inf | logz: -25.856 +/- 0.456 | dlogz: 0.234 > 0.109
iter: 2656 | bound: 27 | nc: 39 | ncall: 93185 | eff(%): 2.850 | loglstar: -inf < -2.043 < inf | logz: -25.856 +/- 0.456 | dlogz: 0.232 > 0.109
iter: 2657 | bound: 27 | nc: 39 | ncall: 93224 | eff(%): 2.850 | loglstar: -inf < -2.042 < inf | logz: -25.855 +/- 0.456 | dlogz: 0.230 > 0.109
iter: 2658 | bound: 27 | nc: 39 | ncall: 93263 | eff(%): 2.850 | loglstar: -inf < -2.032 < inf | logz: -25.854 +/- 0.456 | dlogz: 0.227 > 0.109
iter: 2659 | bound: 27 | nc: 39 | ncall: 93302 | eff(%): 2.850 | loglstar: -inf < -2.030 < inf | logz: -25.854 +/- 0.456 | dlogz: 0.225 > 0.109
iter: 2660 | bound: 27 | nc: 39 | ncall: 93341 | eff(%): 2.850 | loglstar: -inf < -2.028 < inf | logz: -25.853 +/- 0.456 | dlogz: 0.223 > 0.109
iter: 2661 | bound: 27 | nc: 39 | ncall: 93380 | eff(%): 2.850 | loglstar: -inf < -2.027 < inf | logz: -25.852 +/- 0.456 | dlogz: 0.221 > 0.109
iter: 2662 | bound: 27 | nc: 39 | ncall: 93419 | eff(%): 2.850 | loglstar: -inf < -2.025 < inf | logz: -25.851 +/- 0.456 | dlogz: 0.219 > 0.109
iter: 2663 | bound: 27 | nc: 39 | ncall: 93458 | eff(%): 2.849 | loglstar: -inf < -2.025 < inf | logz: -25.851 +/- 0.456 | dlogz: 0.217 > 0.109
iter: 2664 | bound: 27 | nc: 39 | ncall: 93497 | eff(%): 2.849 | loglstar: -inf < -2.017 < inf | logz: -25.850 +/- 0.456 | dlogz: 0.215 > 0.109
iter: 2665 | bound: 27 | nc: 39 | ncall: 93536 | eff(%): 2.849 | loglstar: -inf < -2.007 < inf | logz: -25.849 +/- 0.456 | dlogz: 0.213 > 0.109
iter: 2666 | bound: 27 | nc: 39 | ncall: 93575 | eff(%): 2.849 | loglstar: -inf < -2.003 < inf | logz: -25.849 +/- 0.456 | dlogz: 0.211 > 0.109
iter: 2667 | bound: 27 | nc: 39 | ncall: 93614 | eff(%): 2.849 | loglstar: -inf < -2.002 < inf | logz: -25.848 +/- 0.456 | dlogz: 0.209 > 0.109
iter: 2668 | bound: 27 | nc: 39 | ncall: 93653 | eff(%): 2.849 | loglstar: -inf < -2.002 < inf | logz: -25.847 +/- 0.456 | dlogz: 0.207 > 0.109
iter: 2669 | bound: 27 | nc: 39 | ncall: 93692 | eff(%): 2.849 | loglstar: -inf < -1.999 < inf | logz: -25.847 +/- 0.456 | dlogz: 0.205 > 0.109
iter: 2670 | bound: 27 | nc: 39 | ncall: 93731 | eff(%): 2.849 | loglstar: -inf < -1.997 < inf | logz: -25.846 +/- 0.456 | dlogz: 0.203 > 0.109
iter: 2671 | bound: 27 | nc: 39 | ncall: 93770 | eff(%): 2.848 | loglstar: -inf < -1.991 < inf | logz: -25.845 +/- 0.456 | dlogz: 0.201 > 0.109
iter: 2672 | bound: 27 | nc: 39 | ncall: 93809 | eff(%): 2.848 | loglstar: -inf < -1.973 < inf | logz: -25.845 +/- 0.456 | dlogz: 0.199 > 0.109
iter: 2673 | bound: 27 | nc: 39 | ncall: 93848 | eff(%): 2.848 | loglstar: -inf < -1.971 < inf | logz: -25.844 +/- 0.457 | dlogz: 0.197 > 0.109
iter: 2674 | bound: 27 | nc: 39 | ncall: 93887 | eff(%): 2.848 | loglstar: -inf < -1.970 < inf | logz: -25.843 +/- 0.457 | dlogz: 0.195 > 0.109
iter: 2675 | bound: 27 | nc: 39 | ncall: 93926 | eff(%): 2.848 | loglstar: -inf < -1.967 < inf | logz: -25.843 +/- 0.457 | dlogz: 0.193 > 0.109
iter: 2676 | bound: 27 | nc: 39 | ncall: 93965 | eff(%): 2.848 | loglstar: -inf < -1.963 < inf | logz: -25.842 +/- 0.457 | dlogz: 0.196 > 0.109
iter: 2677 | bound: 27 | nc: 39 | ncall: 94004 | eff(%): 2.848 | loglstar: -inf < -1.961 < inf | logz: -25.842 +/- 0.457 | dlogz: 0.194 > 0.109
iter: 2678 | bound: 27 | nc: 39 | ncall: 94043 | eff(%): 2.848 | loglstar: -inf < -1.944 < inf | logz: -25.841 +/- 0.457 | dlogz: 0.198 > 0.109
iter: 2679 | bound: 27 | nc: 39 | ncall: 94082 | eff(%): 2.848 | loglstar: -inf < -1.936 < inf | logz: -25.840 +/- 0.457 | dlogz: 0.196 > 0.109
iter: 2680 | bound: 27 | nc: 39 | ncall: 94121 | eff(%): 2.847 | loglstar: -inf < -1.935 < inf | logz: -25.840 +/- 0.457 | dlogz: 0.194 > 0.109
iter: 2681 | bound: 27 | nc: 39 | ncall: 94160 | eff(%): 2.847 | loglstar: -inf < -1.933 < inf | logz: -25.839 +/- 0.457 | dlogz: 0.193 > 0.109
iter: 2682 | bound: 27 | nc: 39 | ncall: 94199 | eff(%): 2.847 | loglstar: -inf < -1.920 < inf | logz: -25.838 +/- 0.457 | dlogz: 0.191 > 0.109
iter: 2683 | bound: 27 | nc: 39 | ncall: 94238 | eff(%): 2.847 | loglstar: -inf < -1.912 < inf | logz: -25.838 +/- 0.457 | dlogz: 0.189 > 0.109
iter: 2684 | bound: 27 | nc: 39 | ncall: 94277 | eff(%): 2.847 | loglstar: -inf < -1.911 < inf | logz: -25.837 +/- 0.457 | dlogz: 0.187 > 0.109
iter: 2685 | bound: 27 | nc: 39 | ncall: 94316 | eff(%): 2.847 | loglstar: -inf < -1.911 < inf | logz: -25.837 +/- 0.457 | dlogz: 0.185 > 0.109
iter: 2686 | bound: 27 | nc: 39 | ncall: 94355 | eff(%): 2.847 | loglstar: -inf < -1.906 < inf | logz: -25.836 +/- 0.457 | dlogz: 0.184 > 0.109
iter: 2687 | bound: 27 | nc: 39 | ncall: 94394 | eff(%): 2.847 | loglstar: -inf < -1.901 < inf | logz: -25.835 +/- 0.457 | dlogz: 0.182 > 0.109
iter: 2688 | bound: 27 | nc: 39 | ncall: 94433 | eff(%): 2.846 | loglstar: -inf < -1.899 < inf | logz: -25.835 +/- 0.457 | dlogz: 0.180 > 0.109
iter: 2689 | bound: 27 | nc: 39 | ncall: 94472 | eff(%): 2.846 | loglstar: -inf < -1.897 < inf | logz: -25.834 +/- 0.457 | dlogz: 0.178 > 0.109
iter: 2690 | bound: 27 | nc: 39 | ncall: 94511 | eff(%): 2.846 | loglstar: -inf < -1.882 < inf | logz: -25.834 +/- 0.457 | dlogz: 0.177 > 0.109
iter: 2691 | bound: 27 | nc: 39 | ncall: 94550 | eff(%): 2.846 | loglstar: -inf < -1.880 < inf | logz: -25.833 +/- 0.457 | dlogz: 0.175 > 0.109
iter: 2692 | bound: 27 | nc: 39 | ncall: 94589 | eff(%): 2.846 | loglstar: -inf < -1.878 < inf | logz: -25.832 +/- 0.457 | dlogz: 0.173 > 0.109
iter: 2693 | bound: 27 | nc: 39 | ncall: 94628 | eff(%): 2.846 | loglstar: -inf < -1.872 < inf | logz: -25.832 +/- 0.457 | dlogz: 0.172 > 0.109
iter: 2694 | bound: 27 | nc: 39 | ncall: 94667 | eff(%): 2.846 | loglstar: -inf < -1.858 < inf | logz: -25.831 +/- 0.457 | dlogz: 0.170 > 0.109
iter: 2695 | bound: 27 | nc: 39 | ncall: 94706 | eff(%): 2.846 | loglstar: -inf < -1.843 < inf | logz: -25.831 +/- 0.457 | dlogz: 0.168 > 0.109
iter: 2696 | bound: 27 | nc: 39 | ncall: 94745 | eff(%): 2.846 | loglstar: -inf < -1.842 < inf | logz: -25.830 +/- 0.457 | dlogz: 0.167 > 0.109
iter: 2697 | bound: 27 | nc: 39 | ncall: 94784 | eff(%): 2.845 | loglstar: -inf < -1.833 < inf | logz: -25.829 +/- 0.457 | dlogz: 0.165 > 0.109
iter: 2698 | bound: 27 | nc: 39 | ncall: 94823 | eff(%): 2.845 | loglstar: -inf < -1.824 < inf | logz: -25.829 +/- 0.457 | dlogz: 0.163 > 0.109
iter: 2699 | bound: 27 | nc: 39 | ncall: 94862 | eff(%): 2.845 | loglstar: -inf < -1.813 < inf | logz: -25.828 +/- 0.457 | dlogz: 0.162 > 0.109
iter: 2700 | bound: 27 | nc: 39 | ncall: 94901 | eff(%): 2.845 | loglstar: -inf < -1.806 < inf | logz: -25.828 +/- 0.457 | dlogz: 0.160 > 0.109
iter: 2701 | bound: 27 | nc: 39 | ncall: 94940 | eff(%): 2.845 | loglstar: -inf < -1.802 < inf | logz: -25.827 +/- 0.457 | dlogz: 0.159 > 0.109
iter: 2702 | bound: 27 | nc: 39 | ncall: 94979 | eff(%): 2.845 | loglstar: -inf < -1.799 < inf | logz: -25.827 +/- 0.457 | dlogz: 0.157 > 0.109
iter: 2703 | bound: 27 | nc: 39 | ncall: 95018 | eff(%): 2.845 | loglstar: -inf < -1.797 < inf | logz: -25.826 +/- 0.457 | dlogz: 0.156 > 0.109
iter: 2704 | bound: 27 | nc: 39 | ncall: 95057 | eff(%): 2.845 | loglstar: -inf < -1.788 < inf | logz: -25.825 +/- 0.457 | dlogz: 0.154 > 0.109
iter: 2705 | bound: 27 | nc: 39 | ncall: 95096 | eff(%): 2.844 | loglstar: -inf < -1.783 < inf | logz: -25.825 +/- 0.457 | dlogz: 0.153 > 0.109
iter: 2706 | bound: 27 | nc: 39 | ncall: 95135 | eff(%): 2.844 | loglstar: -inf < -1.775 < inf | logz: -25.824 +/- 0.457 | dlogz: 0.151 > 0.109
iter: 2707 | bound: 27 | nc: 39 | ncall: 95174 | eff(%): 2.844 | loglstar: -inf < -1.767 < inf | logz: -25.824 +/- 0.457 | dlogz: 0.150 > 0.109
iter: 2708 | bound: 27 | nc: 39 | ncall: 95213 | eff(%): 2.844 | loglstar: -inf < -1.763 < inf | logz: -25.823 +/- 0.457 | dlogz: 0.148 > 0.109
iter: 2709 | bound: 27 | nc: 39 | ncall: 95252 | eff(%): 2.844 | loglstar: -inf < -1.761 < inf | logz: -25.823 +/- 0.457 | dlogz: 0.147 > 0.109
iter: 2710 | bound: 27 | nc: 39 | ncall: 95291 | eff(%): 2.844 | loglstar: -inf < -1.757 < inf | logz: -25.822 +/- 0.457 | dlogz: 0.145 > 0.109
iter: 2711 | bound: 27 | nc: 39 | ncall: 95330 | eff(%): 2.844 | loglstar: -inf < -1.749 < inf | logz: -25.822 +/- 0.457 | dlogz: 0.144 > 0.109
iter: 2712 | bound: 27 | nc: 39 | ncall: 95369 | eff(%): 2.844 | loglstar: -inf < -1.748 < inf | logz: -25.821 +/- 0.457 | dlogz: 0.143 > 0.109
iter: 2713 | bound: 27 | nc: 39 | ncall: 95408 | eff(%): 2.844 | loglstar: -inf < -1.745 < inf | logz: -25.820 +/- 0.457 | dlogz: 0.141 > 0.109
iter: 2714 | bound: 27 | nc: 39 | ncall: 95447 | eff(%): 2.843 | loglstar: -inf < -1.738 < inf | logz: -25.820 +/- 0.457 | dlogz: 0.140 > 0.109
iter: 2715 | bound: 27 | nc: 39 | ncall: 95486 | eff(%): 2.843 | loglstar: -inf < -1.734 < inf | logz: -25.819 +/- 0.457 | dlogz: 0.138 > 0.109
iter: 2716 | bound: 27 | nc: 39 | ncall: 95525 | eff(%): 2.843 | loglstar: -inf < -1.723 < inf | logz: -25.819 +/- 0.457 | dlogz: 0.137 > 0.109
iter: 2717 | bound: 27 | nc: 39 | ncall: 95564 | eff(%): 2.843 | loglstar: -inf < -1.719 < inf | logz: -25.818 +/- 0.457 | dlogz: 0.136 > 0.109
iter: 2718 | bound: 27 | nc: 39 | ncall: 95603 | eff(%): 2.843 | loglstar: -inf < -1.718 < inf | logz: -25.818 +/- 0.457 | dlogz: 0.134 > 0.109
iter: 2719 | bound: 27 | nc: 39 | ncall: 95642 | eff(%): 2.843 | loglstar: -inf < -1.715 < inf | logz: -25.817 +/- 0.457 | dlogz: 0.133 > 0.109
iter: 2720 | bound: 27 | nc: 39 | ncall: 95681 | eff(%): 2.843 | loglstar: -inf < -1.715 < inf | logz: -25.817 +/- 0.457 | dlogz: 0.132 > 0.109
iter: 2721 | bound: 27 | nc: 39 | ncall: 95720 | eff(%): 2.843 | loglstar: -inf < -1.712 < inf | logz: -25.816 +/- 0.457 | dlogz: 0.131 > 0.109
iter: 2722 | bound: 27 | nc: 39 | ncall: 95759 | eff(%): 2.843 | loglstar: -inf < -1.709 < inf | logz: -25.816 +/- 0.457 | dlogz: 0.129 > 0.109
iter: 2723 | bound: 27 | nc: 39 | ncall: 95798 | eff(%): 2.842 | loglstar: -inf < -1.704 < inf | logz: -25.815 +/- 0.457 | dlogz: 0.128 > 0.109
iter: 2724 | bound: 27 | nc: 39 | ncall: 95837 | eff(%): 2.842 | loglstar: -inf < -1.700 < inf | logz: -25.815 +/- 0.457 | dlogz: 0.127 > 0.109
iter: 2725 | bound: 27 | nc: 39 | ncall: 95876 | eff(%): 2.842 | loglstar: -inf < -1.700 < inf | logz: -25.814 +/- 0.457 | dlogz: 0.126 > 0.109
iter: 2726 | bound: 27 | nc: 39 | ncall: 95915 | eff(%): 2.842 | loglstar: -inf < -1.696 < inf | logz: -25.814 +/- 0.457 | dlogz: 0.124 > 0.109
iter: 2727 | bound: 27 | nc: 39 | ncall: 95954 | eff(%): 2.842 | loglstar: -inf < -1.689 < inf | logz: -25.813 +/- 0.457 | dlogz: 0.123 > 0.109
iter: 2728 | bound: 27 | nc: 39 | ncall: 95993 | eff(%): 2.842 | loglstar: -inf < -1.688 < inf | logz: -25.813 +/- 0.457 | dlogz: 0.122 > 0.109
iter: 2729 | bound: 27 | nc: 39 | ncall: 96032 | eff(%): 2.842 | loglstar: -inf < -1.687 < inf | logz: -25.812 +/- 0.457 | dlogz: 0.121 > 0.109
iter: 2730 | bound: 27 | nc: 39 | ncall: 96071 | eff(%): 2.842 | loglstar: -inf < -1.681 < inf | logz: -25.812 +/- 0.457 | dlogz: 0.119 > 0.109
iter: 2731 | bound: 27 | nc: 39 | ncall: 96110 | eff(%): 2.842 | loglstar: -inf < -1.676 < inf | logz: -25.811 +/- 0.457 | dlogz: 0.118 > 0.109
iter: 2732 | bound: 27 | nc: 39 | ncall: 96149 | eff(%): 2.841 | loglstar: -inf < -1.675 < inf | logz: -25.811 +/- 0.457 | dlogz: 0.117 > 0.109
iter: 2733 | bound: 27 | nc: 39 | ncall: 96188 | eff(%): 2.841 | loglstar: -inf < -1.667 < inf | logz: -25.810 +/- 0.457 | dlogz: 0.116 > 0.109
iter: 2734 | bound: 27 | nc: 39 | ncall: 96227 | eff(%): 2.841 | loglstar: -inf < -1.657 < inf | logz: -25.810 +/- 0.457 | dlogz: 0.115 > 0.109
iter: 2735 | bound: 27 | nc: 39 | ncall: 96266 | eff(%): 2.841 | loglstar: -inf < -1.647 < inf | logz: -25.809 +/- 0.457 | dlogz: 0.114 > 0.109
iter: 2736 | bound: 28 | nc: 39 | ncall: 96305 | eff(%): 2.841 | loglstar: -inf < -1.646 < inf | logz: -25.809 +/- 0.457 | dlogz: 0.113 > 0.109
iter: 2737 | bound: 28 | nc: 39 | ncall: 96344 | eff(%): 2.841 | loglstar: -inf < -1.643 < inf | logz: -25.809 +/- 0.457 | dlogz: 0.112 > 0.109
iter: 2738 | bound: 28 | nc: 39 | ncall: 96383 | eff(%): 2.841 | loglstar: -inf < -1.642 < inf | logz: -25.808 +/- 0.457 | dlogz: 0.110 > 0.109
iter: 2739 | bound: 28 | nc: 39 | ncall: 96422 | eff(%): 2.841 | loglstar: -inf < -1.632 < inf | logz: -25.808 +/- 0.457 | dlogz: 0.109 > 0.109
iter: 2739 | +1 | bound: 28 | nc: 1 | ncall: 96423 | eff(%): 2.842 | loglstar: -inf < -1.628 < inf | logz: -25.807 +/- 0.457 | dlogz: 0.107 > 0.109
iter: 2739 | +2 | bound: 28 | nc: 1 | ncall: 96424 | eff(%): 2.843 | loglstar: -inf < -1.626 < inf | logz: -25.807 +/- 0.457 | dlogz: 0.106 > 0.109
iter: 2739 | +3 | bound: 28 | nc: 1 | ncall: 96425 | eff(%): 2.844 | loglstar: -inf < -1.612 < inf | logz: -25.806 +/- 0.457 | dlogz: 0.105 > 0.109
iter: 2739 | +4 | bound: 28 | nc: 1 | ncall: 96426 | eff(%): 2.845 | loglstar: -inf < -1.612 < inf | logz: -25.806 +/- 0.457 | dlogz: 0.104 > 0.109
iter: 2739 | +5 | bound: 28 | nc: 1 | ncall: 96427 | eff(%): 2.846 | loglstar: -inf < -1.611 < inf | logz: -25.805 +/- 0.457 | dlogz: 0.103 > 0.109
iter: 2739 | +6 | bound: 28 | nc: 1 | ncall: 96428 | eff(%): 2.847 | loglstar: -inf < -1.611 < inf | logz: -25.805 +/- 0.457 | dlogz: 0.102 > 0.109
iter: 2739 | +7 | bound: 28 | nc: 1 | ncall: 96429 | eff(%): 2.848 | loglstar: -inf < -1.611 < inf | logz: -25.804 +/- 0.457 | dlogz: 0.101 > 0.109
iter: 2739 | +8 | bound: 28 | nc: 1 | ncall: 96430 | eff(%): 2.849 | loglstar: -inf < -1.609 < inf | logz: -25.804 +/- 0.457 | dlogz: 0.100 > 0.109
iter: 2739 | +9 | bound: 28 | nc: 1 | ncall: 96431 | eff(%): 2.850 | loglstar: -inf < -1.605 < inf | logz: -25.803 +/- 0.457 | dlogz: 0.099 > 0.109
iter: 2739 | +10 | bound: 28 | nc: 1 | ncall: 96432 | eff(%): 2.851 | loglstar: -inf < -1.605 < inf | logz: -25.803 +/- 0.457 | dlogz: 0.098 > 0.109
iter: 2739 | +11 | bound: 28 | nc: 1 | ncall: 96433 | eff(%): 2.852 | loglstar: -inf < -1.602 < inf | logz: -25.803 +/- 0.457 | dlogz: 0.097 > 0.109
iter: 2739 | +12 | bound: 28 | nc: 1 | ncall: 96434 | eff(%): 2.853 | loglstar: -inf < -1.602 < inf | logz: -25.802 +/- 0.457 | dlogz: 0.096 > 0.109
iter: 2739 | +13 | bound: 28 | nc: 1 | ncall: 96435 | eff(%): 2.854 | loglstar: -inf < -1.597 < inf | logz: -25.802 +/- 0.457 | dlogz: 0.094 > 0.109
iter: 2739 | +14 | bound: 28 | nc: 1 | ncall: 96436 | eff(%): 2.855 | loglstar: -inf < -1.597 < inf | logz: -25.801 +/- 0.457 | dlogz: 0.093 > 0.109
iter: 2739 | +15 | bound: 28 | nc: 1 | ncall: 96437 | eff(%): 2.856 | loglstar: -inf < -1.597 < inf | logz: -25.801 +/- 0.457 | dlogz: 0.092 > 0.109
iter: 2739 | +16 | bound: 28 | nc: 1 | ncall: 96438 | eff(%): 2.857 | loglstar: -inf < -1.591 < inf | logz: -25.800 +/- 0.458 | dlogz: 0.091 > 0.109
iter: 2739 | +17 | bound: 28 | nc: 1 | ncall: 96439 | eff(%): 2.858 | loglstar: -inf < -1.588 < inf | logz: -25.800 +/- 0.458 | dlogz: 0.090 > 0.109
iter: 2739 | +18 | bound: 28 | nc: 1 | ncall: 96440 | eff(%): 2.859 | loglstar: -inf < -1.586 < inf | logz: -25.799 +/- 0.458 | dlogz: 0.089 > 0.109
iter: 2739 | +19 | bound: 28 | nc: 1 | ncall: 96441 | eff(%): 2.860 | loglstar: -inf < -1.583 < inf | logz: -25.799 +/- 0.458 | dlogz: 0.088 > 0.109
iter: 2739 | +20 | bound: 28 | nc: 1 | ncall: 96442 | eff(%): 2.861 | loglstar: -inf < -1.583 < inf | logz: -25.798 +/- 0.458 | dlogz: 0.087 > 0.109
iter: 2739 | +21 | bound: 28 | nc: 1 | ncall: 96443 | eff(%): 2.862 | loglstar: -inf < -1.580 < inf | logz: -25.798 +/- 0.458 | dlogz: 0.086 > 0.109
iter: 2739 | +22 | bound: 28 | nc: 1 | ncall: 96444 | eff(%): 2.863 | loglstar: -inf < -1.579 < inf | logz: -25.797 +/- 0.458 | dlogz: 0.085 > 0.109
iter: 2739 | +23 | bound: 28 | nc: 1 | ncall: 96445 | eff(%): 2.864 | loglstar: -inf < -1.578 < inf | logz: -25.797 +/- 0.458 | dlogz: 0.084 > 0.109
iter: 2739 | +24 | bound: 28 | nc: 1 | ncall: 96446 | eff(%): 2.866 | loglstar: -inf < -1.576 < inf | logz: -25.796 +/- 0.458 | dlogz: 0.083 > 0.109
iter: 2739 | +25 | bound: 28 | nc: 1 | ncall: 96447 | eff(%): 2.867 | loglstar: -inf < -1.568 < inf | logz: -25.796 +/- 0.458 | dlogz: 0.082 > 0.109
iter: 2739 | +26 | bound: 28 | nc: 1 | ncall: 96448 | eff(%): 2.868 | loglstar: -inf < -1.561 < inf | logz: -25.795 +/- 0.458 | dlogz: 0.081 > 0.109
iter: 2739 | +27 | bound: 28 | nc: 1 | ncall: 96449 | eff(%): 2.869 | loglstar: -inf < -1.559 < inf | logz: -25.795 +/- 0.458 | dlogz: 0.079 > 0.109
iter: 2739 | +28 | bound: 28 | nc: 1 | ncall: 96450 | eff(%): 2.870 | loglstar: -inf < -1.559 < inf | logz: -25.794 +/- 0.458 | dlogz: 0.078 > 0.109
iter: 2739 | +29 | bound: 28 | nc: 1 | ncall: 96451 | eff(%): 2.871 | loglstar: -inf < -1.558 < inf | logz: -25.794 +/- 0.458 | dlogz: 0.077 > 0.109
iter: 2739 | +30 | bound: 28 | nc: 1 | ncall: 96452 | eff(%): 2.872 | loglstar: -inf < -1.557 < inf | logz: -25.794 +/- 0.458 | dlogz: 0.076 > 0.109
iter: 2739 | +31 | bound: 28 | nc: 1 | ncall: 96453 | eff(%): 2.873 | loglstar: -inf < -1.557 < inf | logz: -25.793 +/- 0.458 | dlogz: 0.075 > 0.109
iter: 2739 | +32 | bound: 28 | nc: 1 | ncall: 96454 | eff(%): 2.874 | loglstar: -inf < -1.544 < inf | logz: -25.793 +/- 0.458 | dlogz: 0.074 > 0.109
iter: 2739 | +33 | bound: 28 | nc: 1 | ncall: 96455 | eff(%): 2.875 | loglstar: -inf < -1.539 < inf | logz: -25.792 +/- 0.458 | dlogz: 0.073 > 0.109
iter: 2739 | +34 | bound: 28 | nc: 1 | ncall: 96456 | eff(%): 2.876 | loglstar: -inf < -1.534 < inf | logz: -25.792 +/- 0.458 | dlogz: 0.072 > 0.109
iter: 2739 | +35 | bound: 28 | nc: 1 | ncall: 96457 | eff(%): 2.877 | loglstar: -inf < -1.532 < inf | logz: -25.791 +/- 0.458 | dlogz: 0.071 > 0.109
iter: 2739 | +36 | bound: 28 | nc: 1 | ncall: 96458 | eff(%): 2.878 | loglstar: -inf < -1.523 < inf | logz: -25.791 +/- 0.458 | dlogz: 0.070 > 0.109
iter: 2739 | +37 | bound: 28 | nc: 1 | ncall: 96459 | eff(%): 2.879 | loglstar: -inf < -1.519 < inf | logz: -25.790 +/- 0.458 | dlogz: 0.069 > 0.109
iter: 2739 | +38 | bound: 28 | nc: 1 | ncall: 96460 | eff(%): 2.880 | loglstar: -inf < -1.492 < inf | logz: -25.790 +/- 0.458 | dlogz: 0.068 > 0.109
iter: 2739 | +39 | bound: 28 | nc: 1 | ncall: 96461 | eff(%): 2.881 | loglstar: -inf < -1.487 < inf | logz: -25.789 +/- 0.458 | dlogz: 0.067 > 0.109
iter: 2739 | +40 | bound: 28 | nc: 1 | ncall: 96462 | eff(%): 2.882 | loglstar: -inf < -1.477 < inf | logz: -25.789 +/- 0.458 | dlogz: 0.066 > 0.109
iter: 2739 | +41 | bound: 28 | nc: 1 | ncall: 96463 | eff(%): 2.883 | loglstar: -inf < -1.476 < inf | logz: -25.788 +/- 0.458 | dlogz: 0.064 > 0.109
iter: 2739 | +42 | bound: 28 | nc: 1 | ncall: 96464 | eff(%): 2.884 | loglstar: -inf < -1.476 < inf | logz: -25.787 +/- 0.458 | dlogz: 0.063 > 0.109
iter: 2739 | +43 | bound: 28 | nc: 1 | ncall: 96465 | eff(%): 2.885 | loglstar: -inf < -1.455 < inf | logz: -25.787 +/- 0.458 | dlogz: 0.062 > 0.109
iter: 2739 | +44 | bound: 28 | nc: 1 | ncall: 96466 | eff(%): 2.886 | loglstar: -inf < -1.453 < inf | logz: -25.786 +/- 0.458 | dlogz: 0.061 > 0.109
iter: 2739 | +45 | bound: 28 | nc: 1 | ncall: 96467 | eff(%): 2.887 | loglstar: -inf < -1.438 < inf | logz: -25.786 +/- 0.458 | dlogz: 0.060 > 0.109
iter: 2739 | +46 | bound: 28 | nc: 1 | ncall: 96468 | eff(%): 2.888 | loglstar: -inf < -1.427 < inf | logz: -25.785 +/- 0.458 | dlogz: 0.059 > 0.109
iter: 2739 | +47 | bound: 28 | nc: 1 | ncall: 96469 | eff(%): 2.889 | loglstar: -inf < -1.422 < inf | logz: -25.785 +/- 0.458 | dlogz: 0.058 > 0.109
iter: 2739 | +48 | bound: 28 | nc: 1 | ncall: 96470 | eff(%): 2.890 | loglstar: -inf < -1.422 < inf | logz: -25.784 +/- 0.458 | dlogz: 0.057 > 0.109
iter: 2739 | +49 | bound: 28 | nc: 1 | ncall: 96471 | eff(%): 2.891 | loglstar: -inf < -1.417 < inf | logz: -25.784 +/- 0.458 | dlogz: 0.056 > 0.109
iter: 2739 | +50 | bound: 28 | nc: 1 | ncall: 96472 | eff(%): 2.892 | loglstar: -inf < -1.406 < inf | logz: -25.783 +/- 0.458 | dlogz: 0.055 > 0.109
iter: 2739 | +51 | bound: 28 | nc: 1 | ncall: 96473 | eff(%): 2.894 | loglstar: -inf < -1.406 < inf | logz: -25.783 +/- 0.458 | dlogz: 0.054 > 0.109
iter: 2739 | +52 | bound: 28 | nc: 1 | ncall: 96474 | eff(%): 2.895 | loglstar: -inf < -1.405 < inf | logz: -25.782 +/- 0.458 | dlogz: 0.053 > 0.109
iter: 2739 | +53 | bound: 28 | nc: 1 | ncall: 96475 | eff(%): 2.896 | loglstar: -inf < -1.405 < inf | logz: -25.781 +/- 0.458 | dlogz: 0.052 > 0.109
iter: 2739 | +54 | bound: 28 | nc: 1 | ncall: 96476 | eff(%): 2.897 | loglstar: -inf < -1.404 < inf | logz: -25.781 +/- 0.458 | dlogz: 0.051 > 0.109
iter: 2739 | +55 | bound: 28 | nc: 1 | ncall: 96477 | eff(%): 2.898 | loglstar: -inf < -1.393 < inf | logz: -25.780 +/- 0.458 | dlogz: 0.049 > 0.109
iter: 2739 | +56 | bound: 28 | nc: 1 | ncall: 96478 | eff(%): 2.899 | loglstar: -inf < -1.392 < inf | logz: -25.780 +/- 0.458 | dlogz: 0.048 > 0.109
iter: 2739 | +57 | bound: 28 | nc: 1 | ncall: 96479 | eff(%): 2.900 | loglstar: -inf < -1.369 < inf | logz: -25.779 +/- 0.458 | dlogz: 0.047 > 0.109
iter: 2739 | +58 | bound: 28 | nc: 1 | ncall: 96480 | eff(%): 2.901 | loglstar: -inf < -1.355 < inf | logz: -25.779 +/- 0.458 | dlogz: 0.046 > 0.109
iter: 2739 | +59 | bound: 28 | nc: 1 | ncall: 96481 | eff(%): 2.902 | loglstar: -inf < -1.345 < inf | logz: -25.778 +/- 0.458 | dlogz: 0.045 > 0.109
iter: 2739 | +60 | bound: 28 | nc: 1 | ncall: 96482 | eff(%): 2.903 | loglstar: -inf < -1.341 < inf | logz: -25.777 +/- 0.458 | dlogz: 0.044 > 0.109
iter: 2739 | +61 | bound: 28 | nc: 1 | ncall: 96483 | eff(%): 2.904 | loglstar: -inf < -1.331 < inf | logz: -25.777 +/- 0.458 | dlogz: 0.043 > 0.109
iter: 2739 | +62 | bound: 28 | nc: 1 | ncall: 96484 | eff(%): 2.905 | loglstar: -inf < -1.328 < inf | logz: -25.776 +/- 0.459 | dlogz: 0.042 > 0.109
iter: 2739 | +63 | bound: 28 | nc: 1 | ncall: 96485 | eff(%): 2.906 | loglstar: -inf < -1.327 < inf | logz: -25.776 +/- 0.459 | dlogz: 0.041 > 0.109
iter: 2739 | +64 | bound: 28 | nc: 1 | ncall: 96486 | eff(%): 2.907 | loglstar: -inf < -1.320 < inf | logz: -25.775 +/- 0.459 | dlogz: 0.040 > 0.109
iter: 2739 | +65 | bound: 28 | nc: 1 | ncall: 96487 | eff(%): 2.908 | loglstar: -inf < -1.307 < inf | logz: -25.775 +/- 0.459 | dlogz: 0.039 > 0.109
iter: 2739 | +66 | bound: 28 | nc: 1 | ncall: 96488 | eff(%): 2.909 | loglstar: -inf < -1.297 < inf | logz: -25.774 +/- 0.459 | dlogz: 0.038 > 0.109
iter: 2739 | +67 | bound: 28 | nc: 1 | ncall: 96489 | eff(%): 2.910 | loglstar: -inf < -1.296 < inf | logz: -25.773 +/- 0.459 | dlogz: 0.037 > 0.109
iter: 2739 | +68 | bound: 28 | nc: 1 | ncall: 96490 | eff(%): 2.911 | loglstar: -inf < -1.266 < inf | logz: -25.773 +/- 0.459 | dlogz: 0.035 > 0.109
iter: 2739 | +69 | bound: 28 | nc: 1 | ncall: 96491 | eff(%): 2.912 | loglstar: -inf < -1.235 < inf | logz: -25.772 +/- 0.459 | dlogz: 0.034 > 0.109
iter: 2739 | +70 | bound: 28 | nc: 1 | ncall: 96492 | eff(%): 2.913 | loglstar: -inf < -1.214 < inf | logz: -25.771 +/- 0.459 | dlogz: 0.033 > 0.109
iter: 2739 | +71 | bound: 28 | nc: 1 | ncall: 96493 | eff(%): 2.914 | loglstar: -inf < -1.210 < inf | logz: -25.771 +/- 0.459 | dlogz: 0.032 > 0.109
iter: 2739 | +72 | bound: 28 | nc: 1 | ncall: 96494 | eff(%): 2.915 | loglstar: -inf < -1.207 < inf | logz: -25.770 +/- 0.459 | dlogz: 0.031 > 0.109
iter: 2739 | +73 | bound: 28 | nc: 1 | ncall: 96495 | eff(%): 2.916 | loglstar: -inf < -1.205 < inf | logz: -25.769 +/- 0.459 | dlogz: 0.030 > 0.109
iter: 2739 | +74 | bound: 28 | nc: 1 | ncall: 96496 | eff(%): 2.917 | loglstar: -inf < -1.166 < inf | logz: -25.769 +/- 0.459 | dlogz: 0.029 > 0.109
iter: 2739 | +75 | bound: 28 | nc: 1 | ncall: 96497 | eff(%): 2.918 | loglstar: -inf < -1.164 < inf | logz: -25.768 +/- 0.459 | dlogz: 0.028 > 0.109
iter: 2739 | +76 | bound: 28 | nc: 1 | ncall: 96498 | eff(%): 2.919 | loglstar: -inf < -1.152 < inf | logz: -25.767 +/- 0.459 | dlogz: 0.027 > 0.109
iter: 2739 | +77 | bound: 28 | nc: 1 | ncall: 96499 | eff(%): 2.920 | loglstar: -inf < -1.140 < inf | logz: -25.767 +/- 0.459 | dlogz: 0.026 > 0.109
iter: 2739 | +78 | bound: 28 | nc: 1 | ncall: 96500 | eff(%): 2.922 | loglstar: -inf < -1.133 < inf | logz: -25.766 +/- 0.459 | dlogz: 0.025 > 0.109
iter: 2739 | +79 | bound: 28 | nc: 1 | ncall: 96501 | eff(%): 2.923 | loglstar: -inf < -1.132 < inf | logz: -25.765 +/- 0.460 | dlogz: 0.024 > 0.109
iter: 2739 | +80 | bound: 28 | nc: 1 | ncall: 96502 | eff(%): 2.924 | loglstar: -inf < -1.122 < inf | logz: -25.764 +/- 0.460 | dlogz: 0.023 > 0.109
iter: 2739 | +81 | bound: 28 | nc: 1 | ncall: 96503 | eff(%): 2.925 | loglstar: -inf < -1.110 < inf | logz: -25.764 +/- 0.460 | dlogz: 0.021 > 0.109
iter: 2739 | +82 | bound: 28 | nc: 1 | ncall: 96504 | eff(%): 2.926 | loglstar: -inf < -1.094 < inf | logz: -25.763 +/- 0.460 | dlogz: 0.020 > 0.109
iter: 2739 | +83 | bound: 28 | nc: 1 | ncall: 96505 | eff(%): 2.927 | loglstar: -inf < -1.081 < inf | logz: -25.762 +/- 0.460 | dlogz: 0.019 > 0.109
iter: 2739 | +84 | bound: 28 | nc: 1 | ncall: 96506 | eff(%): 2.928 | loglstar: -inf < -1.079 < inf | logz: -25.761 +/- 0.460 | dlogz: 0.018 > 0.109
iter: 2739 | +85 | bound: 28 | nc: 1 | ncall: 96507 | eff(%): 2.929 | loglstar: -inf < -1.070 < inf | logz: -25.761 +/- 0.460 | dlogz: 0.017 > 0.109
iter: 2739 | +86 | bound: 28 | nc: 1 | ncall: 96508 | eff(%): 2.930 | loglstar: -inf < -1.050 < inf | logz: -25.760 +/- 0.460 | dlogz: 0.016 > 0.109
iter: 2739 | +87 | bound: 28 | nc: 1 | ncall: 96509 | eff(%): 2.931 | loglstar: -inf < -1.026 < inf | logz: -25.759 +/- 0.460 | dlogz: 0.015 > 0.109
iter: 2739 | +88 | bound: 28 | nc: 1 | ncall: 96510 | eff(%): 2.932 | loglstar: -inf < -0.990 < inf | logz: -25.758 +/- 0.461 | dlogz: 0.014 > 0.109
iter: 2739 | +89 | bound: 28 | nc: 1 | ncall: 96511 | eff(%): 2.933 | loglstar: -inf < -0.982 < inf | logz: -25.757 +/- 0.461 | dlogz: 0.013 > 0.109
iter: 2739 | +90 | bound: 28 | nc: 1 | ncall: 96512 | eff(%): 2.934 | loglstar: -inf < -0.956 < inf | logz: -25.757 +/- 0.461 | dlogz: 0.012 > 0.109
iter: 2739 | +91 | bound: 28 | nc: 1 | ncall: 96513 | eff(%): 2.935 | loglstar: -inf < -0.884 < inf | logz: -25.756 +/- 0.461 | dlogz: 0.011 > 0.109
iter: 2739 | +92 | bound: 28 | nc: 1 | ncall: 96514 | eff(%): 2.936 | loglstar: -inf < -0.874 < inf | logz: -25.755 +/- 0.462 | dlogz: 0.010 > 0.109
iter: 2739 | +93 | bound: 28 | nc: 1 | ncall: 96515 | eff(%): 2.937 | loglstar: -inf < -0.849 < inf | logz: -25.754 +/- 0.462 | dlogz: 0.009 > 0.109
iter: 2739 | +94 | bound: 28 | nc: 1 | ncall: 96516 | eff(%): 2.938 | loglstar: -inf < -0.833 < inf | logz: -25.753 +/- 0.462 | dlogz: 0.007 > 0.109
iter: 2739 | +95 | bound: 28 | nc: 1 | ncall: 96517 | eff(%): 2.939 | loglstar: -inf < -0.820 < inf | logz: -25.752 +/- 0.463 | dlogz: 0.006 > 0.109
iter: 2739 | +96 | bound: 28 | nc: 1 | ncall: 96518 | eff(%): 2.940 | loglstar: -inf < -0.813 < inf | logz: -25.751 +/- 0.463 | dlogz: 0.005 > 0.109
iter: 2739 | +97 | bound: 28 | nc: 1 | ncall: 96519 | eff(%): 2.941 | loglstar: -inf < -0.799 < inf | logz: -25.750 +/- 0.464 | dlogz: 0.004 > 0.109
iter: 2739 | +98 | bound: 28 | nc: 1 | ncall: 96520 | eff(%): 2.942 | loglstar: -inf < -0.780 < inf | logz: -25.749 +/- 0.465 | dlogz: 0.003 > 0.109
iter: 2739 | +99 | bound: 28 | nc: 1 | ncall: 96521 | eff(%): 2.943 | loglstar: -inf < -0.753 < inf | logz: -25.748 +/- 0.466 | dlogz: 0.002 > 0.109
iter: 2739 | +100 | bound: 28 | nc: 1 | ncall: 96522 | eff(%): 2.944 | loglstar: -inf < -0.720 < inf | logz: -25.747 +/- 0.468 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -129.91%
Elapsed Time for Photometry: 115.57038525500002
Starting 6.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36151656, -69.46240019)>
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -3789.782 < inf | logz: -3795.091 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -3392.752 < inf | logz: -3398.070 +/- 0.230 | dlogz: 3597.775 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -3229.775 < inf | logz: -3235.103 +/- 0.230 | dlogz: 3200.744 > 0.109
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
Warning: No background subtracting happening here.
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -3040.085 < inf | logz: -3045.423 +/- 0.230 | dlogz: 3037.767 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -2967.107 < inf | logz: -2972.455 +/- 0.231 | dlogz: 2848.077 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -2928.399 < inf | logz: -2933.757 +/- 0.231 | dlogz: 2775.099 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -2813.539 < inf | logz: -2818.907 +/- 0.231 | dlogz: 2736.392 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -2686.216 < inf | logz: -2691.594 +/- 0.231 | dlogz: 2621.532 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -2489.793 < inf | logz: -2495.181 +/- 0.232 | dlogz: 2494.208 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -2462.372 < inf | logz: -2467.770 +/- 0.232 | dlogz: 2297.786 > 0.109
iter: 11 | bound: 0 | nc: 2 | ncall: 112 | eff(%): 9.821 | loglstar: -inf < -2069.626 < inf | logz: -2075.034 +/- 0.232 | dlogz: 2270.364 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 10.619 | loglstar: -inf < -2065.108 < inf | logz: -2070.504 +/- 0.230 | dlogz: 1877.619 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 11.404 | loglstar: -inf < -1971.284 < inf | logz: -1976.712 +/- 0.232 | dlogz: 1873.079 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 12.174 | loglstar: -inf < -1961.176 < inf | logz: -1966.613 +/- 0.233 | dlogz: 1779.277 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 12.931 | loglstar: -inf < -1896.454 < inf | logz: -1901.902 +/- 0.233 | dlogz: 1769.168 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 13.675 | loglstar: -inf < -1843.710 < inf | logz: -1849.167 +/- 0.233 | dlogz: 1704.446 > 0.109
iter: 17 | bound: 0 | nc: 2 | ncall: 119 | eff(%): 14.286 | loglstar: -inf < -1695.326 < inf | logz: -1700.794 +/- 0.233 | dlogz: 1651.702 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 15.000 | loglstar: -inf < -1468.040 < inf | logz: -1473.517 +/- 0.233 | dlogz: 1503.319 > 0.109
iter: 19 | bound: 0 | nc: 2 | ncall: 122 | eff(%): 15.574 | loglstar: -inf < -1417.499 < inf | logz: -1422.986 +/- 0.234 | dlogz: 1276.032 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -1396.985 < inf | logz: -1402.482 +/- 0.234 | dlogz: 1225.492 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.935 | loglstar: -inf < -1382.755 < inf | logz: -1388.262 +/- 0.234 | dlogz: 1204.978 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -1193.922 < inf | logz: -1199.439 +/- 0.234 | dlogz: 1190.747 > 0.109
iter: 23 | bound: 0 | nc: 2 | ncall: 127 | eff(%): 18.110 | loglstar: -inf < -1116.885 < inf | logz: -1122.412 +/- 0.235 | dlogz: 1001.914 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 18.750 | loglstar: -inf < -1087.742 < inf | logz: -1093.279 +/- 0.235 | dlogz: 924.877 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 19.380 | loglstar: -inf < -1013.876 < inf | logz: -1019.423 +/- 0.235 | dlogz: 895.734 > 0.109
iter: 26 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 19.847 | loglstar: -inf < -1007.155 < inf | logz: -1012.709 +/- 0.235 | dlogz: 821.868 > 0.109
iter: 27 | bound: 0 | nc: 2 | ncall: 133 | eff(%): 20.301 | loglstar: -inf < -945.229 < inf | logz: -950.796 +/- 0.235 | dlogz: 815.145 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 20.896 | loglstar: -inf < -943.212 < inf | logz: -948.552 +/- 0.221 | dlogz: 753.221 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 21.481 | loglstar: -inf < -928.510 < inf | logz: -934.097 +/- 0.236 | dlogz: 750.968 > 0.109
iter: 30 | bound: 0 | nc: 3 | ncall: 138 | eff(%): 21.739 | loglstar: -inf < -880.131 < inf | logz: -885.727 +/- 0.236 | dlogz: 736.502 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 22.302 | loglstar: -inf < -873.958 < inf | logz: -879.561 +/- 0.236 | dlogz: 688.123 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 22.857 | loglstar: -inf < -857.972 < inf | logz: -863.589 +/- 0.236 | dlogz: 681.946 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 23.404 | loglstar: -inf < -845.674 < inf | logz: -851.300 +/- 0.237 | dlogz: 665.965 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 23.944 | loglstar: -inf < -831.891 < inf | logz: -837.528 +/- 0.237 | dlogz: 653.666 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 24.476 | loglstar: -inf < -815.560 < inf | logz: -821.206 +/- 0.237 | dlogz: 639.883 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 25.000 | loglstar: -inf < -794.820 < inf | logz: -800.476 +/- 0.237 | dlogz: 623.552 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 25.517 | loglstar: -inf < -793.268 < inf | logz: -798.580 +/- 0.220 | dlogz: 602.812 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 26.027 | loglstar: -inf < -766.205 < inf | logz: -771.881 +/- 0.238 | dlogz: 600.906 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 26.531 | loglstar: -inf < -755.880 < inf | logz: -761.566 +/- 0.238 | dlogz: 574.198 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 27.027 | loglstar: -inf < -752.414 < inf | logz: -758.049 +/- 0.232 | dlogz: 563.872 > 0.109
iter: 41 | bound: 0 | nc: 2 | ncall: 150 | eff(%): 27.333 | loglstar: -inf < -747.862 < inf | logz: -753.546 +/- 0.236 | dlogz: 560.345 > 0.109
iter: 42 | bound: 0 | nc: 2 | ncall: 152 | eff(%): 27.632 | loglstar: -inf < -741.112 < inf | logz: -746.826 +/- 0.238 | dlogz: 555.833 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 28.105 | loglstar: -inf < -698.888 < inf | logz: -704.614 +/- 0.239 | dlogz: 549.102 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 28.571 | loglstar: -inf < -669.597 < inf | logz: -675.333 +/- 0.239 | dlogz: 506.881 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 29.032 | loglstar: -inf < -643.673 < inf | logz: -649.419 +/- 0.239 | dlogz: 477.589 > 0.109
iter: 46 | bound: 0 | nc: 5 | ncall: 160 | eff(%): 28.750 | loglstar: -inf < -639.643 < inf | logz: -645.364 +/- 0.236 | dlogz: 451.665 > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 29.012 | loglstar: -inf < -629.444 < inf | logz: -635.210 +/- 0.240 | dlogz: 447.601 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 29.448 | loglstar: -inf < -626.135 < inf | logz: -631.840 +/- 0.233 | dlogz: 437.437 > 0.109
iter: 49 | bound: 0 | nc: 4 | ncall: 167 | eff(%): 29.341 | loglstar: -inf < -624.069 < inf | logz: -629.620 +/- 0.225 | dlogz: 434.057 > 0.109
iter: 50 | bound: 0 | nc: 2 | ncall: 169 | eff(%): 29.586 | loglstar: -inf < -604.784 < inf | logz: -610.580 +/- 0.240 | dlogz: 431.827 > 0.109
iter: 51 | bound: 0 | nc: 4 | ncall: 173 | eff(%): 29.480 | loglstar: -inf < -601.758 < inf | logz: -607.471 +/- 0.233 | dlogz: 412.777 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 29.885 | loglstar: -inf < -589.907 < inf | logz: -595.723 +/- 0.241 | dlogz: 409.657 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 175 | eff(%): 30.286 | loglstar: -inf < -582.835 < inf | logz: -588.659 +/- 0.240 | dlogz: 397.900 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 176 | eff(%): 30.682 | loglstar: -inf < -577.573 < inf | logz: -583.398 +/- 0.240 | dlogz: 390.826 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 31.073 | loglstar: -inf < -574.041 < inf | logz: -579.829 +/- 0.236 | dlogz: 385.555 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 31.461 | loglstar: -inf < -572.401 < inf | logz: -577.919 +/- 0.223 | dlogz: 381.976 > 0.109
iter: 57 | bound: 0 | nc: 4 | ncall: 182 | eff(%): 31.319 | loglstar: -inf < -570.896 < inf | logz: -576.332 +/- 0.219 | dlogz: 380.056 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 183 | eff(%): 31.694 | loglstar: -inf < -566.938 < inf | logz: -572.766 +/- 0.237 | dlogz: 378.459 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 32.065 | loglstar: -inf < -555.682 < inf | logz: -561.568 +/- 0.242 | dlogz: 374.883 > 0.109
iter: 60 | bound: 0 | nc: 4 | ncall: 188 | eff(%): 31.915 | loglstar: -inf < -555.205 < inf | logz: -560.291 +/- 0.219 | dlogz: 363.675 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 190 | eff(%): 32.105 | loglstar: -inf < -547.422 < inf | logz: -553.326 +/- 0.242 | dlogz: 362.388 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 192 | eff(%): 32.292 | loglstar: -inf < -545.505 < inf | logz: -551.161 +/- 0.228 | dlogz: 355.413 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 193 | eff(%): 32.642 | loglstar: -inf < -538.038 < inf | logz: -543.962 +/- 0.243 | dlogz: 353.239 > 0.109
iter: 64 | bound: 0 | nc: 3 | ncall: 196 | eff(%): 32.653 | loglstar: -inf < -537.748 < inf | logz: -542.765 +/- 0.219 | dlogz: 346.029 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 197 | eff(%): 32.995 | loglstar: -inf < -537.726 < inf | logz: -542.178 +/- 0.208 | dlogz: 344.822 > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 199 | eff(%): 33.166 | loglstar: -inf < -535.780 < inf | logz: -541.156 +/- 0.211 | dlogz: 344.225 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 200 | eff(%): 33.500 | loglstar: -inf < -535.072 < inf | logz: -540.170 +/- 0.208 | dlogz: 343.193 > 0.109
iter: 68 | bound: 0 | nc: 2 | ncall: 202 | eff(%): 33.663 | loglstar: -inf < -526.487 < inf | logz: -532.462 +/- 0.244 | dlogz: 342.197 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 203 | eff(%): 33.990 | loglstar: -inf < -525.004 < inf | logz: -530.613 +/- 0.226 | dlogz: 334.479 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 34.314 | loglstar: -inf < -523.845 < inf | logz: -529.266 +/- 0.218 | dlogz: 332.621 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 206 | eff(%): 34.466 | loglstar: -inf < -523.293 < inf | logz: -528.339 +/- 0.211 | dlogz: 331.264 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 34.783 | loglstar: -inf < -522.729 < inf | logz: -527.623 +/- 0.205 | dlogz: 330.327 > 0.109
iter: 73 | bound: 0 | nc: 3 | ncall: 210 | eff(%): 34.762 | loglstar: -inf < -522.427 < inf | logz: -527.058 +/- 0.200 | dlogz: 329.601 > 0.109
iter: 74 | bound: 0 | nc: 2 | ncall: 212 | eff(%): 34.906 | loglstar: -inf < -521.508 < inf | logz: -526.437 +/- 0.199 | dlogz: 329.026 > 0.109
iter: 75 | bound: 0 | nc: 2 | ncall: 214 | eff(%): 35.047 | loglstar: -inf < -515.952 < inf | logz: -521.981 +/- 0.243 | dlogz: 328.394 > 0.109
iter: 76 | bound: 0 | nc: 2 | ncall: 216 | eff(%): 35.185 | loglstar: -inf < -512.011 < inf | logz: -518.027 +/- 0.242 | dlogz: 323.929 > 0.109
iter: 77 | bound: 0 | nc: 2 | ncall: 218 | eff(%): 35.321 | loglstar: -inf < -509.759 < inf | logz: -515.628 +/- 0.233 | dlogz: 319.965 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 35.616 | loglstar: -inf < -508.978 < inf | logz: -514.349 +/- 0.220 | dlogz: 317.556 > 0.109
iter: 79 | bound: 0 | nc: 4 | ncall: 223 | eff(%): 35.426 | loglstar: -inf < -508.729 < inf | logz: -513.599 +/- 0.211 | dlogz: 316.267 > 0.109
iter: 80 | bound: 0 | nc: 3 | ncall: 226 | eff(%): 35.398 | loglstar: -inf < -505.216 < inf | logz: -511.187 +/- 0.234 | dlogz: 315.507 > 0.109
iter: 81 | bound: 0 | nc: 5 | ncall: 231 | eff(%): 35.065 | loglstar: -inf < -503.481 < inf | logz: -509.265 +/- 0.228 | dlogz: 313.085 > 0.109
iter: 82 | bound: 0 | nc: 3 | ncall: 234 | eff(%): 35.043 | loglstar: -inf < -501.892 < inf | logz: -507.609 +/- 0.225 | dlogz: 311.153 > 0.109
iter: 83 | bound: 0 | nc: 2 | ncall: 236 | eff(%): 35.169 | loglstar: -inf < -500.738 < inf | logz: -506.280 +/- 0.220 | dlogz: 309.487 > 0.109
iter: 84 | bound: 0 | nc: 2 | ncall: 238 | eff(%): 35.294 | loglstar: -inf < -497.987 < inf | logz: -503.956 +/- 0.234 | dlogz: 308.149 > 0.109
iter: 85 | bound: 0 | nc: 3 | ncall: 241 | eff(%): 35.270 | loglstar: -inf < -497.338 < inf | logz: -502.719 +/- 0.221 | dlogz: 305.814 > 0.109
iter: 86 | bound: 0 | nc: 5 | ncall: 246 | eff(%): 34.959 | loglstar: -inf < -496.513 < inf | logz: -501.797 +/- 0.214 | dlogz: 304.567 > 0.109
iter: 87 | bound: 0 | nc: 5 | ncall: 251 | eff(%): 34.661 | loglstar: -inf < -492.506 < inf | logz: -498.610 +/- 0.241 | dlogz: 303.635 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 252 | eff(%): 34.921 | loglstar: -inf < -488.012 < inf | logz: -494.163 +/- 0.245 | dlogz: 300.438 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 253 | eff(%): 35.178 | loglstar: -inf < -487.079 < inf | logz: -492.675 +/- 0.227 | dlogz: 295.982 > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 254 | eff(%): 35.433 | loglstar: -inf < -485.296 < inf | logz: -491.102 +/- 0.226 | dlogz: 294.484 > 0.109
iter: 91 | bound: 0 | nc: 1 | ncall: 255 | eff(%): 35.686 | loglstar: -inf < -485.039 < inf | logz: -490.170 +/- 0.216 | dlogz: 292.901 > 0.109
iter: 92 | bound: 0 | nc: 4 | ncall: 259 | eff(%): 35.521 | loglstar: -inf < -483.654 < inf | logz: -489.180 +/- 0.216 | dlogz: 291.958 > 0.109
iter: 93 | bound: 0 | nc: 6 | ncall: 265 | eff(%): 35.094 | loglstar: -inf < -483.009 < inf | logz: -488.285 +/- 0.212 | dlogz: 305.194 > 0.109
iter: 94 | bound: 0 | nc: 2 | ncall: 267 | eff(%): 35.206 | loglstar: -inf < -482.770 < inf | logz: -487.658 +/- 0.207 | dlogz: 304.290 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 268 | eff(%): 35.448 | loglstar: -inf < -481.757 < inf | logz: -486.981 +/- 0.207 | dlogz: 303.653 > 0.109
iter: 96 | bound: 0 | nc: 3 | ncall: 271 | eff(%): 35.424 | loglstar: -inf < -478.454 < inf | logz: -484.577 +/- 0.237 | dlogz: 302.966 > 0.109
iter: 97 | bound: 0 | nc: 7 | ncall: 278 | eff(%): 34.892 | loglstar: -inf < -477.946 < inf | logz: -483.379 +/- 0.223 | dlogz: 300.552 > 0.109
iter: 98 | bound: 0 | nc: 4 | ncall: 282 | eff(%): 34.752 | loglstar: -inf < -475.837 < inf | logz: -481.772 +/- 0.228 | dlogz: 299.344 > 0.109
iter: 99 | bound: 0 | nc: 2 | ncall: 284 | eff(%): 34.859 | loglstar: -inf < -473.189 < inf | logz: -479.314 +/- 0.238 | dlogz: 297.727 > 0.109
iter: 100 | bound: 0 | nc: 3 | ncall: 287 | eff(%): 34.843 | loglstar: -inf < -472.899 < inf | logz: -478.224 +/- 0.223 | dlogz: 295.259 > 0.109
iter: 101 | bound: 0 | nc: 1 | ncall: 288 | eff(%): 35.069 | loglstar: -inf < -468.656 < inf | logz: -474.908 +/- 0.245 | dlogz: 294.159 > 0.109
iter: 102 | bound: 0 | nc: 2 | ncall: 290 | eff(%): 35.172 | loglstar: -inf < -468.547 < inf | logz: -473.813 +/- 0.226 | dlogz: 290.833 > 0.109
iter: 103 | bound: 0 | nc: 2 | ncall: 292 | eff(%): 35.274 | loglstar: -inf < -468.474 < inf | logz: -473.270 +/- 0.215 | dlogz: 289.728 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 293 | eff(%): 35.495 | loglstar: -inf < -466.990 < inf | logz: -472.498 +/- 0.214 | dlogz: 289.175 > 0.109
iter: 105 | bound: 0 | nc: 4 | ncall: 297 | eff(%): 35.354 | loglstar: -inf < -462.490 < inf | logz: -468.797 +/- 0.247 | dlogz: 288.394 > 0.109
iter: 106 | bound: 0 | nc: 6 | ncall: 303 | eff(%): 34.983 | loglstar: -inf < -462.036 < inf | logz: -467.556 +/- 0.228 | dlogz: 284.682 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 35.197 | loglstar: -inf < -458.240 < inf | logz: -464.531 +/- 0.245 | dlogz: 283.431 > 0.109
iter: 108 | bound: 0 | nc: 4 | ncall: 308 | eff(%): 35.065 | loglstar: -inf < -458.098 < inf | logz: -463.438 +/- 0.226 | dlogz: 333.972 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 309 | eff(%): 35.275 | loglstar: -inf < -456.500 < inf | logz: -462.309 +/- 0.224 | dlogz: 332.869 > 0.109
iter: 110 | bound: 0 | nc: 4 | ncall: 313 | eff(%): 35.144 | loglstar: -inf < -455.414 < inf | logz: -461.142 +/- 0.222 | dlogz: 331.730 > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 315 | eff(%): 35.238 | loglstar: -inf < -454.459 < inf | logz: -460.101 +/- 0.220 | dlogz: 330.554 > 0.109
iter: 112 | bound: 0 | nc: 2 | ncall: 317 | eff(%): 35.331 | loglstar: -inf < -451.328 < inf | logz: -457.611 +/- 0.241 | dlogz: 329.502 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 318 | eff(%): 35.535 | loglstar: -inf < -450.425 < inf | logz: -456.221 +/- 0.229 | dlogz: 327.003 > 0.109
iter: 114 | bound: 0 | nc: 3 | ncall: 321 | eff(%): 35.514 | loglstar: -inf < -448.040 < inf | logz: -454.237 +/- 0.237 | dlogz: 325.602 > 0.109
iter: 115 | bound: 0 | nc: 2 | ncall: 323 | eff(%): 35.604 | loglstar: -inf < -446.661 < inf | logz: -452.650 +/- 0.231 | dlogz: 323.609 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 324 | eff(%): 35.802 | loglstar: -inf < -443.858 < inf | logz: -450.164 +/- 0.242 | dlogz: 322.012 > 0.109
iter: 117 | bound: 0 | nc: 1 | ncall: 325 | eff(%): 36.000 | loglstar: -inf < -442.468 < inf | logz: -448.499 +/- 0.233 | dlogz: 319.516 > 0.109
iter: 118 | bound: 0 | nc: 13 | ncall: 338 | eff(%): 34.911 | loglstar: -inf < -440.876 < inf | logz: -446.930 +/- 0.232 | dlogz: 317.841 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 339 | eff(%): 35.103 | loglstar: -inf < -436.919 < inf | logz: -443.354 +/- 0.249 | dlogz: 316.262 > 0.109
iter: 120 | bound: 0 | nc: 1 | ncall: 340 | eff(%): 35.294 | loglstar: -inf < -436.396 < inf | logz: -442.090 +/- 0.231 | dlogz: 312.676 > 0.109
iter: 121 | bound: 0 | nc: 6 | ncall: 346 | eff(%): 34.971 | loglstar: -inf < -436.247 < inf | logz: -441.416 +/- 0.220 | dlogz: 311.403 > 0.109
iter: 122 | bound: 0 | nc: 1 | ncall: 347 | eff(%): 35.159 | loglstar: -inf < -432.952 < inf | logz: -439.300 +/- 0.240 | dlogz: 310.718 > 0.109
iter: 123 | bound: 0 | nc: 2 | ncall: 349 | eff(%): 35.244 | loglstar: -inf < -430.408 < inf | logz: -436.771 +/- 0.243 | dlogz: 308.592 > 0.109
iter: 124 | bound: 0 | nc: 2 | ncall: 351 | eff(%): 35.328 | loglstar: -inf < -426.162 < inf | logz: -432.663 +/- 0.252 | dlogz: 306.054 > 0.109
iter: 125 | bound: 0 | nc: 4 | ncall: 355 | eff(%): 35.211 | loglstar: -inf < -423.503 < inf | logz: -429.911 +/- 0.246 | dlogz: 301.935 > 0.109
iter: 126 | bound: 0 | nc: 1 | ncall: 356 | eff(%): 35.393 | loglstar: -inf < -422.704 < inf | logz: -428.578 +/- 0.232 | dlogz: 299.174 > 0.109
iter: 127 | bound: 0 | nc: 19 | ncall: 375 | eff(%): 33.867 | loglstar: -inf < -421.497 < inf | logz: -427.420 +/- 0.228 | dlogz: 297.831 > 0.109
iter: 128 | bound: 0 | nc: 4 | ncall: 379 | eff(%): 33.773 | loglstar: -inf < -419.089 < inf | logz: -425.428 +/- 0.239 | dlogz: 296.663 > 0.109
iter: 129 | bound: 0 | nc: 1 | ncall: 380 | eff(%): 33.947 | loglstar: -inf < -418.796 < inf | logz: -424.385 +/- 0.227 | dlogz: 294.660 > 0.109
iter: 130 | bound: 0 | nc: 5 | ncall: 385 | eff(%): 33.766 | loglstar: -inf < -418.736 < inf | logz: -423.822 +/- 0.219 | dlogz: 293.608 > 0.109
iter: 131 | bound: 0 | nc: 6 | ncall: 391 | eff(%): 33.504 | loglstar: -inf < -418.296 < inf | logz: -423.377 +/- 0.213 | dlogz: 293.034 > 0.109
iter: 132 | bound: 0 | nc: 1 | ncall: 392 | eff(%): 33.673 | loglstar: -inf < -415.814 < inf | logz: -422.040 +/- 0.230 | dlogz: 292.579 > 0.109
iter: 133 | bound: 0 | nc: 2 | ncall: 394 | eff(%): 33.756 | loglstar: -inf < -414.772 < inf | logz: -420.764 +/- 0.228 | dlogz: 291.233 > 0.109
iter: 134 | bound: 0 | nc: 2 | ncall: 396 | eff(%): 33.838 | loglstar: -inf < -410.172 < inf | logz: -416.775 +/- 0.254 | dlogz: 289.947 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 397 | eff(%): 34.005 | loglstar: -inf < -409.209 < inf | logz: -415.275 +/- 0.236 | dlogz: 285.948 > 0.109
iter: 136 | bound: 0 | nc: 5 | ncall: 402 | eff(%): 33.831 | loglstar: -inf < -409.083 < inf | logz: -414.492 +/- 0.226 | dlogz: 284.437 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 404 | eff(%): 33.911 | loglstar: -inf < -408.003 < inf | logz: -413.737 +/- 0.222 | dlogz: 283.645 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 405 | eff(%): 34.074 | loglstar: -inf < -406.886 < inf | logz: -412.786 +/- 0.223 | dlogz: 282.880 > 0.109
iter: 139 | bound: 0 | nc: 5 | ncall: 410 | eff(%): 33.902 | loglstar: -inf < -406.508 < inf | logz: -412.032 +/- 0.219 | dlogz: 281.919 > 0.109
iter: 140 | bound: 0 | nc: 3 | ncall: 413 | eff(%): 33.898 | loglstar: -inf < -405.327 < inf | logz: -411.188 +/- 0.221 | dlogz: 281.155 > 0.109
iter: 141 | bound: 0 | nc: 1 | ncall: 414 | eff(%): 34.058 | loglstar: -inf < -405.052 < inf | logz: -410.495 +/- 0.218 | dlogz: 280.301 > 0.109
iter: 142 | bound: 0 | nc: 3 | ncall: 417 | eff(%): 34.053 | loglstar: -inf < -404.984 < inf | logz: -410.036 +/- 0.213 | dlogz: 279.598 > 0.109
iter: 143 | bound: 0 | nc: 2 | ncall: 419 | eff(%): 34.129 | loglstar: -inf < -404.677 < inf | logz: -409.668 +/- 0.209 | dlogz: 279.129 > 0.109
iter: 144 | bound: 0 | nc: 3 | ncall: 422 | eff(%): 34.123 | loglstar: -inf < -403.153 < inf | logz: -408.985 +/- 0.215 | dlogz: 278.752 > 0.109
iter: 145 | bound: 0 | nc: 7 | ncall: 429 | eff(%): 33.800 | loglstar: -inf < -403.044 < inf | logz: -408.368 +/- 0.214 | dlogz: 278.058 > 0.109
iter: 146 | bound: 0 | nc: 6 | ncall: 435 | eff(%): 33.563 | loglstar: -inf < -398.766 < inf | logz: -405.447 +/- 0.251 | dlogz: 277.432 > 0.109
iter: 147 | bound: 0 | nc: 6 | ncall: 441 | eff(%): 33.333 | loglstar: -inf < -398.263 < inf | logz: -404.209 +/- 0.235 | dlogz: 274.501 > 0.109
iter: 148 | bound: 0 | nc: 1 | ncall: 442 | eff(%): 33.484 | loglstar: -inf < -396.933 < inf | logz: -403.079 +/- 0.232 | dlogz: 273.252 > 0.109
iter: 149 | bound: 0 | nc: 8 | ncall: 450 | eff(%): 33.111 | loglstar: -inf < -396.247 < inf | logz: -402.130 +/- 0.227 | dlogz: 272.112 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 453 | eff(%): 33.113 | loglstar: -inf < -396.036 < inf | logz: -401.488 +/- 0.222 | dlogz: 271.154 > 0.109
iter: 151 | bound: 0 | nc: 2 | ncall: 455 | eff(%): 33.187 | loglstar: -inf < -395.254 < inf | logz: -400.885 +/- 0.219 | dlogz: 270.501 > 0.109
iter: 152 | bound: 0 | nc: 2 | ncall: 457 | eff(%): 33.260 | loglstar: -inf < -393.474 < inf | logz: -399.744 +/- 0.229 | dlogz: 269.889 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 458 | eff(%): 33.406 | loglstar: -inf < -393.433 < inf | logz: -398.966 +/- 0.224 | dlogz: 268.737 > 0.109
iter: 154 | bound: 0 | nc: 1 | ncall: 459 | eff(%): 33.551 | loglstar: -inf < -393.330 < inf | logz: -398.511 +/- 0.218 | dlogz: 267.949 > 0.109
iter: 155 | bound: 0 | nc: 1 | ncall: 460 | eff(%): 33.696 | loglstar: -inf < -391.590 < inf | logz: -397.689 +/- 0.223 | dlogz: 267.485 > 0.109
iter: 156 | bound: 0 | nc: 2 | ncall: 462 | eff(%): 33.766 | loglstar: -inf < -390.838 < inf | logz: -396.784 +/- 0.224 | dlogz: 266.653 > 0.109
iter: 157 | bound: 0 | nc: 4 | ncall: 466 | eff(%): 33.691 | loglstar: -inf < -390.430 < inf | logz: -396.089 +/- 0.222 | dlogz: 265.738 > 0.109
iter: 158 | bound: 0 | nc: 4 | ncall: 470 | eff(%): 33.617 | loglstar: -inf < -389.685 < inf | logz: -395.434 +/- 0.220 | dlogz: 265.033 > 0.109
iter: 159 | bound: 0 | nc: 5 | ncall: 475 | eff(%): 33.474 | loglstar: -inf < -389.293 < inf | logz: -394.846 +/- 0.218 | dlogz: 264.368 > 0.109
iter: 160 | bound: 0 | nc: 13 | ncall: 488 | eff(%): 32.787 | loglstar: -inf < -388.023 < inf | logz: -394.059 +/- 0.222 | dlogz: 263.770 > 0.109
iter: 161 | bound: 0 | nc: 4 | ncall: 492 | eff(%): 32.724 | loglstar: -inf < -386.737 < inf | logz: -392.978 +/- 0.229 | dlogz: 262.973 > 0.109
iter: 162 | bound: 0 | nc: 6 | ncall: 498 | eff(%): 32.530 | loglstar: -inf < -386.361 < inf | logz: -392.164 +/- 0.226 | dlogz: 261.883 > 0.109
iter: 163 | bound: 0 | nc: 6 | ncall: 504 | eff(%): 32.341 | loglstar: -inf < -385.234 < inf | logz: -391.315 +/- 0.226 | dlogz: 261.058 > 0.109
iter: 164 | bound: 0 | nc: 12 | ncall: 516 | eff(%): 31.783 | loglstar: -inf < -384.823 < inf | logz: -390.586 +/- 0.224 | dlogz: 260.199 > 0.109
iter: 165 | bound: 0 | nc: 8 | ncall: 524 | eff(%): 31.489 | loglstar: -inf < -384.427 < inf | logz: -390.017 +/- 0.220 | dlogz: 259.460 > 0.109
iter: 166 | bound: 0 | nc: 1 | ncall: 525 | eff(%): 31.619 | loglstar: -inf < -384.180 < inf | logz: -389.556 +/- 0.217 | dlogz: 258.881 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 526 | eff(%): 31.749 | loglstar: -inf < -383.609 < inf | logz: -389.106 +/- 0.215 | dlogz: 258.411 > 0.109
iter: 168 | bound: 0 | nc: 3 | ncall: 529 | eff(%): 31.758 | loglstar: -inf < -383.430 < inf | logz: -388.698 +/- 0.213 | dlogz: 257.951 > 0.109
iter: 169 | bound: 0 | nc: 2 | ncall: 531 | eff(%): 31.827 | loglstar: -inf < -383.068 < inf | logz: -388.334 +/- 0.211 | dlogz: 257.533 > 0.109
iter: 170 | bound: 0 | nc: 1 | ncall: 532 | eff(%): 31.955 | loglstar: -inf < -382.610 < inf | logz: -387.955 +/- 0.210 | dlogz: 257.158 > 0.109
iter: 171 | bound: 0 | nc: 6 | ncall: 538 | eff(%): 31.784 | loglstar: -inf < -382.382 < inf | logz: -387.597 +/- 0.209 | dlogz: 256.770 > 0.109
iter: 172 | bound: 0 | nc: 4 | ncall: 542 | eff(%): 31.734 | loglstar: -inf < -381.239 < inf | logz: -387.074 +/- 0.213 | dlogz: 256.401 > 0.109
iter: 173 | bound: 0 | nc: 1 | ncall: 543 | eff(%): 31.860 | loglstar: -inf < -381.033 < inf | logz: -386.554 +/- 0.214 | dlogz: 255.868 > 0.109
iter: 174 | bound: 0 | nc: 11 | ncall: 554 | eff(%): 31.408 | loglstar: -inf < -380.589 < inf | logz: -386.105 +/- 0.214 | dlogz: 255.339 > 0.109
iter: 175 | bound: 0 | nc: 5 | ncall: 559 | eff(%): 31.306 | loglstar: -inf < -378.731 < inf | logz: -385.144 +/- 0.227 | dlogz: 254.880 > 0.109
iter: 176 | bound: 0 | nc: 2 | ncall: 561 | eff(%): 31.373 | loglstar: -inf < -378.669 < inf | logz: -384.406 +/- 0.225 | dlogz: 253.908 > 0.109
iter: 177 | bound: 0 | nc: 7 | ncall: 568 | eff(%): 31.162 | loglstar: -inf < -377.582 < inf | logz: -383.685 +/- 0.226 | dlogz: 253.160 > 0.109
iter: 178 | bound: 0 | nc: 3 | ncall: 571 | eff(%): 31.173 | loglstar: -inf < -377.563 < inf | logz: -383.115 +/- 0.223 | dlogz: 252.430 > 0.109
iter: 179 | bound: 0 | nc: 4 | ncall: 575 | eff(%): 31.130 | loglstar: -inf < -375.267 < inf | logz: -381.899 +/- 0.237 | dlogz: 251.850 > 0.109
iter: 180 | bound: 0 | nc: 4 | ncall: 579 | eff(%): 31.088 | loglstar: -inf < -374.936 < inf | logz: -380.977 +/- 0.232 | dlogz: 250.624 > 0.109
iter: 181 | bound: 0 | nc: 1 | ncall: 580 | eff(%): 31.207 | loglstar: -inf < -374.839 < inf | logz: -380.429 +/- 0.227 | dlogz: 249.692 > 0.109
iter: 182 | bound: 0 | nc: 3 | ncall: 583 | eff(%): 31.218 | loglstar: -inf < -374.312 < inf | logz: -379.966 +/- 0.223 | dlogz: 249.134 > 0.109
iter: 183 | bound: 0 | nc: 3 | ncall: 586 | eff(%): 31.229 | loglstar: -inf < -373.952 < inf | logz: -379.520 +/- 0.220 | dlogz: 248.661 > 0.109
iter: 184 | bound: 0 | nc: 1 | ncall: 587 | eff(%): 31.346 | loglstar: -inf < -370.385 < inf | logz: -377.363 +/- 0.252 | dlogz: 248.205 > 0.109
iter: 185 | bound: 0 | nc: 2 | ncall: 589 | eff(%): 31.409 | loglstar: -inf < -370.153 < inf | logz: -376.290 +/- 0.240 | dlogz: 246.038 > 0.109
iter: 186 | bound: 0 | nc: 2 | ncall: 591 | eff(%): 31.472 | loglstar: -inf < -369.908 < inf | logz: -375.687 +/- 0.232 | dlogz: 244.955 > 0.109
iter: 187 | bound: 0 | nc: 2 | ncall: 593 | eff(%): 31.535 | loglstar: -inf < -369.248 < inf | logz: -375.134 +/- 0.227 | dlogz: 244.342 > 0.109
iter: 188 | bound: 0 | nc: 7 | ncall: 600 | eff(%): 31.333 | loglstar: -inf < -368.734 < inf | logz: -374.580 +/- 0.225 | dlogz: 243.779 > 0.109
iter: 189 | bound: 0 | nc: 4 | ncall: 604 | eff(%): 31.291 | loglstar: -inf < -366.231 < inf | logz: -373.079 +/- 0.244 | dlogz: 243.215 > 0.109
iter: 190 | bound: 0 | nc: 2 | ncall: 606 | eff(%): 31.353 | loglstar: -inf < -364.783 < inf | logz: -371.524 +/- 0.245 | dlogz: 241.705 > 0.109
iter: 191 | bound: 0 | nc: 9 | ncall: 615 | eff(%): 31.057 | loglstar: -inf < -364.659 < inf | logz: -370.670 +/- 0.237 | dlogz: 240.139 > 0.109
iter: 192 | bound: 0 | nc: 3 | ncall: 618 | eff(%): 31.068 | loglstar: -inf < -364.041 < inf | logz: -370.048 +/- 0.231 | dlogz: 239.275 > 0.109
iter: 193 | bound: 0 | nc: 8 | ncall: 626 | eff(%): 30.831 | loglstar: -inf < -363.730 < inf | logz: -369.515 +/- 0.227 | dlogz: 238.644 > 0.109
iter: 194 | bound: 0 | nc: 2 | ncall: 628 | eff(%): 30.892 | loglstar: -inf < -362.503 < inf | logz: -368.801 +/- 0.229 | dlogz: 238.101 > 0.109
iter: 195 | bound: 0 | nc: 5 | ncall: 633 | eff(%): 30.806 | loglstar: -inf < -361.778 < inf | logz: -368.014 +/- 0.230 | dlogz: 237.377 > 0.109
iter: 196 | bound: 0 | nc: 2 | ncall: 635 | eff(%): 30.866 | loglstar: -inf < -361.646 < inf | logz: -367.439 +/- 0.227 | dlogz: 236.580 > 0.109
iter: 197 | bound: 0 | nc: 14 | ncall: 649 | eff(%): 30.354 | loglstar: -inf < -360.958 < inf | logz: -366.914 +/- 0.225 | dlogz: 235.995 > 0.109
iter: 198 | bound: 0 | nc: 6 | ncall: 655 | eff(%): 30.229 | loglstar: -inf < -359.785 < inf | logz: -366.154 +/- 0.229 | dlogz: 235.460 > 0.109
iter: 199 | bound: 0 | nc: 5 | ncall: 660 | eff(%): 30.152 | loglstar: -inf < -359.352 < inf | logz: -365.449 +/- 0.229 | dlogz: 234.690 > 0.109
iter: 200 | bound: 0 | nc: 2 | ncall: 662 | eff(%): 30.211 | loglstar: -inf < -358.276 < inf | logz: -364.663 +/- 0.231 | dlogz: 233.975 > 0.109
iter: 201 | bound: 0 | nc: 3 | ncall: 665 | eff(%): 30.226 | loglstar: -inf < -358.274 < inf | logz: -364.073 +/- 0.228 | dlogz: 233.179 > 0.109
iter: 202 | bound: 0 | nc: 7 | ncall: 672 | eff(%): 30.060 | loglstar: -inf < -358.063 < inf | logz: -363.671 +/- 0.224 | dlogz: 232.579 > 0.109
iter: 203 | bound: 0 | nc: 10 | ncall: 682 | eff(%): 29.765 | loglstar: -inf < -357.158 < inf | logz: -363.184 +/- 0.224 | dlogz: 232.167 > 0.109
iter: 204 | bound: 0 | nc: 2 | ncall: 684 | eff(%): 29.825 | loglstar: -inf < -356.607 < inf | logz: -362.628 +/- 0.224 | dlogz: 231.670 > 0.109
iter: 205 | bound: 0 | nc: 20 | ncall: 704 | eff(%): 29.119 | loglstar: -inf < -355.940 < inf | logz: -362.046 +/- 0.225 | dlogz: 231.104 > 0.109
iter: 206 | bound: 0 | nc: 11 | ncall: 715 | eff(%): 28.811 | loglstar: -inf < -355.056 < inf | logz: -361.359 +/- 0.228 | dlogz: 230.512 > 0.109
iter: 207 | bound: 0 | nc: 1 | ncall: 716 | eff(%): 28.911 | loglstar: -inf < -354.908 < inf | logz: -360.798 +/- 0.227 | dlogz: 229.815 > 0.109
iter: 208 | bound: 0 | nc: 9 | ncall: 725 | eff(%): 28.690 | loglstar: -inf < -353.312 < inf | logz: -359.942 +/- 0.234 | dlogz: 229.245 > 0.109
iter: 209 | bound: 0 | nc: 1 | ncall: 726 | eff(%): 28.788 | loglstar: -inf < -353.017 < inf | logz: -359.196 +/- 0.232 | dlogz: 228.379 > 0.109
iter: 210 | bound: 0 | nc: 2 | ncall: 728 | eff(%): 28.846 | loglstar: -inf < -352.522 < inf | logz: -358.615 +/- 0.230 | dlogz: 227.622 > 0.109
iter: 211 | bound: 0 | nc: 19 | ncall: 747 | eff(%): 28.246 | loglstar: -inf < -352.278 < inf | logz: -358.134 +/- 0.227 | dlogz: 227.031 > 0.109
iter: 212 | bound: 0 | nc: 2 | ncall: 749 | eff(%): 28.304 | loglstar: -inf < -351.933 < inf | logz: -357.721 +/- 0.225 | dlogz: 226.541 > 0.109
iter: 213 | bound: 0 | nc: 2 | ncall: 751 | eff(%): 28.362 | loglstar: -inf < -351.796 < inf | logz: -357.370 +/- 0.222 | dlogz: 226.118 > 0.109
iter: 214 | bound: 0 | nc: 2 | ncall: 753 | eff(%): 28.420 | loglstar: -inf < -351.693 < inf | logz: -357.085 +/- 0.219 | dlogz: 225.757 > 0.109
iter: 215 | bound: 0 | nc: 6 | ncall: 759 | eff(%): 28.327 | loglstar: -inf < -349.682 < inf | logz: -356.345 +/- 0.230 | dlogz: 225.461 > 0.109
iter: 216 | bound: 0 | nc: 11 | ncall: 770 | eff(%): 28.052 | loglstar: -inf < -349.675 < inf | logz: -355.695 +/- 0.230 | dlogz: 224.712 > 0.109
iter: 217 | bound: 0 | nc: 9 | ncall: 779 | eff(%): 27.856 | loglstar: -inf < -349.477 < inf | logz: -355.272 +/- 0.227 | dlogz: 224.052 > 0.109
iter: 218 | bound: 0 | nc: 5 | ncall: 784 | eff(%): 27.806 | loglstar: -inf < -349.356 < inf | logz: -354.936 +/- 0.224 | dlogz: 223.619 > 0.109
iter: 219 | bound: 0 | nc: 8 | ncall: 792 | eff(%): 27.652 | loglstar: -inf < -349.213 < inf | logz: -354.656 +/- 0.221 | dlogz: 223.273 > 0.109
iter: 220 | bound: 0 | nc: 1 | ncall: 793 | eff(%): 27.743 | loglstar: -inf < -348.667 < inf | logz: -354.354 +/- 0.219 | dlogz: 222.983 > 0.109
iter: 221 | bound: 0 | nc: 7 | ncall: 800 | eff(%): 27.625 | loglstar: -inf < -348.382 < inf | logz: -354.031 +/- 0.218 | dlogz: 222.671 > 0.109
iter: 222 | bound: 0 | nc: 3 | ncall: 803 | eff(%): 27.646 | loglstar: -inf < -348.376 < inf | logz: -353.759 +/- 0.217 | dlogz: 222.338 > 0.109
iter: 223 | bound: 0 | nc: 11 | ncall: 814 | eff(%): 27.396 | loglstar: -inf < -347.921 < inf | logz: -353.493 +/- 0.216 | dlogz: 222.056 > 0.109
iter: 224 | bound: 0 | nc: 3 | ncall: 817 | eff(%): 27.417 | loglstar: -inf < -347.441 < inf | logz: -353.178 +/- 0.216 | dlogz: 221.780 > 0.109
iter: 225 | bound: 0 | nc: 1 | ncall: 818 | eff(%): 27.506 | loglstar: -inf < -346.823 < inf | logz: -352.791 +/- 0.218 | dlogz: 221.455 > 0.109
iter: 226 | bound: 0 | nc: 11 | ncall: 829 | eff(%): 27.262 | loglstar: -inf < -346.156 < inf | logz: -352.316 +/- 0.221 | dlogz: 221.059 > 0.109
iter: 227 | bound: 0 | nc: 4 | ncall: 833 | eff(%): 27.251 | loglstar: -inf < -343.681 < inf | logz: -350.884 +/- 0.248 | dlogz: 220.574 > 0.109
iter: 228 | bound: 0 | nc: 1 | ncall: 834 | eff(%): 27.338 | loglstar: -inf < -343.239 < inf | logz: -349.863 +/- 0.244 | dlogz: 219.132 > 0.109
iter: 229 | bound: 0 | nc: 7 | ncall: 841 | eff(%): 27.229 | loglstar: -inf < -342.093 < inf | logz: -348.908 +/- 0.243 | dlogz: 218.100 > 0.109
iter: 230 | bound: 0 | nc: 4 | ncall: 845 | eff(%): 27.219 | loglstar: -inf < -341.846 < inf | logz: -348.188 +/- 0.239 | dlogz: 217.135 > 0.109
iter: 231 | bound: 0 | nc: 4 | ncall: 849 | eff(%): 27.208 | loglstar: -inf < -341.025 < inf | logz: -347.529 +/- 0.237 | dlogz: 216.406 > 0.109
iter: 232 | bound: 0 | nc: 5 | ncall: 854 | eff(%): 27.166 | loglstar: -inf < -340.575 < inf | logz: -346.913 +/- 0.235 | dlogz: 215.737 > 0.109
iter: 233 | bound: 0 | nc: 13 | ncall: 867 | eff(%): 26.874 | loglstar: -inf < -339.035 < inf | logz: -345.966 +/- 0.242 | dlogz: 215.110 > 0.109
iter: 234 | bound: 0 | nc: 1 | ncall: 868 | eff(%): 26.959 | loglstar: -inf < -339.025 < inf | logz: -345.272 +/- 0.238 | dlogz: 214.154 > 0.109
iter: 235 | bound: 0 | nc: 36 | ncall: 904 | eff(%): 25.996 | loglstar: -inf < -338.650 < inf | logz: -344.795 +/- 0.234 | dlogz: 213.449 > 0.109
iter: 236 | bound: 0 | nc: 18 | ncall: 922 | eff(%): 25.597 | loglstar: -inf < -338.644 < inf | logz: -344.425 +/- 0.231 | dlogz: 212.962 > 0.109
iter: 237 | bound: 0 | nc: 11 | ncall: 933 | eff(%): 25.402 | loglstar: -inf < -336.190 < inf | logz: -343.348 +/- 0.245 | dlogz: 212.583 > 0.109
iter: 238 | bound: 0 | nc: 4 | ncall: 937 | eff(%): 25.400 | loglstar: -inf < -335.227 < inf | logz: -342.192 +/- 0.247 | dlogz: 211.496 > 0.109
iter: 239 | bound: 0 | nc: 4 | ncall: 941 | eff(%): 25.399 | loglstar: -inf < -335.202 < inf | logz: -341.502 +/- 0.242 | dlogz: 210.330 > 0.109
iter: 240 | bound: 0 | nc: 11 | ncall: 952 | eff(%): 25.210 | loglstar: -inf < -335.200 < inf | logz: -341.096 +/- 0.236 | dlogz: 209.630 > 0.109
iter: 241 | bound: 0 | nc: 18 | ncall: 970 | eff(%): 24.845 | loglstar: -inf < -334.592 < inf | logz: -340.712 +/- 0.233 | dlogz: 209.214 > 0.109
iter: 242 | bound: 0 | nc: 19 | ncall: 989 | eff(%): 24.469 | loglstar: -inf < -333.702 < inf | logz: -340.179 +/- 0.233 | dlogz: 208.820 > 0.109
iter: 243 | bound: 0 | nc: 1 | ncall: 990 | eff(%): 24.545 | loglstar: -inf < -333.466 < inf | logz: -339.675 +/- 0.232 | dlogz: 208.278 > 0.109
iter: 244 | bound: 0 | nc: 14 | ncall: 1004 | eff(%): 24.303 | loglstar: -inf < -333.027 < inf | logz: -339.230 +/- 0.231 | dlogz: 207.763 > 0.109
iter: 245 | bound: 0 | nc: 2 | ncall: 1006 | eff(%): 24.354 | loglstar: -inf < -332.668 < inf | logz: -338.808 +/- 0.229 | dlogz: 207.309 > 0.109
iter: 246 | bound: 0 | nc: 9 | ncall: 1015 | eff(%): 24.236 | loglstar: -inf < -332.666 < inf | logz: -338.470 +/- 0.227 | dlogz: 206.877 > 0.109
iter: 247 | bound: 0 | nc: 28 | ncall: 1043 | eff(%): 23.682 | loglstar: -inf < -332.267 < inf | logz: -338.167 +/- 0.226 | dlogz: 206.529 > 0.109
iter: 248 | bound: 0 | nc: 8 | ncall: 1051 | eff(%): 23.597 | loglstar: -inf < -332.127 < inf | logz: -337.880 +/- 0.224 | dlogz: 206.216 > 0.109
iter: 249 | bound: 0 | nc: 17 | ncall: 1068 | eff(%): 23.315 | loglstar: -inf < -331.774 < inf | logz: -337.602 +/- 0.223 | dlogz: 205.918 > 0.109
iter: 250 | bound: 0 | nc: 21 | ncall: 1089 | eff(%): 22.957 | loglstar: -inf < -331.148 < inf | logz: -337.262 +/- 0.223 | dlogz: 205.630 > 0.109
iter: 251 | bound: 0 | nc: 8 | ncall: 1097 | eff(%): 22.881 | loglstar: -inf < -329.944 < inf | logz: -336.671 +/- 0.230 | dlogz: 205.280 > 0.109
iter: 252 | bound: 0 | nc: 19 | ncall: 1116 | eff(%): 22.581 | loglstar: -inf < -329.899 < inf | logz: -336.143 +/- 0.231 | dlogz: 204.679 > 0.109
iter: 253 | bound: 0 | nc: 15 | ncall: 1131 | eff(%): 22.370 | loglstar: -inf < -329.472 < inf | logz: -335.720 +/- 0.231 | dlogz: 204.142 > 0.109
iter: 254 | bound: 0 | nc: 3 | ncall: 1134 | eff(%): 22.399 | loglstar: -inf < -328.932 < inf | logz: -335.275 +/- 0.231 | dlogz: 203.709 > 0.109
iter: 255 | bound: 0 | nc: 1 | ncall: 1135 | eff(%): 22.467 | loglstar: -inf < -328.143 < inf | logz: -334.733 +/- 0.233 | dlogz: 203.254 > 0.109
iter: 256 | bound: 0 | nc: 25 | ncall: 1160 | eff(%): 22.069 | loglstar: -inf < -325.183 < inf | logz: -332.819 +/- 0.262 | dlogz: 202.702 > 0.109
iter: 257 | bound: 0 | nc: 7 | ncall: 1167 | eff(%): 22.022 | loglstar: -inf < -324.653 < inf | logz: -331.666 +/- 0.254 | dlogz: 200.777 > 0.109
iter: 258 | bound: 0 | nc: 8 | ncall: 1175 | eff(%): 21.957 | loglstar: -inf < -323.888 < inf | logz: -330.815 +/- 0.249 | dlogz: 199.615 > 0.109
iter: 259 | bound: 0 | nc: 11 | ncall: 1186 | eff(%): 21.838 | loglstar: -inf < -323.599 < inf | logz: -330.171 +/- 0.244 | dlogz: 198.754 > 0.109
iter: 260 | bound: 0 | nc: 45 | ncall: 1231 | eff(%): 21.121 | loglstar: -inf < -321.829 < inf | logz: -329.124 +/- 0.250 | dlogz: 198.100 > 0.109
iter: 261 | bound: 0 | nc: 13 | ncall: 1244 | eff(%): 20.981 | loglstar: -inf < -321.725 < inf | logz: -328.355 +/- 0.246 | dlogz: 197.043 > 0.109
iter: 262 | bound: 0 | nc: 13 | ncall: 1257 | eff(%): 20.843 | loglstar: -inf < -321.289 < inf | logz: -327.818 +/- 0.242 | dlogz: 196.264 > 0.109
iter: 263 | bound: 0 | nc: 15 | ncall: 1272 | eff(%): 20.676 | loglstar: -inf < -321.051 < inf | logz: -327.369 +/- 0.239 | dlogz: 195.717 > 0.109
iter: 264 | bound: 0 | nc: 9 | ncall: 1281 | eff(%): 20.609 | loglstar: -inf < -320.812 < inf | logz: -326.994 +/- 0.236 | dlogz: 195.258 > 0.109
iter: 265 | bound: 0 | nc: 9 | ncall: 1290 | eff(%): 20.543 | loglstar: -inf < -320.519 < inf | logz: -326.653 +/- 0.233 | dlogz: 194.873 > 0.109
iter: 266 | bound: 0 | nc: 5 | ncall: 1295 | eff(%): 20.541 | loglstar: -inf < -319.759 < inf | logz: -326.239 +/- 0.233 | dlogz: 194.523 > 0.109
iter: 267 | bound: 0 | nc: 19 | ncall: 1314 | eff(%): 20.320 | loglstar: -inf < -318.306 < inf | logz: -325.447 +/- 0.242 | dlogz: 194.099 > 0.109
iter: 268 | bound: 0 | nc: 4 | ncall: 1318 | eff(%): 20.334 | loglstar: -inf < -317.848 < inf | logz: -324.690 +/- 0.243 | dlogz: 193.297 > 0.109
iter: 269 | bound: 0 | nc: 2 | ncall: 1320 | eff(%): 20.379 | loglstar: -inf < -317.217 < inf | logz: -324.034 +/- 0.243 | dlogz: 192.529 > 0.109
iter: 270 | bound: 0 | nc: 8 | ncall: 1328 | eff(%): 20.331 | loglstar: -inf < -317.212 < inf | logz: -323.549 +/- 0.240 | dlogz: 191.863 > 0.109
iter: 271 | bound: 0 | nc: 12 | ncall: 1340 | eff(%): 20.224 | loglstar: -inf < -317.025 < inf | logz: -323.198 +/- 0.237 | dlogz: 191.369 > 0.109
iter: 272 | bound: 0 | nc: 11 | ncall: 1351 | eff(%): 20.133 | loglstar: -inf < -316.993 < inf | logz: -322.917 +/- 0.234 | dlogz: 191.008 > 0.109
iter: 273 | bound: 0 | nc: 23 | ncall: 1374 | eff(%): 19.869 | loglstar: -inf < -316.586 < inf | logz: -322.647 +/- 0.231 | dlogz: 190.716 > 0.109
iter: 274 | bound: 0 | nc: 16 | ncall: 1390 | eff(%): 19.712 | loglstar: -inf < -314.504 < inf | logz: -321.829 +/- 0.244 | dlogz: 190.437 > 0.109
iter: 275 | bound: 0 | nc: 5 | ncall: 1395 | eff(%): 19.713 | loglstar: -inf < -314.385 < inf | logz: -321.113 +/- 0.244 | dlogz: 189.609 > 0.109
iter: 276 | bound: 0 | nc: 12 | ncall: 1407 | eff(%): 19.616 | loglstar: -inf < -314.040 < inf | logz: -320.614 +/- 0.241 | dlogz: 188.883 > 0.109
iter: 277 | bound: 0 | nc: 38 | ncall: 1445 | eff(%): 19.170 | loglstar: -inf < -313.220 < inf | logz: -320.058 +/- 0.241 | dlogz: 188.374 > 0.109
iter: 278 | bound: 0 | nc: 17 | ncall: 1462 | eff(%): 19.015 | loglstar: -inf < -312.428 < inf | logz: -319.395 +/- 0.243 | dlogz: 187.808 > 0.109
iter: 279 | bound: 0 | nc: 63 | ncall: 1525 | eff(%): 18.295 | loglstar: -inf < -312.064 < inf | logz: -318.804 +/- 0.242 | dlogz: 187.135 > 0.109
iter: 280 | bound: 0 | nc: 35 | ncall: 1560 | eff(%): 17.949 | loglstar: -inf < -311.360 < inf | logz: -318.223 +/- 0.242 | dlogz: 186.534 > 0.109
iter: 281 | bound: 0 | nc: 37 | ncall: 1597 | eff(%): 17.595 | loglstar: -inf < -311.106 < inf | logz: -317.711 +/- 0.241 | dlogz: 185.943 > 0.109
iter: 282 | bound: 0 | nc: 39 | ncall: 1636 | eff(%): 17.237 | loglstar: -inf < -310.442 < inf | logz: -317.206 +/- 0.240 | dlogz: 185.421 > 0.109
iter: 283 | bound: 0 | nc: 21 | ncall: 1657 | eff(%): 17.079 | loglstar: -inf < -310.116 < inf | logz: -316.725 +/- 0.239 | dlogz: 184.906 > 0.109
iter: 284 | bound: 0 | nc: 5 | ncall: 1662 | eff(%): 17.088 | loglstar: -inf < -310.010 < inf | logz: -316.344 +/- 0.237 | dlogz: 184.415 > 0.109
iter: 285 | bound: 0 | nc: 24 | ncall: 1686 | eff(%): 16.904 | loglstar: -inf < -309.998 < inf | logz: -316.057 +/- 0.235 | dlogz: 184.024 > 0.109
iter: 286 | bound: 0 | nc: 11 | ncall: 1697 | eff(%): 16.853 | loglstar: -inf < -309.911 < inf | logz: -315.826 +/- 0.232 | dlogz: 183.727 > 0.109
iter: 287 | bound: 0 | nc: 4 | ncall: 1701 | eff(%): 16.872 | loglstar: -inf < -309.218 < inf | logz: -315.548 +/- 0.231 | dlogz: 183.486 > 0.109
iter: 288 | bound: 0 | nc: 10 | ncall: 1711 | eff(%): 16.832 | loglstar: -inf < -308.396 < inf | logz: -315.127 +/- 0.234 | dlogz: 183.199 > 0.109
iter: 289 | bound: 0 | nc: 12 | ncall: 1723 | eff(%): 16.773 | loglstar: -inf < -308.219 < inf | logz: -314.710 +/- 0.234 | dlogz: 182.768 > 0.109
iter: 290 | bound: 0 | nc: 1 | ncall: 1724 | eff(%): 16.821 | loglstar: -inf < -308.008 < inf | logz: -314.366 +/- 0.234 | dlogz: 182.340 > 0.109
iter: 291 | bound: 0 | nc: 3 | ncall: 1727 | eff(%): 16.850 | loglstar: -inf < -305.770 < inf | logz: -313.390 +/- 0.251 | dlogz: 181.986 > 0.109
iter: 292 | bound: 0 | nc: 14 | ncall: 1741 | eff(%): 16.772 | loglstar: -inf < -305.587 < inf | logz: -312.589 +/- 0.250 | dlogz: 181.000 > 0.109
iter: 293 | bound: 0 | nc: 17 | ncall: 1758 | eff(%): 16.667 | loglstar: -inf < -304.922 < inf | logz: -311.960 +/- 0.248 | dlogz: 180.190 > 0.109
iter: 294 | bound: 0 | nc: 12 | ncall: 1770 | eff(%): 16.610 | loglstar: -inf < -303.931 < inf | logz: -311.204 +/- 0.250 | dlogz: 179.550 > 0.109
iter: 295 | bound: 0 | nc: 52 | ncall: 1822 | eff(%): 16.191 | loglstar: -inf < -302.977 < inf | logz: -310.339 +/- 0.252 | dlogz: 178.785 > 0.109
iter: 296 | bound: 0 | nc: 13 | ncall: 1835 | eff(%): 16.131 | loglstar: -inf < -301.861 < inf | logz: -309.354 +/- 0.255 | dlogz: 177.910 > 0.109
iter: 297 | bound: 0 | nc: 8 | ncall: 1843 | eff(%): 16.115 | loglstar: -inf < -301.526 < inf | logz: -308.602 +/- 0.252 | dlogz: 176.915 > 0.109
iter: 298 | bound: 0 | nc: 8 | ncall: 1851 | eff(%): 16.099 | loglstar: -inf < -300.696 < inf | logz: -307.907 +/- 0.251 | dlogz: 176.153 > 0.109
iter: 299 | bound: 0 | nc: 13 | ncall: 1864 | eff(%): 16.041 | loglstar: -inf < -300.409 < inf | logz: -307.316 +/- 0.248 | dlogz: 175.447 > 0.109
iter: 300 | bound: 0 | nc: 5 | ncall: 1869 | eff(%): 16.051 | loglstar: -inf < -299.921 < inf | logz: -306.807 +/- 0.246 | dlogz: 174.847 > 0.109
iter: 301 | bound: 0 | nc: 2 | ncall: 1871 | eff(%): 16.088 | loglstar: -inf < -298.743 < inf | logz: -306.094 +/- 0.249 | dlogz: 174.328 > 0.109
iter: 302 | bound: 0 | nc: 6 | ncall: 1877 | eff(%): 16.090 | loglstar: -inf < -298.314 < inf | logz: -305.412 +/- 0.249 | dlogz: 173.605 > 0.109
iter: 303 | bound: 0 | nc: 9 | ncall: 1886 | eff(%): 16.066 | loglstar: -inf < -298.100 < inf | logz: -304.903 +/- 0.247 | dlogz: 172.913 > 0.109
iter: 304 | bound: 0 | nc: 49 | ncall: 1935 | eff(%): 15.711 | loglstar: -inf < -298.062 < inf | logz: -304.534 +/- 0.244 | dlogz: 172.394 > 0.109
iter: 305 | bound: 0 | nc: 18 | ncall: 1953 | eff(%): 15.617 | loglstar: -inf < -297.334 < inf | logz: -304.144 +/- 0.242 | dlogz: 172.015 > 0.109
iter: 306 | bound: 0 | nc: 42 | ncall: 1995 | eff(%): 15.338 | loglstar: -inf < -296.633 < inf | logz: -303.642 +/- 0.243 | dlogz: 171.615 > 0.109
iter: 307 | bound: 0 | nc: 19 | ncall: 2014 | eff(%): 15.243 | loglstar: -inf < -294.331 < inf | logz: -302.290 +/- 0.263 | dlogz: 171.104 > 0.109
iter: 308 | bound: 0 | nc: 16 | ncall: 2030 | eff(%): 15.172 | loglstar: -inf < -294.095 < inf | logz: -301.369 +/- 0.258 | dlogz: 169.741 > 0.109
iter: 309 | bound: 0 | nc: 11 | ncall: 2041 | eff(%): 15.140 | loglstar: -inf < -293.310 < inf | logz: -300.644 +/- 0.255 | dlogz: 168.810 > 0.109
iter: 310 | bound: 0 | nc: 97 | ncall: 2138 | eff(%): 14.500 | loglstar: -inf < -293.248 < inf | logz: -300.100 +/- 0.251 | dlogz: 168.076 > 0.109
iter: 311 | bound: 0 | nc: 77 | ncall: 2215 | eff(%): 14.041 | loglstar: -inf < -291.486 < inf | logz: -299.199 +/- 0.257 | dlogz: 167.522 > 0.109
iter: 312 | bound: 0 | nc: 13 | ncall: 2228 | eff(%): 14.004 | loglstar: -inf < -289.987 < inf | logz: -297.878 +/- 0.264 | dlogz: 166.611 > 0.109
iter: 313 | bound: 0 | nc: 79 | ncall: 2307 | eff(%): 13.567 | loglstar: -inf < -289.780 < inf | logz: -297.035 +/- 0.259 | dlogz: 165.280 > 0.109
iter: 314 | bound: 0 | nc: 1 | ncall: 2308 | eff(%): 13.605 | loglstar: -inf < -289.465 < inf | logz: -296.483 +/- 0.254 | dlogz: 164.427 > 0.109
iter: 315 | bound: 0 | nc: 49 | ncall: 2357 | eff(%): 13.364 | loglstar: -inf < -288.228 < inf | logz: -295.750 +/- 0.255 | dlogz: 163.864 > 0.109
iter: 316 | bound: 0 | nc: 35 | ncall: 2392 | eff(%): 13.211 | loglstar: -inf < -286.873 < inf | logz: -294.671 +/- 0.260 | dlogz: 163.122 > 0.109
iter: 317 | bound: 0 | nc: 80 | ncall: 2472 | eff(%): 12.824 | loglstar: -inf < -286.834 < inf | logz: -293.948 +/- 0.256 | dlogz: 162.032 > 0.109
iter: 318 | bound: 0 | nc: 18 | ncall: 2490 | eff(%): 12.771 | loglstar: -inf < -286.478 < inf | logz: -293.459 +/- 0.252 | dlogz: 161.300 > 0.109
iter: 319 | bound: 0 | nc: 38 | ncall: 2528 | eff(%): 12.619 | loglstar: -inf < -286.010 < inf | logz: -292.999 +/- 0.250 | dlogz: 160.801 > 0.109
iter: 320 | bound: 0 | nc: 32 | ncall: 2560 | eff(%): 12.500 | loglstar: -inf < -285.901 < inf | logz: -292.610 +/- 0.247 | dlogz: 160.331 > 0.109
iter: 321 | bound: 0 | nc: 21 | ncall: 2581 | eff(%): 12.437 | loglstar: -inf < -285.427 < inf | logz: -292.247 +/- 0.245 | dlogz: 159.932 > 0.109
iter: 322 | bound: 0 | nc: 47 | ncall: 2628 | eff(%): 12.253 | loglstar: -inf < -283.415 < inf | logz: -291.301 +/- 0.257 | dlogz: 159.559 > 0.109
iter: 323 | bound: 0 | nc: 19 | ncall: 2647 | eff(%): 12.202 | loglstar: -inf < -282.965 < inf | logz: -290.437 +/- 0.257 | dlogz: 158.603 > 0.109
iter: 324 | bound: 0 | nc: 33 | ncall: 2680 | eff(%): 12.090 | loglstar: -inf < -282.607 < inf | logz: -289.821 +/- 0.255 | dlogz: 157.729 > 0.109
iter: 325 | bound: 0 | nc: 34 | ncall: 2714 | eff(%): 11.975 | loglstar: -inf < -282.423 < inf | logz: -289.358 +/- 0.251 | dlogz: 157.103 > 0.109
iter: 326 | bound: 0 | nc: 16 | ncall: 2730 | eff(%): 11.941 | loglstar: -inf < -282.049 < inf | logz: -288.958 +/- 0.249 | dlogz: 156.630 > 0.109
iter: 327 | bound: 0 | nc: 26 | ncall: 2756 | eff(%): 11.865 | loglstar: -inf < -282.014 < inf | logz: -288.626 +/- 0.246 | dlogz: 156.220 > 0.109
iter: 328 | bound: 0 | nc: 19 | ncall: 2775 | eff(%): 11.820 | loglstar: -inf < -281.866 < inf | logz: -288.358 +/- 0.243 | dlogz: 155.878 > 0.109
iter: 329 | bound: 0 | nc: 9 | ncall: 2784 | eff(%): 11.818 | loglstar: -inf < -281.755 < inf | logz: -288.123 +/- 0.241 | dlogz: 155.601 > 0.109
iter: 330 | bound: 0 | nc: 25 | ncall: 2809 | eff(%): 11.748 | loglstar: -inf < -281.743 < inf | logz: -287.925 +/- 0.239 | dlogz: 155.356 > 0.109
iter: 331 | bound: 0 | nc: 3 | ncall: 2812 | eff(%): 11.771 | loglstar: -inf < -281.192 < inf | logz: -287.705 +/- 0.238 | dlogz: 155.147 > 0.109
iter: 332 | bound: 0 | nc: 10 | ncall: 2822 | eff(%): 11.765 | loglstar: -inf < -281.147 < inf | logz: -287.479 +/- 0.237 | dlogz: 154.918 > 0.109
iter: 333 | bound: 0 | nc: 3 | ncall: 2825 | eff(%): 11.788 | loglstar: -inf < -280.329 < inf | logz: -287.191 +/- 0.237 | dlogz: 154.682 > 0.109
iter: 334 | bound: 0 | nc: 7 | ncall: 2832 | eff(%): 11.794 | loglstar: -inf < -279.399 < inf | logz: -286.716 +/- 0.242 | dlogz: 154.383 > 0.109
iter: 335 | bound: 0 | nc: 13 | ncall: 2845 | eff(%): 11.775 | loglstar: -inf < -279.325 < inf | logz: -286.273 +/- 0.244 | dlogz: 153.899 > 0.109
iter: 336 | bound: 0 | nc: 17 | ncall: 2862 | eff(%): 11.740 | loglstar: -inf < -278.764 < inf | logz: -285.863 +/- 0.245 | dlogz: 153.445 > 0.109
iter: 337 | bound: 0 | nc: 56 | ncall: 2918 | eff(%): 11.549 | loglstar: -inf < -278.373 < inf | logz: -285.441 +/- 0.245 | dlogz: 153.026 > 0.109
iter: 338 | bound: 0 | nc: 3 | ncall: 2921 | eff(%): 11.571 | loglstar: -inf < -278.241 < inf | logz: -285.080 +/- 0.245 | dlogz: 152.594 > 0.109
iter: 339 | bound: 0 | nc: 32 | ncall: 2953 | eff(%): 11.480 | loglstar: -inf < -277.864 < inf | logz: -284.748 +/- 0.244 | dlogz: 152.223 > 0.109
iter: 340 | bound: 0 | nc: 7 | ncall: 2960 | eff(%): 11.486 | loglstar: -inf < -277.582 < inf | logz: -284.422 +/- 0.243 | dlogz: 151.881 > 0.109
iter: 341 | bound: 0 | nc: 111 | ncall: 3071 | eff(%): 11.104 | loglstar: -inf < -277.581 < inf | logz: -284.149 +/- 0.242 | dlogz: 151.545 > 0.109
iter: 342 | bound: 0 | nc: 14 | ncall: 3085 | eff(%): 11.086 | loglstar: -inf < -276.819 < inf | logz: -283.833 +/- 0.242 | dlogz: 151.262 > 0.109
iter: 343 | bound: 0 | nc: 48 | ncall: 3133 | eff(%): 10.948 | loglstar: -inf < -276.784 < inf | logz: -283.516 +/- 0.242 | dlogz: 150.936 > 0.109
iter: 344 | bound: 0 | nc: 47 | ncall: 3180 | eff(%): 10.818 | loglstar: -inf < -275.759 < inf | logz: -283.098 +/- 0.245 | dlogz: 150.609 > 0.109
iter: 345 | bound: 0 | nc: 15 | ncall: 3195 | eff(%): 10.798 | loglstar: -inf < -275.474 < inf | logz: -282.641 +/- 0.246 | dlogz: 150.182 > 0.109
iter: 346 | bound: 0 | nc: 87 | ncall: 3282 | eff(%): 10.542 | loglstar: -inf < -275.392 < inf | logz: -282.282 +/- 0.246 | dlogz: 149.715 > 0.109
iter: 347 | bound: 0 | nc: 30 | ncall: 3312 | eff(%): 10.477 | loglstar: -inf < -275.057 < inf | logz: -281.965 +/- 0.245 | dlogz: 149.346 > 0.109
iter: 348 | bound: 0 | nc: 158 | ncall: 3470 | eff(%): 10.029 | loglstar: -inf < -274.990 < inf | logz: -281.684 +/- 0.244 | dlogz: 149.019 > 0.109
iter: 349 | bound: 0 | nc: 6 | ncall: 3476 | eff(%): 10.040 | loglstar: -inf < -274.273 < inf | logz: -281.361 +/- 0.244 | dlogz: 148.728 > 0.109
iter: 350 | bound: 0 | nc: 23 | ncall: 3499 | eff(%): 10.003 | loglstar: -inf < -274.262 < inf | logz: -281.046 +/- 0.244 | dlogz: 148.394 > 0.109
iter: 351 | bound: 0 | nc: 14 | ncall: 3513 | eff(%): 9.991 | loglstar: -inf < -273.170 < inf | logz: -280.618 +/- 0.247 | dlogz: 148.070 > 0.109
iter: 352 | bound: 1 | nc: 19 | ncall: 3532 | eff(%): 9.966 | loglstar: -inf < -272.540 < inf | logz: -280.062 +/- 0.250 | dlogz: 147.631 > 0.109
iter: 353 | bound: 1 | nc: 39 | ncall: 3571 | eff(%): 9.885 | loglstar: -inf < -272.261 < inf | logz: -279.567 +/- 0.251 | dlogz: 147.065 > 0.109
iter: 354 | bound: 1 | nc: 39 | ncall: 3610 | eff(%): 9.806 | loglstar: -inf < -272.171 < inf | logz: -279.188 +/- 0.250 | dlogz: 146.561 > 0.109
iter: 355 | bound: 1 | nc: 39 | ncall: 3649 | eff(%): 9.729 | loglstar: -inf < -271.622 < inf | logz: -278.820 +/- 0.249 | dlogz: 146.172 > 0.109
iter: 356 | bound: 1 | nc: 39 | ncall: 3688 | eff(%): 9.653 | loglstar: -inf < -271.316 < inf | logz: -278.444 +/- 0.249 | dlogz: 145.794 > 0.109
iter: 357 | bound: 1 | nc: 39 | ncall: 3727 | eff(%): 9.579 | loglstar: -inf < -270.224 < inf | logz: -277.907 +/- 0.252 | dlogz: 145.408 > 0.109
iter: 358 | bound: 1 | nc: 39 | ncall: 3766 | eff(%): 9.506 | loglstar: -inf < -269.702 < inf | logz: -277.304 +/- 0.255 | dlogz: 144.861 > 0.109
iter: 359 | bound: 1 | nc: 39 | ncall: 3805 | eff(%): 9.435 | loglstar: -inf < -269.699 < inf | logz: -276.857 +/- 0.254 | dlogz: 144.248 > 0.109
iter: 360 | bound: 1 | nc: 39 | ncall: 3844 | eff(%): 9.365 | loglstar: -inf < -268.703 < inf | logz: -276.349 +/- 0.255 | dlogz: 143.791 > 0.109
iter: 361 | bound: 1 | nc: 39 | ncall: 3883 | eff(%): 9.297 | loglstar: -inf < -268.428 < inf | logz: -275.838 +/- 0.255 | dlogz: 143.273 > 0.109
iter: 362 | bound: 1 | nc: 39 | ncall: 3922 | eff(%): 9.230 | loglstar: -inf < -268.300 < inf | logz: -275.445 +/- 0.253 | dlogz: 142.752 > 0.109
iter: 363 | bound: 1 | nc: 39 | ncall: 3961 | eff(%): 9.164 | loglstar: -inf < -268.162 < inf | logz: -275.132 +/- 0.251 | dlogz: 142.349 > 0.109
iter: 364 | bound: 1 | nc: 39 | ncall: 4000 | eff(%): 9.100 | loglstar: -inf < -267.189 < inf | logz: -274.714 +/- 0.252 | dlogz: 142.026 > 0.109
iter: 365 | bound: 1 | nc: 39 | ncall: 4039 | eff(%): 9.037 | loglstar: -inf < -266.556 < inf | logz: -274.179 +/- 0.254 | dlogz: 141.598 > 0.109
iter: 366 | bound: 1 | nc: 39 | ncall: 4078 | eff(%): 8.975 | loglstar: -inf < -266.556 < inf | logz: -273.747 +/- 0.253 | dlogz: 141.053 > 0.109
iter: 367 | bound: 1 | nc: 39 | ncall: 4117 | eff(%): 8.914 | loglstar: -inf < -265.753 < inf | logz: -273.304 +/- 0.254 | dlogz: 140.611 > 0.109
iter: 368 | bound: 1 | nc: 39 | ncall: 4156 | eff(%): 8.855 | loglstar: -inf < -265.753 < inf | logz: -272.903 +/- 0.253 | dlogz: 140.159 > 0.109
iter: 369 | bound: 1 | nc: 39 | ncall: 4195 | eff(%): 8.796 | loglstar: -inf < -264.930 < inf | logz: -272.477 +/- 0.253 | dlogz: 139.747 > 0.109
iter: 370 | bound: 1 | nc: 39 | ncall: 4234 | eff(%): 8.739 | loglstar: -inf < -264.614 < inf | logz: -272.029 +/- 0.254 | dlogz: 139.312 > 0.109
iter: 371 | bound: 1 | nc: 39 | ncall: 4273 | eff(%): 8.682 | loglstar: -inf < -263.018 < inf | logz: -271.228 +/- 0.262 | dlogz: 138.853 > 0.109
iter: 372 | bound: 1 | nc: 39 | ncall: 4312 | eff(%): 8.627 | loglstar: -inf < -262.046 < inf | logz: -270.252 +/- 0.267 | dlogz: 138.042 > 0.109
iter: 373 | bound: 1 | nc: 39 | ncall: 4351 | eff(%): 8.573 | loglstar: -inf < -262.046 < inf | logz: -269.608 +/- 0.264 | dlogz: 137.056 > 0.109
iter: 374 | bound: 1 | nc: 39 | ncall: 4390 | eff(%): 8.519 | loglstar: -inf < -261.855 < inf | logz: -269.193 +/- 0.261 | dlogz: 136.402 > 0.109
iter: 375 | bound: 1 | nc: 39 | ncall: 4429 | eff(%): 8.467 | loglstar: -inf < -261.683 < inf | logz: -268.855 +/- 0.257 | dlogz: 135.977 > 0.109
iter: 376 | bound: 1 | nc: 39 | ncall: 4468 | eff(%): 8.415 | loglstar: -inf < -260.876 < inf | logz: -268.449 +/- 0.256 | dlogz: 135.629 > 0.109
iter: 377 | bound: 1 | nc: 39 | ncall: 4507 | eff(%): 8.365 | loglstar: -inf < -260.181 < inf | logz: -267.927 +/- 0.258 | dlogz: 135.213 > 0.109
iter: 378 | bound: 1 | nc: 39 | ncall: 4546 | eff(%): 8.315 | loglstar: -inf < -260.049 < inf | logz: -267.472 +/- 0.257 | dlogz: 134.681 > 0.109
iter: 379 | bound: 1 | nc: 39 | ncall: 4585 | eff(%): 8.266 | loglstar: -inf < -259.422 < inf | logz: -267.032 +/- 0.257 | dlogz: 134.217 > 0.109
iter: 380 | bound: 1 | nc: 39 | ncall: 4624 | eff(%): 8.218 | loglstar: -inf < -258.720 < inf | logz: -266.505 +/- 0.258 | dlogz: 133.766 > 0.109
iter: 381 | bound: 1 | nc: 39 | ncall: 4663 | eff(%): 8.171 | loglstar: -inf < -258.361 < inf | logz: -265.998 +/- 0.258 | dlogz: 133.229 > 0.109
iter: 382 | bound: 1 | nc: 39 | ncall: 4702 | eff(%): 8.124 | loglstar: -inf < -258.207 < inf | logz: -265.591 +/- 0.257 | dlogz: 132.713 > 0.109
iter: 383 | bound: 1 | nc: 39 | ncall: 4741 | eff(%): 8.078 | loglstar: -inf < -257.941 < inf | logz: -265.247 +/- 0.255 | dlogz: 132.296 > 0.109
iter: 384 | bound: 1 | nc: 39 | ncall: 4780 | eff(%): 8.033 | loglstar: -inf < -257.282 < inf | logz: -264.857 +/- 0.255 | dlogz: 131.942 > 0.109
iter: 385 | bound: 1 | nc: 39 | ncall: 4819 | eff(%): 7.989 | loglstar: -inf < -257.160 < inf | logz: -264.485 +/- 0.255 | dlogz: 131.541 > 0.109
iter: 386 | bound: 1 | nc: 39 | ncall: 4858 | eff(%): 7.946 | loglstar: -inf < -257.160 < inf | logz: -264.201 +/- 0.253 | dlogz: 131.160 > 0.109
iter: 387 | bound: 1 | nc: 39 | ncall: 4897 | eff(%): 7.903 | loglstar: -inf < -256.657 < inf | logz: -263.922 +/- 0.252 | dlogz: 130.866 > 0.109
iter: 388 | bound: 1 | nc: 39 | ncall: 4936 | eff(%): 7.861 | loglstar: -inf < -256.269 < inf | logz: -263.605 +/- 0.252 | dlogz: 130.576 > 0.109
iter: 389 | bound: 1 | nc: 39 | ncall: 4975 | eff(%): 7.819 | loglstar: -inf < -256.269 < inf | logz: -263.325 +/- 0.251 | dlogz: 130.250 > 0.109
iter: 390 | bound: 1 | nc: 39 | ncall: 5014 | eff(%): 7.778 | loglstar: -inf < -256.240 < inf | logz: -263.108 +/- 0.249 | dlogz: 129.960 > 0.109
iter: 391 | bound: 1 | nc: 39 | ncall: 5053 | eff(%): 7.738 | loglstar: -inf < -256.240 < inf | logz: -262.927 +/- 0.248 | dlogz: 129.733 > 0.109
iter: 392 | bound: 1 | nc: 39 | ncall: 5092 | eff(%): 7.698 | loglstar: -inf < -256.240 < inf | logz: -262.774 +/- 0.246 | dlogz: 129.542 > 0.109
iter: 393 | bound: 1 | nc: 39 | ncall: 5131 | eff(%): 7.659 | loglstar: -inf < -256.127 < inf | logz: -262.638 +/- 0.245 | dlogz: 129.379 > 0.109
iter: 394 | bound: 1 | nc: 39 | ncall: 5170 | eff(%): 7.621 | loglstar: -inf < -256.122 < inf | logz: -262.512 +/- 0.243 | dlogz: 129.233 > 0.109
iter: 395 | bound: 1 | nc: 39 | ncall: 5209 | eff(%): 7.583 | loglstar: -inf < -256.081 < inf | logz: -262.400 +/- 0.242 | dlogz: 129.097 > 0.109
iter: 396 | bound: 1 | nc: 39 | ncall: 5248 | eff(%): 7.546 | loglstar: -inf < -255.974 < inf | logz: -262.292 +/- 0.241 | dlogz: 128.974 > 0.109
iter: 397 | bound: 1 | nc: 39 | ncall: 5287 | eff(%): 7.509 | loglstar: -inf < -255.401 < inf | logz: -262.154 +/- 0.240 | dlogz: 128.857 > 0.109
iter: 398 | bound: 1 | nc: 39 | ncall: 5326 | eff(%): 7.473 | loglstar: -inf < -254.620 < inf | logz: -261.923 +/- 0.242 | dlogz: 128.709 > 0.109
iter: 399 | bound: 1 | nc: 39 | ncall: 5365 | eff(%): 7.437 | loglstar: -inf < -254.448 < inf | logz: -261.656 +/- 0.244 | dlogz: 128.468 > 0.109
iter: 400 | bound: 1 | nc: 39 | ncall: 5404 | eff(%): 7.402 | loglstar: -inf < -254.363 < inf | logz: -261.422 +/- 0.244 | dlogz: 128.191 > 0.109
iter: 401 | bound: 1 | nc: 39 | ncall: 5443 | eff(%): 7.367 | loglstar: -inf < -254.318 < inf | logz: -261.223 +/- 0.244 | dlogz: 127.947 > 0.109
iter: 402 | bound: 1 | nc: 39 | ncall: 5482 | eff(%): 7.333 | loglstar: -inf < -253.941 < inf | logz: -261.021 +/- 0.244 | dlogz: 127.739 > 0.109
iter: 403 | bound: 1 | nc: 39 | ncall: 5521 | eff(%): 7.299 | loglstar: -inf < -253.482 < inf | logz: -260.776 +/- 0.245 | dlogz: 127.526 > 0.109
iter: 404 | bound: 1 | nc: 39 | ncall: 5560 | eff(%): 7.266 | loglstar: -inf < -253.422 < inf | logz: -260.535 +/- 0.246 | dlogz: 127.271 > 0.109
iter: 405 | bound: 1 | nc: 39 | ncall: 5599 | eff(%): 7.233 | loglstar: -inf < -252.993 < inf | logz: -260.291 +/- 0.247 | dlogz: 127.020 > 0.109
iter: 406 | bound: 1 | nc: 39 | ncall: 5638 | eff(%): 7.201 | loglstar: -inf < -252.777 < inf | logz: -260.036 +/- 0.247 | dlogz: 126.766 > 0.109
iter: 407 | bound: 1 | nc: 39 | ncall: 5677 | eff(%): 7.169 | loglstar: -inf < -252.547 < inf | logz: -259.789 +/- 0.248 | dlogz: 126.501 > 0.109
iter: 408 | bound: 1 | nc: 39 | ncall: 5716 | eff(%): 7.138 | loglstar: -inf < -252.439 < inf | logz: -259.562 +/- 0.248 | dlogz: 126.245 > 0.109
iter: 409 | bound: 1 | nc: 39 | ncall: 5755 | eff(%): 7.107 | loglstar: -inf < -252.273 < inf | logz: -259.355 +/- 0.248 | dlogz: 126.008 > 0.109
iter: 410 | bound: 1 | nc: 39 | ncall: 5794 | eff(%): 7.076 | loglstar: -inf < -250.465 < inf | logz: -258.816 +/- 0.257 | dlogz: 125.790 > 0.109
iter: 411 | bound: 1 | nc: 39 | ncall: 5833 | eff(%): 7.046 | loglstar: -inf < -250.465 < inf | logz: -258.281 +/- 0.260 | dlogz: 125.242 > 0.109
iter: 412 | bound: 1 | nc: 39 | ncall: 5872 | eff(%): 7.016 | loglstar: -inf < -250.465 < inf | logz: -257.934 +/- 0.259 | dlogz: 124.696 > 0.109
iter: 413 | bound: 1 | nc: 39 | ncall: 5911 | eff(%): 6.987 | loglstar: -inf < -250.260 < inf | logz: -257.656 +/- 0.258 | dlogz: 124.339 > 0.109
iter: 414 | bound: 1 | nc: 39 | ncall: 5950 | eff(%): 6.958 | loglstar: -inf < -250.154 < inf | logz: -257.410 +/- 0.256 | dlogz: 124.052 > 0.109
iter: 415 | bound: 1 | nc: 39 | ncall: 5989 | eff(%): 6.929 | loglstar: -inf < -249.779 < inf | logz: -257.163 +/- 0.255 | dlogz: 123.795 > 0.109
iter: 416 | bound: 1 | nc: 39 | ncall: 6028 | eff(%): 6.901 | loglstar: -inf < -249.671 < inf | logz: -256.923 +/- 0.254 | dlogz: 123.539 > 0.109
iter: 417 | bound: 1 | nc: 39 | ncall: 6067 | eff(%): 6.873 | loglstar: -inf < -248.843 < inf | logz: -256.612 +/- 0.255 | dlogz: 123.289 > 0.109
iter: 418 | bound: 1 | nc: 39 | ncall: 6106 | eff(%): 6.846 | loglstar: -inf < -248.338 < inf | logz: -256.213 +/- 0.257 | dlogz: 127.399 > 0.109
iter: 419 | bound: 1 | nc: 39 | ncall: 6145 | eff(%): 6.819 | loglstar: -inf < -248.157 < inf | logz: -255.843 +/- 0.258 | dlogz: 126.990 > 0.109
iter: 420 | bound: 1 | nc: 39 | ncall: 6184 | eff(%): 6.792 | loglstar: -inf < -247.959 < inf | logz: -255.529 +/- 0.258 | dlogz: 126.611 > 0.109
iter: 421 | bound: 1 | nc: 39 | ncall: 6223 | eff(%): 6.765 | loglstar: -inf < -247.076 < inf | logz: -255.122 +/- 0.260 | dlogz: 126.287 > 0.109
iter: 422 | bound: 1 | nc: 39 | ncall: 6262 | eff(%): 6.739 | loglstar: -inf < -247.076 < inf | logz: -254.735 +/- 0.260 | dlogz: 125.870 > 0.109
iter: 423 | bound: 1 | nc: 39 | ncall: 6301 | eff(%): 6.713 | loglstar: -inf < -246.788 < inf | logz: -254.422 +/- 0.259 | dlogz: 125.472 > 0.109
iter: 424 | bound: 1 | nc: 39 | ncall: 6340 | eff(%): 6.688 | loglstar: -inf < -246.511 < inf | logz: -254.120 +/- 0.259 | dlogz: 125.150 > 0.109
iter: 425 | bound: 1 | nc: 39 | ncall: 6379 | eff(%): 6.662 | loglstar: -inf < -246.216 < inf | logz: -253.825 +/- 0.258 | dlogz: 124.838 > 0.109
iter: 426 | bound: 1 | nc: 39 | ncall: 6418 | eff(%): 6.638 | loglstar: -inf < -245.384 < inf | logz: -253.433 +/- 0.260 | dlogz: 124.533 > 0.109
iter: 427 | bound: 1 | nc: 39 | ncall: 6457 | eff(%): 6.613 | loglstar: -inf < -244.914 < inf | logz: -252.975 +/- 0.262 | dlogz: 124.131 > 0.109
iter: 428 | bound: 1 | nc: 39 | ncall: 6496 | eff(%): 6.589 | loglstar: -inf < -244.595 < inf | logz: -252.549 +/- 0.263 | dlogz: 123.663 > 0.109
iter: 429 | bound: 1 | nc: 39 | ncall: 6535 | eff(%): 6.565 | loglstar: -inf < -244.595 < inf | logz: -252.211 +/- 0.262 | dlogz: 123.227 > 0.109
iter: 430 | bound: 1 | nc: 39 | ncall: 6574 | eff(%): 6.541 | loglstar: -inf < -243.086 < inf | logz: -251.636 +/- 0.267 | dlogz: 122.879 > 0.109
iter: 431 | bound: 1 | nc: 39 | ncall: 6613 | eff(%): 6.517 | loglstar: -inf < -243.064 < inf | logz: -251.096 +/- 0.268 | dlogz: 122.294 > 0.109
iter: 432 | bound: 1 | nc: 39 | ncall: 6652 | eff(%): 6.494 | loglstar: -inf < -243.064 < inf | logz: -250.744 +/- 0.266 | dlogz: 121.744 > 0.109
iter: 433 | bound: 1 | nc: 39 | ncall: 6691 | eff(%): 6.471 | loglstar: -inf < -242.900 < inf | logz: -250.469 +/- 0.264 | dlogz: 121.382 > 0.109
iter: 434 | bound: 1 | nc: 39 | ncall: 6730 | eff(%): 6.449 | loglstar: -inf < -242.847 < inf | logz: -250.234 +/- 0.262 | dlogz: 121.097 > 0.109
iter: 435 | bound: 1 | nc: 39 | ncall: 6769 | eff(%): 6.426 | loglstar: -inf < -242.448 < inf | logz: -249.999 +/- 0.260 | dlogz: 120.852 > 0.109
iter: 436 | bound: 1 | nc: 39 | ncall: 6808 | eff(%): 6.404 | loglstar: -inf < -242.203 < inf | logz: -249.750 +/- 0.259 | dlogz: 120.607 > 0.109
iter: 437 | bound: 1 | nc: 39 | ncall: 6847 | eff(%): 6.382 | loglstar: -inf < -240.794 < inf | logz: -249.266 +/- 0.264 | dlogz: 120.348 > 0.109
iter: 438 | bound: 1 | nc: 39 | ncall: 6886 | eff(%): 6.361 | loglstar: -inf < -240.677 < inf | logz: -248.766 +/- 0.266 | dlogz: 119.854 > 0.109
iter: 439 | bound: 1 | nc: 39 | ncall: 6925 | eff(%): 6.339 | loglstar: -inf < -240.271 < inf | logz: -248.350 +/- 0.266 | dlogz: 119.344 > 0.109
iter: 440 | bound: 1 | nc: 39 | ncall: 6964 | eff(%): 6.318 | loglstar: -inf < -239.938 < inf | logz: -247.955 +/- 0.266 | dlogz: 118.918 > 0.109
iter: 441 | bound: 1 | nc: 39 | ncall: 7003 | eff(%): 6.297 | loglstar: -inf < -239.773 < inf | logz: -247.611 +/- 0.265 | dlogz: 118.513 > 0.109
iter: 442 | bound: 1 | nc: 39 | ncall: 7042 | eff(%): 6.277 | loglstar: -inf < -239.771 < inf | logz: -247.340 +/- 0.263 | dlogz: 118.160 > 0.109
iter: 443 | bound: 1 | nc: 39 | ncall: 7081 | eff(%): 6.256 | loglstar: -inf < -239.541 < inf | logz: -247.104 +/- 0.261 | dlogz: 117.878 > 0.109
iter: 444 | bound: 1 | nc: 39 | ncall: 7120 | eff(%): 6.236 | loglstar: -inf < -239.484 < inf | logz: -246.890 +/- 0.260 | dlogz: 117.633 > 0.109
iter: 445 | bound: 1 | nc: 39 | ncall: 7159 | eff(%): 6.216 | loglstar: -inf < -239.047 < inf | logz: -246.667 +/- 0.259 | dlogz: 117.409 > 0.109
iter: 446 | bound: 1 | nc: 39 | ncall: 7198 | eff(%): 6.196 | loglstar: -inf < -238.482 < inf | logz: -246.380 +/- 0.259 | dlogz: 117.176 > 0.109
iter: 447 | bound: 1 | nc: 39 | ncall: 7237 | eff(%): 6.177 | loglstar: -inf < -238.430 < inf | logz: -246.100 +/- 0.259 | dlogz: 116.879 > 0.109
iter: 448 | bound: 1 | nc: 39 | ncall: 7276 | eff(%): 6.157 | loglstar: -inf < -238.379 < inf | logz: -245.873 +/- 0.259 | dlogz: 116.589 > 0.109
iter: 449 | bound: 1 | nc: 39 | ncall: 7315 | eff(%): 6.138 | loglstar: -inf < -238.308 < inf | logz: -245.680 +/- 0.258 | dlogz: 116.352 > 0.109
iter: 450 | bound: 1 | nc: 39 | ncall: 7354 | eff(%): 6.119 | loglstar: -inf < -237.876 < inf | logz: -245.473 +/- 0.257 | dlogz: 116.149 > 0.109
iter: 451 | bound: 1 | nc: 39 | ncall: 7393 | eff(%): 6.100 | loglstar: -inf < -236.828 < inf | logz: -245.115 +/- 0.260 | dlogz: 115.932 > 0.109
iter: 452 | bound: 2 | nc: 39 | ncall: 7432 | eff(%): 6.082 | loglstar: -inf < -236.680 < inf | logz: -244.725 +/- 0.262 | dlogz: 115.564 > 0.109
iter: 453 | bound: 2 | nc: 39 | ncall: 7471 | eff(%): 6.063 | loglstar: -inf < -236.078 < inf | logz: -244.329 +/- 0.264 | dlogz: 115.164 > 0.109
iter: 454 | bound: 2 | nc: 39 | ncall: 7510 | eff(%): 6.045 | loglstar: -inf < -234.977 < inf | logz: -243.721 +/- 0.270 | dlogz: 114.759 > 0.109
iter: 455 | bound: 2 | nc: 39 | ncall: 7549 | eff(%): 6.027 | loglstar: -inf < -233.332 < inf | logz: -242.592 +/- 0.284 | dlogz: 114.140 > 0.109
iter: 456 | bound: 2 | nc: 39 | ncall: 7588 | eff(%): 6.009 | loglstar: -inf < -232.437 < inf | logz: -241.514 +/- 0.286 | dlogz: 113.001 > 0.109
iter: 457 | bound: 2 | nc: 39 | ncall: 7627 | eff(%): 5.992 | loglstar: -inf < -232.060 < inf | logz: -240.754 +/- 0.283 | dlogz: 111.914 > 0.109
iter: 458 | bound: 2 | nc: 39 | ncall: 7666 | eff(%): 5.974 | loglstar: -inf < -231.599 < inf | logz: -240.162 +/- 0.280 | dlogz: 111.143 > 0.109
iter: 459 | bound: 2 | nc: 39 | ncall: 7705 | eff(%): 5.957 | loglstar: -inf < -230.482 < inf | logz: -239.419 +/- 0.281 | dlogz: 110.541 > 0.109
iter: 460 | bound: 2 | nc: 39 | ncall: 7744 | eff(%): 5.940 | loglstar: -inf < -230.373 < inf | logz: -238.817 +/- 0.279 | dlogz: 109.789 > 0.109
iter: 461 | bound: 2 | nc: 39 | ncall: 7783 | eff(%): 5.923 | loglstar: -inf < -230.032 < inf | logz: -238.367 +/- 0.276 | dlogz: 109.176 > 0.109
iter: 462 | bound: 2 | nc: 39 | ncall: 7822 | eff(%): 5.906 | loglstar: -inf < -230.019 < inf | logz: -238.014 +/- 0.273 | dlogz: 108.716 > 0.109
iter: 463 | bound: 2 | nc: 39 | ncall: 7861 | eff(%): 5.890 | loglstar: -inf < -229.921 < inf | logz: -237.743 +/- 0.271 | dlogz: 108.354 > 0.109
iter: 464 | bound: 2 | nc: 39 | ncall: 7900 | eff(%): 5.873 | loglstar: -inf < -229.812 < inf | logz: -237.512 +/- 0.268 | dlogz: 108.073 > 0.109
iter: 465 | bound: 2 | nc: 39 | ncall: 7939 | eff(%): 5.857 | loglstar: -inf < -229.805 < inf | logz: -237.316 +/- 0.266 | dlogz: 107.832 > 0.109
iter: 466 | bound: 2 | nc: 39 | ncall: 7978 | eff(%): 5.841 | loglstar: -inf < -229.687 < inf | logz: -237.144 +/- 0.264 | dlogz: 107.626 > 0.109
iter: 467 | bound: 2 | nc: 39 | ncall: 8017 | eff(%): 5.825 | loglstar: -inf < -229.361 < inf | logz: -236.963 +/- 0.263 | dlogz: 107.443 > 0.109
iter: 468 | bound: 2 | nc: 39 | ncall: 8056 | eff(%): 5.809 | loglstar: -inf < -228.384 < inf | logz: -236.665 +/- 0.264 | dlogz: 107.253 > 0.109
iter: 469 | bound: 2 | nc: 39 | ncall: 8095 | eff(%): 5.794 | loglstar: -inf < -227.952 < inf | logz: -236.279 +/- 0.266 | dlogz: 106.945 > 0.109
iter: 470 | bound: 2 | nc: 39 | ncall: 8134 | eff(%): 5.778 | loglstar: -inf < -227.672 < inf | logz: -235.910 +/- 0.267 | dlogz: 106.549 > 0.109
iter: 471 | bound: 2 | nc: 39 | ncall: 8173 | eff(%): 5.763 | loglstar: -inf < -227.661 < inf | logz: -235.610 +/- 0.266 | dlogz: 106.170 > 0.109
iter: 472 | bound: 2 | nc: 39 | ncall: 8212 | eff(%): 5.748 | loglstar: -inf < -227.507 < inf | logz: -235.363 +/- 0.265 | dlogz: 105.860 > 0.109
iter: 473 | bound: 2 | nc: 39 | ncall: 8251 | eff(%): 5.733 | loglstar: -inf < -227.334 < inf | logz: -235.136 +/- 0.265 | dlogz: 105.603 > 0.109
iter: 474 | bound: 2 | nc: 39 | ncall: 8290 | eff(%): 5.718 | loglstar: -inf < -226.980 < inf | logz: -234.901 +/- 0.264 | dlogz: 105.366 > 0.109
iter: 475 | bound: 2 | nc: 39 | ncall: 8329 | eff(%): 5.703 | loglstar: -inf < -226.891 < inf | logz: -234.674 +/- 0.263 | dlogz: 105.121 > 0.109
iter: 476 | bound: 2 | nc: 39 | ncall: 8368 | eff(%): 5.688 | loglstar: -inf < -226.343 < inf | logz: -234.422 +/- 0.263 | dlogz: 104.884 > 0.109
iter: 477 | bound: 2 | nc: 39 | ncall: 8407 | eff(%): 5.674 | loglstar: -inf < -226.283 < inf | logz: -234.168 +/- 0.263 | dlogz: 104.622 > 0.109
iter: 478 | bound: 2 | nc: 39 | ncall: 8446 | eff(%): 5.659 | loglstar: -inf < -226.183 < inf | logz: -233.953 +/- 0.263 | dlogz: 104.359 > 0.109
iter: 479 | bound: 2 | nc: 39 | ncall: 8485 | eff(%): 5.645 | loglstar: -inf < -225.823 < inf | logz: -233.734 +/- 0.263 | dlogz: 104.133 > 0.109
iter: 480 | bound: 2 | nc: 39 | ncall: 8524 | eff(%): 5.631 | loglstar: -inf < -225.714 < inf | logz: -233.516 +/- 0.262 | dlogz: 103.904 > 0.109
iter: 481 | bound: 2 | nc: 39 | ncall: 8563 | eff(%): 5.617 | loglstar: -inf < -225.714 < inf | logz: -233.329 +/- 0.262 | dlogz: 103.677 > 0.109
iter: 482 | bound: 2 | nc: 39 | ncall: 8602 | eff(%): 5.603 | loglstar: -inf < -225.408 < inf | logz: -233.149 +/- 0.261 | dlogz: 103.480 > 0.109
iter: 483 | bound: 2 | nc: 39 | ncall: 8641 | eff(%): 5.590 | loglstar: -inf < -224.822 < inf | logz: -232.916 +/- 0.262 | dlogz: 103.290 > 0.109
iter: 484 | bound: 2 | nc: 39 | ncall: 8680 | eff(%): 5.576 | loglstar: -inf < -224.751 < inf | logz: -232.673 +/- 0.262 | dlogz: 103.046 > 0.109
iter: 485 | bound: 2 | nc: 39 | ncall: 8719 | eff(%): 5.563 | loglstar: -inf < -224.751 < inf | logz: -232.472 +/- 0.262 | dlogz: 102.794 > 0.109
iter: 486 | bound: 2 | nc: 39 | ncall: 8758 | eff(%): 5.549 | loglstar: -inf < -224.651 < inf | logz: -232.299 +/- 0.261 | dlogz: 102.582 > 0.109
iter: 487 | bound: 2 | nc: 39 | ncall: 8797 | eff(%): 5.536 | loglstar: -inf < -224.472 < inf | logz: -232.133 +/- 0.261 | dlogz: 102.400 > 0.109
iter: 488 | bound: 2 | nc: 39 | ncall: 8836 | eff(%): 5.523 | loglstar: -inf < -224.414 < inf | logz: -231.976 +/- 0.260 | dlogz: 102.224 > 0.109
iter: 489 | bound: 2 | nc: 39 | ncall: 8875 | eff(%): 5.510 | loglstar: -inf < -223.631 < inf | logz: -231.764 +/- 0.261 | dlogz: 102.057 > 0.109
iter: 490 | bound: 2 | nc: 39 | ncall: 8914 | eff(%): 5.497 | loglstar: -inf < -223.631 < inf | logz: -231.532 +/- 0.261 | dlogz: 101.835 > 0.109
iter: 491 | bound: 2 | nc: 39 | ncall: 8953 | eff(%): 5.484 | loglstar: -inf < -223.356 < inf | logz: -231.320 +/- 0.262 | dlogz: 101.592 > 0.109
iter: 492 | bound: 2 | nc: 39 | ncall: 8992 | eff(%): 5.472 | loglstar: -inf < -222.812 < inf | logz: -231.063 +/- 0.263 | dlogz: 101.371 > 0.109
iter: 493 | bound: 2 | nc: 39 | ncall: 9031 | eff(%): 5.459 | loglstar: -inf < -222.279 < inf | logz: -230.739 +/- 0.265 | dlogz: 101.104 > 0.109
iter: 494 | bound: 2 | nc: 39 | ncall: 9070 | eff(%): 5.447 | loglstar: -inf < -222.039 < inf | logz: -230.408 +/- 0.267 | dlogz: 100.770 > 0.109
iter: 495 | bound: 2 | nc: 39 | ncall: 9109 | eff(%): 5.434 | loglstar: -inf < -221.883 < inf | logz: -230.116 +/- 0.268 | dlogz: 100.429 > 0.109
iter: 496 | bound: 2 | nc: 39 | ncall: 9148 | eff(%): 5.422 | loglstar: -inf < -221.272 < inf | logz: -229.791 +/- 0.269 | dlogz: 100.127 > 0.109
iter: 497 | bound: 2 | nc: 39 | ncall: 9187 | eff(%): 5.410 | loglstar: -inf < -221.272 < inf | logz: -229.484 +/- 0.269 | dlogz: 99.792 > 0.109
iter: 498 | bound: 2 | nc: 39 | ncall: 9226 | eff(%): 5.398 | loglstar: -inf < -220.899 < inf | logz: -229.208 +/- 0.269 | dlogz: 99.475 > 0.109
iter: 499 | bound: 2 | nc: 39 | ncall: 9265 | eff(%): 5.386 | loglstar: -inf < -220.015 < inf | logz: -228.814 +/- 0.272 | dlogz: 99.189 > 0.109
iter: 500 | bound: 2 | nc: 39 | ncall: 9304 | eff(%): 5.374 | loglstar: -inf < -218.825 < inf | logz: -228.131 +/- 0.280 | dlogz: 98.785 > 0.109
iter: 501 | bound: 2 | nc: 39 | ncall: 9343 | eff(%): 5.362 | loglstar: -inf < -218.733 < inf | logz: -227.550 +/- 0.281 | dlogz: 98.092 > 0.109
iter: 502 | bound: 2 | nc: 39 | ncall: 9382 | eff(%): 5.351 | loglstar: -inf < -218.716 < inf | logz: -227.172 +/- 0.279 | dlogz: 97.501 > 0.109
iter: 503 | bound: 2 | nc: 39 | ncall: 9421 | eff(%): 5.339 | loglstar: -inf < -218.716 < inf | logz: -226.896 +/- 0.277 | dlogz: 97.113 > 0.109
iter: 504 | bound: 2 | nc: 39 | ncall: 9460 | eff(%): 5.328 | loglstar: -inf < -218.689 < inf | logz: -226.681 +/- 0.275 | dlogz: 96.827 > 0.109
iter: 505 | bound: 2 | nc: 39 | ncall: 9499 | eff(%): 5.316 | loglstar: -inf < -218.238 < inf | logz: -226.458 +/- 0.273 | dlogz: 96.602 > 0.109
iter: 506 | bound: 2 | nc: 39 | ncall: 9538 | eff(%): 5.305 | loglstar: -inf < -217.594 < inf | logz: -226.158 +/- 0.273 | dlogz: 96.370 > 0.109
iter: 507 | bound: 2 | nc: 39 | ncall: 9577 | eff(%): 5.294 | loglstar: -inf < -217.594 < inf | logz: -225.865 +/- 0.273 | dlogz: 96.059 > 0.109
iter: 508 | bound: 2 | nc: 39 | ncall: 9616 | eff(%): 5.283 | loglstar: -inf < -216.700 < inf | logz: -225.508 +/- 0.274 | dlogz: 135.077 > 0.109
iter: 509 | bound: 2 | nc: 39 | ncall: 9655 | eff(%): 5.272 | loglstar: -inf < -216.502 < inf | logz: -225.124 +/- 0.275 | dlogz: 134.710 > 0.109
iter: 510 | bound: 2 | nc: 39 | ncall: 9694 | eff(%): 5.261 | loglstar: -inf < -216.270 < inf | logz: -224.794 +/- 0.275 | dlogz: 134.317 > 0.109
iter: 511 | bound: 2 | nc: 39 | ncall: 9733 | eff(%): 5.250 | loglstar: -inf < -215.326 < inf | logz: -224.352 +/- 0.277 | dlogz: 133.976 > 0.109
iter: 512 | bound: 2 | nc: 39 | ncall: 9772 | eff(%): 5.239 | loglstar: -inf < -215.261 < inf | logz: -223.929 +/- 0.278 | dlogz: 133.524 > 0.109
iter: 513 | bound: 2 | nc: 39 | ncall: 9811 | eff(%): 5.229 | loglstar: -inf < -214.409 < inf | logz: -223.466 +/- 0.279 | dlogz: 133.092 > 0.109
iter: 514 | bound: 2 | nc: 39 | ncall: 9850 | eff(%): 5.218 | loglstar: -inf < -214.318 < inf | logz: -223.035 +/- 0.280 | dlogz: 132.619 > 0.109
iter: 515 | bound: 2 | nc: 39 | ncall: 9889 | eff(%): 5.208 | loglstar: -inf < -213.887 < inf | logz: -222.656 +/- 0.279 | dlogz: 132.177 > 0.109
iter: 516 | bound: 2 | nc: 39 | ncall: 9928 | eff(%): 5.197 | loglstar: -inf < -213.628 < inf | logz: -222.296 +/- 0.278 | dlogz: 131.789 > 0.109
iter: 517 | bound: 2 | nc: 39 | ncall: 9967 | eff(%): 5.187 | loglstar: -inf < -213.501 < inf | logz: -221.987 +/- 0.277 | dlogz: 131.418 > 0.109
iter: 518 | bound: 2 | nc: 39 | ncall: 10006 | eff(%): 5.177 | loglstar: -inf < -213.417 < inf | logz: -221.731 +/- 0.276 | dlogz: 131.100 > 0.109
iter: 519 | bound: 2 | nc: 39 | ncall: 10045 | eff(%): 5.167 | loglstar: -inf < -212.814 < inf | logz: -221.447 +/- 0.275 | dlogz: 130.834 > 0.109
iter: 520 | bound: 2 | nc: 39 | ncall: 10084 | eff(%): 5.157 | loglstar: -inf < -212.730 < inf | logz: -221.161 +/- 0.275 | dlogz: 130.539 > 0.109
iter: 521 | bound: 2 | nc: 39 | ncall: 10123 | eff(%): 5.147 | loglstar: -inf < -212.146 < inf | logz: -220.855 +/- 0.275 | dlogz: 130.244 > 0.109
iter: 522 | bound: 2 | nc: 39 | ncall: 10162 | eff(%): 5.137 | loglstar: -inf < -212.146 < inf | logz: -220.563 +/- 0.275 | dlogz: 129.927 > 0.109
iter: 523 | bound: 2 | nc: 39 | ncall: 10201 | eff(%): 5.127 | loglstar: -inf < -212.146 < inf | logz: -220.337 +/- 0.274 | dlogz: 129.626 > 0.109
iter: 524 | bound: 2 | nc: 39 | ncall: 10240 | eff(%): 5.117 | loglstar: -inf < -211.589 < inf | logz: -220.099 +/- 0.273 | dlogz: 129.390 > 0.109
iter: 525 | bound: 2 | nc: 39 | ncall: 10279 | eff(%): 5.108 | loglstar: -inf < -211.248 < inf | logz: -219.821 +/- 0.273 | dlogz: 129.142 > 0.109
iter: 526 | bound: 2 | nc: 39 | ncall: 10318 | eff(%): 5.098 | loglstar: -inf < -210.718 < inf | logz: -219.499 +/- 0.275 | dlogz: 128.853 > 0.109
iter: 527 | bound: 2 | nc: 39 | ncall: 10357 | eff(%): 5.088 | loglstar: -inf < -209.849 < inf | logz: -219.041 +/- 0.278 | dlogz: 128.522 > 0.109
iter: 528 | bound: 2 | nc: 39 | ncall: 10396 | eff(%): 5.079 | loglstar: -inf < -209.165 < inf | logz: -218.474 +/- 0.282 | dlogz: 128.054 > 0.109
iter: 529 | bound: 2 | nc: 39 | ncall: 10435 | eff(%): 5.069 | loglstar: -inf < -208.777 < inf | logz: -217.940 +/- 0.284 | dlogz: 127.476 > 0.109
iter: 530 | bound: 2 | nc: 39 | ncall: 10474 | eff(%): 5.060 | loglstar: -inf < -208.203 < inf | logz: -217.423 +/- 0.285 | dlogz: 126.933 > 0.109
iter: 531 | bound: 2 | nc: 39 | ncall: 10513 | eff(%): 5.051 | loglstar: -inf < -208.047 < inf | logz: -216.982 +/- 0.284 | dlogz: 126.406 > 0.109
iter: 532 | bound: 2 | nc: 39 | ncall: 10552 | eff(%): 5.042 | loglstar: -inf < -207.108 < inf | logz: -216.465 +/- 0.286 | dlogz: 125.955 > 0.109
iter: 533 | bound: 2 | nc: 39 | ncall: 10591 | eff(%): 5.033 | loglstar: -inf < -206.915 < inf | logz: -215.973 +/- 0.286 | dlogz: 125.428 > 0.109
iter: 534 | bound: 2 | nc: 39 | ncall: 10630 | eff(%): 5.024 | loglstar: -inf < -206.725 < inf | logz: -215.590 +/- 0.284 | dlogz: 124.926 > 0.109
iter: 535 | bound: 2 | nc: 39 | ncall: 10669 | eff(%): 5.015 | loglstar: -inf < -206.510 < inf | logz: -215.264 +/- 0.283 | dlogz: 124.533 > 0.109
iter: 536 | bound: 2 | nc: 39 | ncall: 10708 | eff(%): 5.006 | loglstar: -inf < -206.337 < inf | logz: -214.976 +/- 0.281 | dlogz: 124.197 > 0.109
iter: 537 | bound: 2 | nc: 39 | ncall: 10747 | eff(%): 4.997 | loglstar: -inf < -205.766 < inf | logz: -214.659 +/- 0.281 | dlogz: 123.899 > 0.109
iter: 538 | bound: 2 | nc: 39 | ncall: 10786 | eff(%): 4.988 | loglstar: -inf < -205.574 < inf | logz: -214.337 +/- 0.280 | dlogz: 123.572 > 0.109
iter: 539 | bound: 2 | nc: 39 | ncall: 10825 | eff(%): 4.979 | loglstar: -inf < -205.389 < inf | logz: -214.052 +/- 0.279 | dlogz: 123.240 > 0.109
iter: 540 | bound: 2 | nc: 39 | ncall: 10864 | eff(%): 4.971 | loglstar: -inf < -203.560 < inf | logz: -213.375 +/- 0.288 | dlogz: 122.945 > 0.109
iter: 541 | bound: 2 | nc: 39 | ncall: 10903 | eff(%): 4.962 | loglstar: -inf < -203.224 < inf | logz: -212.679 +/- 0.290 | dlogz: 122.259 > 0.109
iter: 542 | bound: 2 | nc: 39 | ncall: 10942 | eff(%): 4.953 | loglstar: -inf < -203.049 < inf | logz: -212.187 +/- 0.289 | dlogz: 121.552 > 0.109
iter: 543 | bound: 2 | nc: 39 | ncall: 10981 | eff(%): 4.945 | loglstar: -inf < -202.827 < inf | logz: -211.802 +/- 0.287 | dlogz: 121.051 > 0.109
iter: 544 | bound: 2 | nc: 39 | ncall: 11020 | eff(%): 4.936 | loglstar: -inf < -202.609 < inf | logz: -211.469 +/- 0.285 | dlogz: 120.655 > 0.109
iter: 545 | bound: 2 | nc: 39 | ncall: 11059 | eff(%): 4.928 | loglstar: -inf < -202.455 < inf | logz: -211.179 +/- 0.284 | dlogz: 120.313 > 0.109
iter: 546 | bound: 2 | nc: 39 | ncall: 11098 | eff(%): 4.920 | loglstar: -inf < -202.090 < inf | logz: -210.896 +/- 0.282 | dlogz: 120.013 > 0.109
iter: 547 | bound: 2 | nc: 39 | ncall: 11137 | eff(%): 4.912 | loglstar: -inf < -201.857 < inf | logz: -210.614 +/- 0.281 | dlogz: 119.720 > 0.109
iter: 548 | bound: 2 | nc: 39 | ncall: 11176 | eff(%): 4.903 | loglstar: -inf < -201.850 < inf | logz: -210.373 +/- 0.280 | dlogz: 119.428 > 0.109
iter: 549 | bound: 2 | nc: 39 | ncall: 11215 | eff(%): 4.895 | loglstar: -inf < -201.092 < inf | logz: -210.085 +/- 0.280 | dlogz: 119.177 > 0.109
iter: 550 | bound: 2 | nc: 39 | ncall: 11254 | eff(%): 4.887 | loglstar: -inf < -200.872 < inf | logz: -209.764 +/- 0.280 | dlogz: 118.879 > 0.109
iter: 551 | bound: 2 | nc: 39 | ncall: 11293 | eff(%): 4.879 | loglstar: -inf < -199.978 < inf | logz: -209.345 +/- 0.283 | dlogz: 118.548 > 0.109
iter: 552 | bound: 3 | nc: 39 | ncall: 11332 | eff(%): 4.871 | loglstar: -inf < -199.882 < inf | logz: -208.937 +/- 0.284 | dlogz: 118.119 > 0.109
iter: 553 | bound: 3 | nc: 39 | ncall: 11371 | eff(%): 4.863 | loglstar: -inf < -199.874 < inf | logz: -208.637 +/- 0.283 | dlogz: 117.701 > 0.109
iter: 554 | bound: 3 | nc: 39 | ncall: 11410 | eff(%): 4.855 | loglstar: -inf < -199.483 < inf | logz: -208.360 +/- 0.282 | dlogz: 117.391 > 0.109
iter: 555 | bound: 3 | nc: 39 | ncall: 11449 | eff(%): 4.848 | loglstar: -inf < -198.083 < inf | logz: -207.816 +/- 0.287 | dlogz: 117.104 > 0.109
iter: 556 | bound: 3 | nc: 39 | ncall: 11488 | eff(%): 4.840 | loglstar: -inf < -197.859 < inf | logz: -207.257 +/- 0.289 | dlogz: 116.551 > 0.109
iter: 557 | bound: 3 | nc: 39 | ncall: 11527 | eff(%): 4.832 | loglstar: -inf < -197.525 < inf | logz: -206.809 +/- 0.289 | dlogz: 115.981 > 0.109
iter: 558 | bound: 3 | nc: 39 | ncall: 11566 | eff(%): 4.824 | loglstar: -inf < -197.306 < inf | logz: -206.425 +/- 0.288 | dlogz: 115.523 > 0.109
iter: 559 | bound: 3 | nc: 39 | ncall: 11605 | eff(%): 4.817 | loglstar: -inf < -197.306 < inf | logz: -206.123 +/- 0.286 | dlogz: 115.130 > 0.109
iter: 560 | bound: 3 | nc: 39 | ncall: 11644 | eff(%): 4.809 | loglstar: -inf < -197.141 < inf | logz: -205.877 +/- 0.284 | dlogz: 114.817 > 0.109
iter: 561 | bound: 3 | nc: 39 | ncall: 11683 | eff(%): 4.802 | loglstar: -inf < -197.020 < inf | logz: -205.655 +/- 0.283 | dlogz: 114.561 > 0.109
iter: 562 | bound: 3 | nc: 39 | ncall: 11722 | eff(%): 4.794 | loglstar: -inf < -196.986 < inf | logz: -205.462 +/- 0.281 | dlogz: 114.329 > 0.109
iter: 563 | bound: 3 | nc: 39 | ncall: 11761 | eff(%): 4.787 | loglstar: -inf < -196.883 < inf | logz: -205.291 +/- 0.280 | dlogz: 114.126 > 0.109
iter: 564 | bound: 3 | nc: 39 | ncall: 11800 | eff(%): 4.780 | loglstar: -inf < -196.420 < inf | logz: -205.099 +/- 0.279 | dlogz: 113.945 > 0.109
iter: 565 | bound: 3 | nc: 39 | ncall: 11839 | eff(%): 4.772 | loglstar: -inf < -196.214 < inf | logz: -204.887 +/- 0.278 | dlogz: 113.744 > 0.109
iter: 566 | bound: 3 | nc: 39 | ncall: 11878 | eff(%): 4.765 | loglstar: -inf < -196.040 < inf | logz: -204.681 +/- 0.278 | dlogz: 113.521 > 0.109
iter: 567 | bound: 3 | nc: 39 | ncall: 11917 | eff(%): 4.758 | loglstar: -inf < -194.728 < inf | logz: -204.294 +/- 0.282 | dlogz: 113.305 > 0.109
iter: 568 | bound: 3 | nc: 39 | ncall: 11956 | eff(%): 4.751 | loglstar: -inf < -194.701 < inf | logz: -203.884 +/- 0.284 | dlogz: 112.909 > 0.109
iter: 569 | bound: 3 | nc: 39 | ncall: 11995 | eff(%): 4.744 | loglstar: -inf < -194.087 < inf | logz: -203.492 +/- 0.285 | dlogz: 112.489 > 0.109
iter: 570 | bound: 3 | nc: 39 | ncall: 12034 | eff(%): 4.737 | loglstar: -inf < -193.759 < inf | logz: -203.088 +/- 0.286 | dlogz: 112.086 > 0.109
iter: 571 | bound: 3 | nc: 39 | ncall: 12073 | eff(%): 4.730 | loglstar: -inf < -193.659 < inf | logz: -202.749 +/- 0.286 | dlogz: 111.672 > 0.109
iter: 572 | bound: 3 | nc: 39 | ncall: 12112 | eff(%): 4.723 | loglstar: -inf < -193.441 < inf | logz: -202.460 +/- 0.285 | dlogz: 111.324 > 0.109
iter: 573 | bound: 3 | nc: 39 | ncall: 12151 | eff(%): 4.716 | loglstar: -inf < -193.099 < inf | logz: -202.174 +/- 0.285 | dlogz: 111.025 > 0.109
iter: 574 | bound: 3 | nc: 39 | ncall: 12190 | eff(%): 4.709 | loglstar: -inf < -192.577 < inf | logz: -201.847 +/- 0.285 | dlogz: 110.729 > 0.109
iter: 575 | bound: 3 | nc: 39 | ncall: 12229 | eff(%): 4.702 | loglstar: -inf < -192.323 < inf | logz: -201.513 +/- 0.285 | dlogz: 110.392 > 0.109
iter: 576 | bound: 3 | nc: 39 | ncall: 12268 | eff(%): 4.695 | loglstar: -inf < -191.687 < inf | logz: -201.136 +/- 0.287 | dlogz: 110.048 > 0.109
iter: 577 | bound: 3 | nc: 39 | ncall: 12307 | eff(%): 4.688 | loglstar: -inf < -191.406 < inf | logz: -200.749 +/- 0.287 | dlogz: 109.661 > 0.109
iter: 578 | bound: 3 | nc: 39 | ncall: 12346 | eff(%): 4.682 | loglstar: -inf < -190.958 < inf | logz: -200.368 +/- 0.288 | dlogz: 109.264 > 0.109
iter: 579 | bound: 3 | nc: 39 | ncall: 12385 | eff(%): 4.675 | loglstar: -inf < -190.331 < inf | logz: -199.929 +/- 0.289 | dlogz: 108.873 > 0.109
iter: 580 | bound: 3 | nc: 39 | ncall: 12424 | eff(%): 4.668 | loglstar: -inf < -190.262 < inf | logz: -199.541 +/- 0.289 | dlogz: 108.424 > 0.109
iter: 581 | bound: 3 | nc: 39 | ncall: 12463 | eff(%): 4.662 | loglstar: -inf < -190.242 < inf | logz: -199.253 +/- 0.288 | dlogz: 108.026 > 0.109
iter: 582 | bound: 3 | nc: 39 | ncall: 12502 | eff(%): 4.655 | loglstar: -inf < -190.039 < inf | logz: -199.008 +/- 0.287 | dlogz: 107.729 > 0.109
iter: 583 | bound: 3 | nc: 39 | ncall: 12541 | eff(%): 4.649 | loglstar: -inf < -189.919 < inf | logz: -198.783 +/- 0.286 | dlogz: 107.474 > 0.109
iter: 584 | bound: 3 | nc: 39 | ncall: 12580 | eff(%): 4.642 | loglstar: -inf < -189.859 < inf | logz: -198.586 +/- 0.284 | dlogz: 107.239 > 0.109
iter: 585 | bound: 3 | nc: 39 | ncall: 12619 | eff(%): 4.636 | loglstar: -inf < -189.842 < inf | logz: -198.417 +/- 0.283 | dlogz: 107.032 > 0.109
iter: 586 | bound: 3 | nc: 39 | ncall: 12658 | eff(%): 4.629 | loglstar: -inf < -189.761 < inf | logz: -198.267 +/- 0.282 | dlogz: 106.853 > 0.109
iter: 587 | bound: 3 | nc: 39 | ncall: 12697 | eff(%): 4.623 | loglstar: -inf < -189.525 < inf | logz: -198.117 +/- 0.281 | dlogz: 106.693 > 0.109
iter: 588 | bound: 3 | nc: 39 | ncall: 12736 | eff(%): 4.617 | loglstar: -inf < -189.131 < inf | logz: -197.941 +/- 0.280 | dlogz: 106.532 > 0.109
iter: 589 | bound: 3 | nc: 39 | ncall: 12775 | eff(%): 4.611 | loglstar: -inf < -188.924 < inf | logz: -197.748 +/- 0.280 | dlogz: 106.347 > 0.109
iter: 590 | bound: 3 | nc: 39 | ncall: 12814 | eff(%): 4.604 | loglstar: -inf < -188.521 < inf | logz: -197.534 +/- 0.280 | dlogz: 106.144 > 0.109
iter: 591 | bound: 3 | nc: 39 | ncall: 12853 | eff(%): 4.598 | loglstar: -inf < -187.962 < inf | logz: -197.261 +/- 0.281 | dlogz: 105.920 > 0.109
iter: 592 | bound: 3 | nc: 39 | ncall: 12892 | eff(%): 4.592 | loglstar: -inf < -187.861 < inf | logz: -196.985 +/- 0.282 | dlogz: 105.637 > 0.109
iter: 593 | bound: 3 | nc: 39 | ncall: 12931 | eff(%): 4.586 | loglstar: -inf < -187.859 < inf | logz: -196.761 +/- 0.282 | dlogz: 105.351 > 0.109
iter: 594 | bound: 3 | nc: 39 | ncall: 12970 | eff(%): 4.580 | loglstar: -inf < -187.784 < inf | logz: -196.574 +/- 0.282 | dlogz: 105.117 > 0.109
iter: 595 | bound: 3 | nc: 39 | ncall: 13009 | eff(%): 4.574 | loglstar: -inf < -186.113 < inf | logz: -196.132 +/- 0.288 | dlogz: 104.920 > 0.109
iter: 596 | bound: 3 | nc: 39 | ncall: 13048 | eff(%): 4.568 | loglstar: -inf < -185.958 < inf | logz: -195.634 +/- 0.291 | dlogz: 104.468 > 0.109
iter: 597 | bound: 4 | nc: 39 | ncall: 13087 | eff(%): 4.562 | loglstar: -inf < -185.778 < inf | logz: -195.256 +/- 0.291 | dlogz: 103.960 > 0.109
iter: 598 | bound: 4 | nc: 39 | ncall: 13126 | eff(%): 4.556 | loglstar: -inf < -185.732 < inf | logz: -194.958 +/- 0.291 | dlogz: 103.572 > 0.109
iter: 599 | bound: 4 | nc: 39 | ncall: 13165 | eff(%): 4.550 | loglstar: -inf < -184.947 < inf | logz: -194.609 +/- 0.291 | dlogz: 103.264 > 0.109
iter: 600 | bound: 4 | nc: 39 | ncall: 13204 | eff(%): 4.544 | loglstar: -inf < -184.805 < inf | logz: -194.251 +/- 0.291 | dlogz: 102.905 > 0.109
iter: 601 | bound: 4 | nc: 39 | ncall: 13243 | eff(%): 4.538 | loglstar: -inf < -184.606 < inf | logz: -193.947 +/- 0.291 | dlogz: 102.537 > 0.109
iter: 602 | bound: 4 | nc: 39 | ncall: 13282 | eff(%): 4.532 | loglstar: -inf < -184.606 < inf | logz: -193.695 +/- 0.289 | dlogz: 102.224 > 0.109
iter: 603 | bound: 4 | nc: 39 | ncall: 13321 | eff(%): 4.527 | loglstar: -inf < -184.580 < inf | logz: -193.494 +/- 0.288 | dlogz: 101.961 > 0.109
iter: 604 | bound: 4 | nc: 39 | ncall: 13360 | eff(%): 4.521 | loglstar: -inf < -184.286 < inf | logz: -193.301 +/- 0.287 | dlogz: 101.751 > 0.109
iter: 605 | bound: 4 | nc: 39 | ncall: 13399 | eff(%): 4.515 | loglstar: -inf < -184.281 < inf | logz: -193.119 +/- 0.286 | dlogz: 101.547 > 0.109
iter: 606 | bound: 4 | nc: 39 | ncall: 13438 | eff(%): 4.510 | loglstar: -inf < -184.143 < inf | logz: -192.955 +/- 0.285 | dlogz: 101.355 > 0.109
iter: 607 | bound: 4 | nc: 39 | ncall: 13477 | eff(%): 4.504 | loglstar: -inf < -184.106 < inf | logz: -192.805 +/- 0.284 | dlogz: 101.182 > 0.109
iter: 608 | bound: 4 | nc: 39 | ncall: 13516 | eff(%): 4.498 | loglstar: -inf < -183.458 < inf | logz: -192.618 +/- 0.284 | dlogz: 101.021 > 0.109
iter: 609 | bound: 4 | nc: 39 | ncall: 13555 | eff(%): 4.493 | loglstar: -inf < -183.215 < inf | logz: -192.393 +/- 0.284 | dlogz: 100.825 > 0.109
iter: 610 | bound: 4 | nc: 39 | ncall: 13594 | eff(%): 4.487 | loglstar: -inf < -183.158 < inf | logz: -192.186 +/- 0.284 | dlogz: 100.590 > 0.109
iter: 611 | bound: 4 | nc: 39 | ncall: 13633 | eff(%): 4.482 | loglstar: -inf < -183.070 < inf | logz: -192.005 +/- 0.283 | dlogz: 100.373 > 0.109
iter: 612 | bound: 4 | nc: 39 | ncall: 13672 | eff(%): 4.476 | loglstar: -inf < -182.847 < inf | logz: -191.828 +/- 0.283 | dlogz: 100.182 > 0.109
iter: 613 | bound: 4 | nc: 39 | ncall: 13711 | eff(%): 4.471 | loglstar: -inf < -182.624 < inf | logz: -191.646 +/- 0.283 | dlogz: 99.995 > 0.109
iter: 614 | bound: 4 | nc: 39 | ncall: 13750 | eff(%): 4.465 | loglstar: -inf < -182.316 < inf | logz: -191.449 +/- 0.283 | dlogz: 99.802 > 0.109
iter: 615 | bound: 4 | nc: 39 | ncall: 13789 | eff(%): 4.460 | loglstar: -inf < -182.129 < inf | logz: -191.247 +/- 0.283 | dlogz: 99.596 > 0.109
iter: 616 | bound: 4 | nc: 39 | ncall: 13828 | eff(%): 4.455 | loglstar: -inf < -181.897 < inf | logz: -191.045 +/- 0.284 | dlogz: 99.384 > 0.109
iter: 617 | bound: 4 | nc: 39 | ncall: 13867 | eff(%): 4.449 | loglstar: -inf < -181.787 < inf | logz: -190.851 +/- 0.284 | dlogz: 99.172 > 0.109
iter: 618 | bound: 4 | nc: 39 | ncall: 13906 | eff(%): 4.444 | loglstar: -inf < -181.074 < inf | logz: -190.605 +/- 0.285 | dlogz: 98.968 > 0.109
iter: 619 | bound: 4 | nc: 39 | ncall: 13945 | eff(%): 4.439 | loglstar: -inf < -181.051 < inf | logz: -190.347 +/- 0.286 | dlogz: 98.712 > 0.109
iter: 620 | bound: 4 | nc: 39 | ncall: 13984 | eff(%): 4.434 | loglstar: -inf < -180.964 < inf | logz: -190.134 +/- 0.286 | dlogz: 98.444 > 0.109
iter: 621 | bound: 4 | nc: 39 | ncall: 14023 | eff(%): 4.428 | loglstar: -inf < -180.702 < inf | logz: -189.928 +/- 0.286 | dlogz: 98.221 > 0.109
iter: 622 | bound: 4 | nc: 39 | ncall: 14062 | eff(%): 4.423 | loglstar: -inf < -180.538 < inf | logz: -189.724 +/- 0.286 | dlogz: 98.005 > 0.109
iter: 623 | bound: 4 | nc: 39 | ncall: 14101 | eff(%): 4.418 | loglstar: -inf < -180.072 < inf | logz: -189.496 +/- 0.286 | dlogz: 97.791 > 0.109
iter: 624 | bound: 4 | nc: 39 | ncall: 14140 | eff(%): 4.413 | loglstar: -inf < -179.864 < inf | logz: -189.251 +/- 0.287 | dlogz: 97.553 > 0.109
iter: 625 | bound: 4 | nc: 39 | ncall: 14179 | eff(%): 4.408 | loglstar: -inf < -179.826 < inf | logz: -189.035 +/- 0.287 | dlogz: 97.298 > 0.109
iter: 626 | bound: 4 | nc: 39 | ncall: 14218 | eff(%): 4.403 | loglstar: -inf < -179.357 < inf | logz: -188.807 +/- 0.287 | dlogz: 97.072 > 0.109
iter: 627 | bound: 4 | nc: 39 | ncall: 14257 | eff(%): 4.398 | loglstar: -inf < -178.848 < inf | logz: -188.522 +/- 0.289 | dlogz: 96.835 > 0.109
iter: 628 | bound: 4 | nc: 39 | ncall: 14296 | eff(%): 4.393 | loglstar: -inf < -178.777 < inf | logz: -188.246 +/- 0.289 | dlogz: 96.540 > 0.109
iter: 629 | bound: 4 | nc: 39 | ncall: 14335 | eff(%): 4.388 | loglstar: -inf < -178.774 < inf | logz: -188.025 +/- 0.289 | dlogz: 96.254 > 0.109
iter: 630 | bound: 4 | nc: 39 | ncall: 14374 | eff(%): 4.383 | loglstar: -inf < -178.642 < inf | logz: -187.834 +/- 0.289 | dlogz: 96.023 > 0.109
iter: 631 | bound: 4 | nc: 39 | ncall: 14413 | eff(%): 4.378 | loglstar: -inf < -178.259 < inf | logz: -187.630 +/- 0.288 | dlogz: 95.822 > 0.109
iter: 632 | bound: 4 | nc: 39 | ncall: 14452 | eff(%): 4.373 | loglstar: -inf < -178.040 < inf | logz: -187.411 +/- 0.288 | dlogz: 95.607 > 0.109
iter: 633 | bound: 4 | nc: 39 | ncall: 14491 | eff(%): 4.368 | loglstar: -inf < -177.775 < inf | logz: -187.189 +/- 0.288 | dlogz: 95.379 > 0.109
iter: 634 | bound: 4 | nc: 39 | ncall: 14530 | eff(%): 4.363 | loglstar: -inf < -177.326 < inf | logz: -186.938 +/- 0.289 | dlogz: 95.147 > 0.109
iter: 635 | bound: 4 | nc: 39 | ncall: 14569 | eff(%): 4.359 | loglstar: -inf < -177.169 < inf | logz: -186.682 +/- 0.290 | dlogz: 94.886 > 0.109
iter: 636 | bound: 4 | nc: 39 | ncall: 14608 | eff(%): 4.354 | loglstar: -inf < -176.904 < inf | logz: -186.437 +/- 0.290 | dlogz: 94.620 > 0.109
iter: 637 | bound: 4 | nc: 39 | ncall: 14647 | eff(%): 4.349 | loglstar: -inf < -176.708 < inf | logz: -186.198 +/- 0.290 | dlogz: 94.365 > 0.109
iter: 638 | bound: 4 | nc: 39 | ncall: 14686 | eff(%): 4.344 | loglstar: -inf < -176.607 < inf | logz: -185.980 +/- 0.290 | dlogz: 94.116 > 0.109
iter: 639 | bound: 4 | nc: 39 | ncall: 14725 | eff(%): 4.340 | loglstar: -inf < -176.353 < inf | logz: -185.771 +/- 0.290 | dlogz: 93.889 > 0.109
iter: 640 | bound: 4 | nc: 39 | ncall: 14764 | eff(%): 4.335 | loglstar: -inf < -175.850 < inf | logz: -185.525 +/- 0.290 | dlogz: 93.669 > 0.109
iter: 641 | bound: 4 | nc: 39 | ncall: 14803 | eff(%): 4.330 | loglstar: -inf < -175.239 < inf | logz: -185.200 +/- 0.292 | dlogz: 93.413 > 0.109
iter: 642 | bound: 4 | nc: 39 | ncall: 14842 | eff(%): 4.326 | loglstar: -inf < -174.973 < inf | logz: -184.857 +/- 0.294 | dlogz: 93.079 > 0.109
iter: 643 | bound: 4 | nc: 39 | ncall: 14881 | eff(%): 4.321 | loglstar: -inf < -174.890 < inf | logz: -184.565 +/- 0.294 | dlogz: 92.725 > 0.109
iter: 644 | bound: 4 | nc: 39 | ncall: 14920 | eff(%): 4.316 | loglstar: -inf < -174.828 < inf | logz: -184.326 +/- 0.294 | dlogz: 92.423 > 0.109
iter: 645 | bound: 4 | nc: 39 | ncall: 14959 | eff(%): 4.312 | loglstar: -inf < -174.401 < inf | logz: -184.083 +/- 0.294 | dlogz: 92.174 > 0.109
iter: 646 | bound: 4 | nc: 39 | ncall: 14998 | eff(%): 4.307 | loglstar: -inf < -174.037 < inf | logz: -183.809 +/- 0.294 | dlogz: 91.921 > 0.109
iter: 647 | bound: 4 | nc: 39 | ncall: 15037 | eff(%): 4.303 | loglstar: -inf < -173.891 < inf | logz: -183.545 +/- 0.294 | dlogz: 91.637 > 0.109
iter: 648 | bound: 4 | nc: 39 | ncall: 15076 | eff(%): 4.298 | loglstar: -inf < -173.761 < inf | logz: -183.311 +/- 0.294 | dlogz: 91.364 > 0.109
iter: 649 | bound: 4 | nc: 39 | ncall: 15115 | eff(%): 4.294 | loglstar: -inf < -173.735 < inf | logz: -183.110 +/- 0.293 | dlogz: 91.120 > 0.109
iter: 650 | bound: 4 | nc: 39 | ncall: 15154 | eff(%): 4.289 | loglstar: -inf < -173.714 < inf | logz: -182.941 +/- 0.292 | dlogz: 90.909 > 0.109
iter: 651 | bound: 4 | nc: 39 | ncall: 15193 | eff(%): 4.285 | loglstar: -inf < -173.676 < inf | logz: -182.793 +/- 0.291 | dlogz: 90.730 > 0.109
iter: 652 | bound: 4 | nc: 39 | ncall: 15232 | eff(%): 4.280 | loglstar: -inf < -173.510 < inf | logz: -182.653 +/- 0.290 | dlogz: 90.572 > 0.109
iter: 653 | bound: 4 | nc: 39 | ncall: 15271 | eff(%): 4.276 | loglstar: -inf < -173.214 < inf | logz: -182.500 +/- 0.290 | dlogz: 90.422 > 0.109
iter: 654 | bound: 4 | nc: 39 | ncall: 15310 | eff(%): 4.272 | loglstar: -inf < -173.032 < inf | logz: -182.337 +/- 0.289 | dlogz: 90.259 > 0.109
iter: 655 | bound: 4 | nc: 39 | ncall: 15349 | eff(%): 4.267 | loglstar: -inf < -172.760 < inf | logz: -182.166 +/- 0.289 | dlogz: 90.086 > 0.109
iter: 656 | bound: 4 | nc: 39 | ncall: 15388 | eff(%): 4.263 | loglstar: -inf < -172.314 < inf | logz: -181.961 +/- 0.290 | dlogz: 89.905 > 0.109
iter: 657 | bound: 4 | nc: 39 | ncall: 15427 | eff(%): 4.259 | loglstar: -inf < -171.805 < inf | logz: -181.700 +/- 0.291 | dlogz: 89.690 > 0.109
iter: 658 | bound: 4 | nc: 39 | ncall: 15466 | eff(%): 4.254 | loglstar: -inf < -171.392 < inf | logz: -181.395 +/- 0.293 | dlogz: 89.419 > 0.109
iter: 659 | bound: 4 | nc: 39 | ncall: 15505 | eff(%): 4.250 | loglstar: -inf < -171.179 < inf | logz: -181.095 +/- 0.295 | dlogz: 89.105 > 0.109
iter: 660 | bound: 4 | nc: 39 | ncall: 15544 | eff(%): 4.246 | loglstar: -inf < -171.014 < inf | logz: -180.825 +/- 0.295 | dlogz: 88.794 > 0.109
iter: 661 | bound: 4 | nc: 39 | ncall: 15583 | eff(%): 4.242 | loglstar: -inf < -170.712 < inf | logz: -180.565 +/- 0.295 | dlogz: 88.515 > 0.109
iter: 662 | bound: 4 | nc: 39 | ncall: 15622 | eff(%): 4.238 | loglstar: -inf < -170.638 < inf | logz: -180.324 +/- 0.295 | dlogz: 88.244 > 0.109
iter: 663 | bound: 4 | nc: 39 | ncall: 15661 | eff(%): 4.233 | loglstar: -inf < -170.597 < inf | logz: -180.123 +/- 0.295 | dlogz: 87.994 > 0.109
iter: 664 | bound: 4 | nc: 39 | ncall: 15700 | eff(%): 4.229 | loglstar: -inf < -170.482 < inf | logz: -179.944 +/- 0.294 | dlogz: 87.782 > 0.109
iter: 665 | bound: 4 | nc: 39 | ncall: 15739 | eff(%): 4.225 | loglstar: -inf < -170.162 < inf | logz: -179.758 +/- 0.294 | dlogz: 87.593 > 0.109
iter: 666 | bound: 4 | nc: 39 | ncall: 15778 | eff(%): 4.221 | loglstar: -inf < -169.990 < inf | logz: -179.565 +/- 0.293 | dlogz: 87.397 > 0.109
iter: 667 | bound: 4 | nc: 39 | ncall: 15817 | eff(%): 4.217 | loglstar: -inf < -169.428 < inf | logz: -179.335 +/- 0.294 | dlogz: 87.195 > 0.109
iter: 668 | bound: 4 | nc: 39 | ncall: 15856 | eff(%): 4.213 | loglstar: -inf < -169.260 < inf | logz: -179.085 +/- 0.295 | dlogz: 86.954 > 0.109
iter: 669 | bound: 4 | nc: 39 | ncall: 15895 | eff(%): 4.209 | loglstar: -inf < -169.048 < inf | logz: -178.850 +/- 0.295 | dlogz: 86.695 > 0.109
iter: 670 | bound: 4 | nc: 39 | ncall: 15934 | eff(%): 4.205 | loglstar: -inf < -168.834 < inf | logz: -178.621 +/- 0.295 | dlogz: 86.450 > 0.109
iter: 671 | bound: 4 | nc: 39 | ncall: 15973 | eff(%): 4.201 | loglstar: -inf < -168.627 < inf | logz: -178.399 +/- 0.295 | dlogz: 86.211 > 0.109
iter: 672 | bound: 4 | nc: 39 | ncall: 16012 | eff(%): 4.197 | loglstar: -inf < -168.559 < inf | logz: -178.195 +/- 0.295 | dlogz: 85.978 > 0.109
iter: 673 | bound: 4 | nc: 39 | ncall: 16051 | eff(%): 4.193 | loglstar: -inf < -168.558 < inf | logz: -178.022 +/- 0.294 | dlogz: 85.765 > 0.109
iter: 674 | bound: 4 | nc: 39 | ncall: 16090 | eff(%): 4.189 | loglstar: -inf < -168.490 < inf | logz: -177.871 +/- 0.294 | dlogz: 85.582 > 0.109
iter: 675 | bound: 4 | nc: 39 | ncall: 16129 | eff(%): 4.185 | loglstar: -inf < -167.909 < inf | logz: -177.689 +/- 0.294 | dlogz: 85.421 > 0.109
iter: 676 | bound: 4 | nc: 39 | ncall: 16168 | eff(%): 4.181 | loglstar: -inf < -167.510 < inf | logz: -177.455 +/- 0.294 | dlogz: 85.229 > 0.109
iter: 677 | bound: 4 | nc: 39 | ncall: 16207 | eff(%): 4.177 | loglstar: -inf < -166.972 < inf | logz: -177.167 +/- 0.296 | dlogz: 84.985 > 0.109
iter: 678 | bound: 4 | nc: 39 | ncall: 16246 | eff(%): 4.173 | loglstar: -inf < -166.386 < inf | logz: -176.803 +/- 0.299 | dlogz: 129.299 > 0.109
iter: 679 | bound: 4 | nc: 39 | ncall: 16285 | eff(%): 4.169 | loglstar: -inf < -166.213 < inf | logz: -176.449 +/- 0.301 | dlogz: 128.925 > 0.109
iter: 680 | bound: 4 | nc: 39 | ncall: 16324 | eff(%): 4.166 | loglstar: -inf < -165.787 < inf | logz: -176.108 +/- 0.302 | dlogz: 128.561 > 0.109
iter: 681 | bound: 4 | nc: 39 | ncall: 16363 | eff(%): 4.162 | loglstar: -inf < -165.574 < inf | logz: -175.782 +/- 0.302 | dlogz: 128.211 > 0.109
iter: 682 | bound: 4 | nc: 39 | ncall: 16402 | eff(%): 4.158 | loglstar: -inf < -165.427 < inf | logz: -175.497 +/- 0.302 | dlogz: 127.874 > 0.109
iter: 683 | bound: 4 | nc: 39 | ncall: 16441 | eff(%): 4.154 | loglstar: -inf < -165.415 < inf | logz: -175.262 +/- 0.301 | dlogz: 127.579 > 0.109
iter: 684 | bound: 4 | nc: 39 | ncall: 16480 | eff(%): 4.150 | loglstar: -inf < -165.395 < inf | logz: -175.070 +/- 0.300 | dlogz: 127.334 > 0.109
iter: 685 | bound: 4 | nc: 39 | ncall: 16519 | eff(%): 4.147 | loglstar: -inf < -165.391 < inf | logz: -174.910 +/- 0.299 | dlogz: 127.133 > 0.109
iter: 686 | bound: 4 | nc: 39 | ncall: 16558 | eff(%): 4.143 | loglstar: -inf < -165.137 < inf | logz: -174.754 +/- 0.298 | dlogz: 126.962 > 0.109
iter: 687 | bound: 4 | nc: 39 | ncall: 16597 | eff(%): 4.139 | loglstar: -inf < -164.743 < inf | logz: -174.572 +/- 0.297 | dlogz: 126.796 > 0.109
iter: 688 | bound: 4 | nc: 39 | ncall: 16636 | eff(%): 4.136 | loglstar: -inf < -164.645 < inf | logz: -174.383 +/- 0.297 | dlogz: 126.604 > 0.109
iter: 689 | bound: 4 | nc: 39 | ncall: 16675 | eff(%): 4.132 | loglstar: -inf < -163.480 < inf | logz: -174.065 +/- 0.300 | dlogz: 126.406 > 0.109
iter: 690 | bound: 4 | nc: 39 | ncall: 16714 | eff(%): 4.128 | loglstar: -inf < -163.464 < inf | logz: -173.718 +/- 0.302 | dlogz: 126.078 > 0.109
iter: 691 | bound: 4 | nc: 39 | ncall: 16753 | eff(%): 4.125 | loglstar: -inf < -163.417 < inf | logz: -173.456 +/- 0.301 | dlogz: 125.721 > 0.109
iter: 692 | bound: 4 | nc: 39 | ncall: 16792 | eff(%): 4.121 | loglstar: -inf < -163.173 < inf | logz: -173.220 +/- 0.301 | dlogz: 125.449 > 0.109
iter: 693 | bound: 4 | nc: 39 | ncall: 16831 | eff(%): 4.117 | loglstar: -inf < -163.016 < inf | logz: -172.995 +/- 0.301 | dlogz: 125.203 > 0.109
iter: 694 | bound: 4 | nc: 39 | ncall: 16870 | eff(%): 4.114 | loglstar: -inf < -162.359 < inf | logz: -172.720 +/- 0.301 | dlogz: 124.968 > 0.109
iter: 695 | bound: 4 | nc: 39 | ncall: 16909 | eff(%): 4.110 | loglstar: -inf < -162.337 < inf | logz: -172.445 +/- 0.302 | dlogz: 124.683 > 0.109
iter: 696 | bound: 5 | nc: 39 | ncall: 16948 | eff(%): 4.107 | loglstar: -inf < -162.116 < inf | logz: -172.206 +/- 0.302 | dlogz: 124.398 > 0.109
iter: 697 | bound: 5 | nc: 39 | ncall: 16987 | eff(%): 4.103 | loglstar: -inf < -161.370 < inf | logz: -171.896 +/- 0.303 | dlogz: 124.149 > 0.109
iter: 698 | bound: 5 | nc: 39 | ncall: 17026 | eff(%): 4.100 | loglstar: -inf < -161.274 < inf | logz: -171.576 +/- 0.304 | dlogz: 123.829 > 0.109
iter: 699 | bound: 5 | nc: 39 | ncall: 17065 | eff(%): 4.096 | loglstar: -inf < -160.334 < inf | logz: -171.168 +/- 0.306 | dlogz: 123.500 > 0.109
iter: 700 | bound: 5 | nc: 39 | ncall: 17104 | eff(%): 4.093 | loglstar: -inf < -159.884 < inf | logz: -170.689 +/- 0.309 | dlogz: 123.081 > 0.109
iter: 701 | bound: 5 | nc: 39 | ncall: 17143 | eff(%): 4.089 | loglstar: -inf < -159.863 < inf | logz: -170.308 +/- 0.309 | dlogz: 122.593 > 0.109
iter: 702 | bound: 5 | nc: 39 | ncall: 17182 | eff(%): 4.086 | loglstar: -inf < -159.834 < inf | logz: -170.029 +/- 0.308 | dlogz: 122.201 > 0.109
iter: 703 | bound: 5 | nc: 39 | ncall: 17221 | eff(%): 4.082 | loglstar: -inf < -159.514 < inf | logz: -169.774 +/- 0.307 | dlogz: 121.912 > 0.109
iter: 704 | bound: 5 | nc: 39 | ncall: 17260 | eff(%): 4.079 | loglstar: -inf < -159.477 < inf | logz: -169.540 +/- 0.306 | dlogz: 121.647 > 0.109
iter: 705 | bound: 5 | nc: 39 | ncall: 17299 | eff(%): 4.075 | loglstar: -inf < -159.347 < inf | logz: -169.337 +/- 0.305 | dlogz: 121.403 > 0.109
iter: 706 | bound: 5 | nc: 39 | ncall: 17338 | eff(%): 4.072 | loglstar: -inf < -158.722 < inf | logz: -169.092 +/- 0.304 | dlogz: 121.191 > 0.109
iter: 707 | bound: 5 | nc: 39 | ncall: 17377 | eff(%): 4.069 | loglstar: -inf < -158.372 < inf | logz: -168.800 +/- 0.305 | dlogz: 120.936 > 0.109
iter: 708 | bound: 5 | nc: 39 | ncall: 17416 | eff(%): 4.065 | loglstar: -inf < -158.276 < inf | logz: -168.531 +/- 0.305 | dlogz: 120.634 > 0.109
iter: 709 | bound: 5 | nc: 39 | ncall: 17455 | eff(%): 4.062 | loglstar: -inf < -158.114 < inf | logz: -168.295 +/- 0.304 | dlogz: 120.355 > 0.109
iter: 710 | bound: 5 | nc: 39 | ncall: 17494 | eff(%): 4.059 | loglstar: -inf < -157.681 < inf | logz: -168.043 +/- 0.304 | dlogz: 120.109 > 0.109
iter: 711 | bound: 5 | nc: 39 | ncall: 17533 | eff(%): 4.055 | loglstar: -inf < -157.666 < inf | logz: -167.805 +/- 0.304 | dlogz: 119.847 > 0.109
iter: 712 | bound: 5 | nc: 39 | ncall: 17572 | eff(%): 4.052 | loglstar: -inf < -157.491 < inf | logz: -167.596 +/- 0.303 | dlogz: 119.599 > 0.109
iter: 713 | bound: 5 | nc: 39 | ncall: 17611 | eff(%): 4.049 | loglstar: -inf < -155.028 < inf | logz: -166.768 +/- 0.318 | dlogz: 119.380 > 0.109
iter: 714 | bound: 5 | nc: 39 | ncall: 17650 | eff(%): 4.045 | loglstar: -inf < -154.963 < inf | logz: -166.044 +/- 0.320 | dlogz: 118.542 > 0.109
iter: 715 | bound: 5 | nc: 39 | ncall: 17689 | eff(%): 4.042 | loglstar: -inf < -154.884 < inf | logz: -165.607 +/- 0.317 | dlogz: 117.808 > 0.109
iter: 716 | bound: 5 | nc: 39 | ncall: 17728 | eff(%): 4.039 | loglstar: -inf < -154.342 < inf | logz: -165.204 +/- 0.316 | dlogz: 117.361 > 0.109
iter: 717 | bound: 5 | nc: 39 | ncall: 17767 | eff(%): 4.036 | loglstar: -inf < -154.133 < inf | logz: -164.824 +/- 0.315 | dlogz: 116.948 > 0.109
iter: 718 | bound: 5 | nc: 39 | ncall: 17806 | eff(%): 4.032 | loglstar: -inf < -153.956 < inf | logz: -164.502 +/- 0.313 | dlogz: 116.558 > 0.109
iter: 719 | bound: 5 | nc: 39 | ncall: 17845 | eff(%): 4.029 | loglstar: -inf < -153.787 < inf | logz: -164.221 +/- 0.312 | dlogz: 116.226 > 0.109
iter: 720 | bound: 5 | nc: 39 | ncall: 17884 | eff(%): 4.026 | loglstar: -inf < -153.698 < inf | logz: -163.979 +/- 0.310 | dlogz: 115.936 > 0.109
iter: 721 | bound: 5 | nc: 39 | ncall: 17923 | eff(%): 4.023 | loglstar: -inf < -153.330 < inf | logz: -163.738 +/- 0.309 | dlogz: 115.683 > 0.109
iter: 722 | bound: 5 | nc: 39 | ncall: 17962 | eff(%): 4.020 | loglstar: -inf < -153.110 < inf | logz: -163.490 +/- 0.308 | dlogz: 115.432 > 0.109
iter: 723 | bound: 5 | nc: 39 | ncall: 18001 | eff(%): 4.016 | loglstar: -inf < -152.831 < inf | logz: -163.243 +/- 0.308 | dlogz: 115.174 > 0.109
iter: 724 | bound: 5 | nc: 39 | ncall: 18040 | eff(%): 4.013 | loglstar: -inf < -152.596 < inf | logz: -162.997 +/- 0.307 | dlogz: 114.917 > 0.109
iter: 725 | bound: 5 | nc: 39 | ncall: 18079 | eff(%): 4.010 | loglstar: -inf < -152.388 < inf | logz: -162.758 +/- 0.307 | dlogz: 114.661 > 0.109
iter: 726 | bound: 5 | nc: 39 | ncall: 18118 | eff(%): 4.007 | loglstar: -inf < -152.325 < inf | logz: -162.543 +/- 0.306 | dlogz: 114.413 > 0.109
iter: 727 | bound: 5 | nc: 39 | ncall: 18157 | eff(%): 4.004 | loglstar: -inf < -151.188 < inf | logz: -162.202 +/- 0.309 | dlogz: 114.188 > 0.109
iter: 728 | bound: 5 | nc: 39 | ncall: 18196 | eff(%): 4.001 | loglstar: -inf < -151.054 < inf | logz: -161.821 +/- 0.310 | dlogz: 113.837 > 0.109
iter: 729 | bound: 5 | nc: 39 | ncall: 18235 | eff(%): 3.998 | loglstar: -inf < -151.024 < inf | logz: -161.528 +/- 0.310 | dlogz: 113.446 > 0.109
iter: 730 | bound: 5 | nc: 39 | ncall: 18274 | eff(%): 3.995 | loglstar: -inf < -150.950 < inf | logz: -161.294 +/- 0.309 | dlogz: 113.143 > 0.109
iter: 731 | bound: 5 | nc: 39 | ncall: 18313 | eff(%): 3.992 | loglstar: -inf < -150.813 < inf | logz: -161.086 +/- 0.308 | dlogz: 112.898 > 0.109
iter: 732 | bound: 5 | nc: 39 | ncall: 18352 | eff(%): 3.989 | loglstar: -inf < -150.795 < inf | logz: -160.904 +/- 0.307 | dlogz: 112.681 > 0.109
iter: 733 | bound: 5 | nc: 39 | ncall: 18391 | eff(%): 3.986 | loglstar: -inf < -150.456 < inf | logz: -160.721 +/- 0.306 | dlogz: 112.489 > 0.109
iter: 734 | bound: 5 | nc: 39 | ncall: 18430 | eff(%): 3.983 | loglstar: -inf < -150.272 < inf | logz: -160.529 +/- 0.306 | dlogz: 112.296 > 0.109
iter: 735 | bound: 5 | nc: 39 | ncall: 18469 | eff(%): 3.980 | loglstar: -inf < -150.084 < inf | logz: -160.339 +/- 0.305 | dlogz: 112.094 > 0.109
iter: 736 | bound: 5 | nc: 39 | ncall: 18508 | eff(%): 3.977 | loglstar: -inf < -149.739 < inf | logz: -160.135 +/- 0.305 | dlogz: 111.894 > 0.109
iter: 737 | bound: 5 | nc: 39 | ncall: 18547 | eff(%): 3.974 | loglstar: -inf < -149.642 < inf | logz: -159.933 +/- 0.305 | dlogz: 111.681 > 0.109
iter: 738 | bound: 5 | nc: 39 | ncall: 18586 | eff(%): 3.971 | loglstar: -inf < -149.587 < inf | logz: -159.754 +/- 0.305 | dlogz: 111.468 > 0.109
iter: 739 | bound: 5 | nc: 39 | ncall: 18625 | eff(%): 3.968 | loglstar: -inf < -149.142 < inf | logz: -159.561 +/- 0.305 | dlogz: 111.280 > 0.109
iter: 740 | bound: 5 | nc: 39 | ncall: 18664 | eff(%): 3.965 | loglstar: -inf < -149.072 < inf | logz: -159.363 +/- 0.305 | dlogz: 111.077 > 0.109
iter: 741 | bound: 5 | nc: 39 | ncall: 18703 | eff(%): 3.962 | loglstar: -inf < -148.738 < inf | logz: -159.163 +/- 0.305 | dlogz: 110.868 > 0.109
iter: 742 | bound: 5 | nc: 39 | ncall: 18742 | eff(%): 3.959 | loglstar: -inf < -148.701 < inf | logz: -158.970 +/- 0.305 | dlogz: 110.659 > 0.109
iter: 743 | bound: 5 | nc: 39 | ncall: 18781 | eff(%): 3.956 | loglstar: -inf < -148.607 < inf | logz: -158.800 +/- 0.305 | dlogz: 110.456 > 0.109
iter: 744 | bound: 5 | nc: 39 | ncall: 18820 | eff(%): 3.953 | loglstar: -inf < -148.182 < inf | logz: -158.613 +/- 0.305 | dlogz: 110.275 > 0.109
iter: 745 | bound: 5 | nc: 39 | ncall: 18859 | eff(%): 3.950 | loglstar: -inf < -147.798 < inf | logz: -158.388 +/- 0.305 | dlogz: 110.078 > 0.109
iter: 746 | bound: 5 | nc: 39 | ncall: 18898 | eff(%): 3.948 | loglstar: -inf < -147.528 < inf | logz: -158.146 +/- 0.306 | dlogz: 109.844 > 0.109
iter: 747 | bound: 5 | nc: 39 | ncall: 18937 | eff(%): 3.945 | loglstar: -inf < -147.324 < inf | logz: -157.909 +/- 0.307 | dlogz: 109.592 > 0.109
iter: 748 | bound: 5 | nc: 39 | ncall: 18976 | eff(%): 3.942 | loglstar: -inf < -147.208 < inf | logz: -157.689 +/- 0.307 | dlogz: 109.344 > 0.109
iter: 749 | bound: 5 | nc: 39 | ncall: 19015 | eff(%): 3.939 | loglstar: -inf < -147.055 < inf | logz: -157.488 +/- 0.307 | dlogz: 109.115 > 0.109
iter: 750 | bound: 5 | nc: 39 | ncall: 19054 | eff(%): 3.936 | loglstar: -inf < -146.977 < inf | logz: -157.303 +/- 0.307 | dlogz: 108.904 > 0.109
iter: 751 | bound: 5 | nc: 39 | ncall: 19093 | eff(%): 3.933 | loglstar: -inf < -146.947 < inf | logz: -157.142 +/- 0.306 | dlogz: 108.709 > 0.109
iter: 752 | bound: 5 | nc: 39 | ncall: 19132 | eff(%): 3.931 | loglstar: -inf < -146.865 < inf | logz: -156.996 +/- 0.306 | dlogz: 108.537 > 0.109
iter: 753 | bound: 5 | nc: 39 | ncall: 19171 | eff(%): 3.928 | loglstar: -inf < -146.815 < inf | logz: -156.862 +/- 0.305 | dlogz: 108.382 > 0.109
iter: 754 | bound: 5 | nc: 39 | ncall: 19210 | eff(%): 3.925 | loglstar: -inf < -146.442 < inf | logz: -156.717 +/- 0.305 | dlogz: 108.238 > 0.109
iter: 755 | bound: 5 | nc: 39 | ncall: 19249 | eff(%): 3.922 | loglstar: -inf < -146.293 < inf | logz: -156.560 +/- 0.304 | dlogz: 108.083 > 0.109
iter: 756 | bound: 5 | nc: 39 | ncall: 19288 | eff(%): 3.920 | loglstar: -inf < -145.944 < inf | logz: -156.388 +/- 0.305 | dlogz: 107.916 > 0.109
iter: 757 | bound: 5 | nc: 39 | ncall: 19327 | eff(%): 3.917 | loglstar: -inf < -145.862 < inf | logz: -156.213 +/- 0.305 | dlogz: 107.734 > 0.109
iter: 758 | bound: 5 | nc: 39 | ncall: 19366 | eff(%): 3.914 | loglstar: -inf < -145.688 < inf | logz: -156.046 +/- 0.305 | dlogz: 107.549 > 0.109
iter: 759 | bound: 5 | nc: 39 | ncall: 19405 | eff(%): 3.911 | loglstar: -inf < -145.645 < inf | logz: -155.890 +/- 0.305 | dlogz: 107.372 > 0.109
iter: 760 | bound: 5 | nc: 39 | ncall: 19444 | eff(%): 3.909 | loglstar: -inf < -145.484 < inf | logz: -155.743 +/- 0.304 | dlogz: 107.207 > 0.109
iter: 761 | bound: 5 | nc: 39 | ncall: 19483 | eff(%): 3.906 | loglstar: -inf < -144.375 < inf | logz: -155.484 +/- 0.307 | dlogz: 107.049 > 0.109
iter: 762 | bound: 5 | nc: 39 | ncall: 19522 | eff(%): 3.903 | loglstar: -inf < -144.074 < inf | logz: -155.148 +/- 0.310 | dlogz: 106.781 > 0.109
iter: 763 | bound: 5 | nc: 39 | ncall: 19561 | eff(%): 3.901 | loglstar: -inf < -143.844 < inf | logz: -154.836 +/- 0.311 | dlogz: 106.435 > 0.109
iter: 764 | bound: 5 | nc: 39 | ncall: 19600 | eff(%): 3.898 | loglstar: -inf < -143.542 < inf | logz: -154.537 +/- 0.312 | dlogz: 106.112 > 0.109
iter: 765 | bound: 5 | nc: 39 | ncall: 19639 | eff(%): 3.895 | loglstar: -inf < -143.404 < inf | logz: -154.263 +/- 0.313 | dlogz: 105.804 > 0.109
iter: 766 | bound: 5 | nc: 39 | ncall: 19678 | eff(%): 3.893 | loglstar: -inf < -143.214 < inf | logz: -154.016 +/- 0.313 | dlogz: 105.519 > 0.109
iter: 767 | bound: 5 | nc: 39 | ncall: 19717 | eff(%): 3.890 | loglstar: -inf < -143.175 < inf | logz: -153.799 +/- 0.312 | dlogz: 105.262 > 0.109
iter: 768 | bound: 5 | nc: 39 | ncall: 19756 | eff(%): 3.887 | loglstar: -inf < -143.145 < inf | logz: -153.616 +/- 0.312 | dlogz: 105.035 > 0.109
iter: 769 | bound: 5 | nc: 39 | ncall: 19795 | eff(%): 3.885 | loglstar: -inf < -142.968 < inf | logz: -153.448 +/- 0.311 | dlogz: 104.843 > 0.109
iter: 770 | bound: 5 | nc: 39 | ncall: 19834 | eff(%): 3.882 | loglstar: -inf < -142.934 < inf | logz: -153.291 +/- 0.310 | dlogz: 104.665 > 0.109
iter: 771 | bound: 5 | nc: 39 | ncall: 19873 | eff(%): 3.880 | loglstar: -inf < -142.536 < inf | logz: -153.124 +/- 0.310 | dlogz: 104.498 > 0.109
iter: 772 | bound: 5 | nc: 39 | ncall: 19912 | eff(%): 3.877 | loglstar: -inf < -142.403 < inf | logz: -152.945 +/- 0.310 | dlogz: 104.321 > 0.109
iter: 773 | bound: 5 | nc: 39 | ncall: 19951 | eff(%): 3.874 | loglstar: -inf < -142.318 < inf | logz: -152.779 +/- 0.309 | dlogz: 104.132 > 0.109
iter: 774 | bound: 5 | nc: 39 | ncall: 19990 | eff(%): 3.872 | loglstar: -inf < -142.047 < inf | logz: -152.612 +/- 0.309 | dlogz: 103.956 > 0.109
iter: 775 | bound: 5 | nc: 39 | ncall: 20029 | eff(%): 3.869 | loglstar: -inf < -141.961 < inf | logz: -152.446 +/- 0.309 | dlogz: 103.779 > 0.109
iter: 776 | bound: 5 | nc: 39 | ncall: 20068 | eff(%): 3.867 | loglstar: -inf < -141.836 < inf | logz: -152.290 +/- 0.308 | dlogz: 103.603 > 0.109
iter: 777 | bound: 5 | nc: 39 | ncall: 20107 | eff(%): 3.864 | loglstar: -inf < -141.782 < inf | logz: -152.145 +/- 0.308 | dlogz: 103.437 > 0.109
iter: 778 | bound: 5 | nc: 39 | ncall: 20146 | eff(%): 3.862 | loglstar: -inf < -141.311 < inf | logz: -151.981 +/- 0.308 | dlogz: 103.282 > 0.109
iter: 779 | bound: 5 | nc: 39 | ncall: 20185 | eff(%): 3.859 | loglstar: -inf < -140.616 < inf | logz: -151.736 +/- 0.310 | dlogz: 103.108 > 0.109
iter: 780 | bound: 5 | nc: 39 | ncall: 20224 | eff(%): 3.857 | loglstar: -inf < -140.606 < inf | logz: -151.483 +/- 0.311 | dlogz: 102.853 > 0.109
iter: 781 | bound: 5 | nc: 39 | ncall: 20263 | eff(%): 3.854 | loglstar: -inf < -140.385 < inf | logz: -151.259 +/- 0.311 | dlogz: 102.590 > 0.109
iter: 782 | bound: 5 | nc: 39 | ncall: 20302 | eff(%): 3.852 | loglstar: -inf < -140.183 < inf | logz: -151.040 +/- 0.312 | dlogz: 102.357 > 0.109
iter: 783 | bound: 5 | nc: 39 | ncall: 20341 | eff(%): 3.849 | loglstar: -inf < -139.884 < inf | logz: -150.816 +/- 0.312 | dlogz: 102.128 > 0.109
iter: 784 | bound: 5 | nc: 39 | ncall: 20380 | eff(%): 3.847 | loglstar: -inf < -139.544 < inf | logz: -150.573 +/- 0.313 | dlogz: 101.894 > 0.109
iter: 785 | bound: 5 | nc: 39 | ncall: 20419 | eff(%): 3.844 | loglstar: -inf < -139.234 < inf | logz: -150.315 +/- 0.314 | dlogz: 101.641 > 0.109
iter: 786 | bound: 5 | nc: 39 | ncall: 20458 | eff(%): 3.842 | loglstar: -inf < -139.203 < inf | logz: -150.081 +/- 0.314 | dlogz: 101.373 > 0.109
iter: 787 | bound: 5 | nc: 39 | ncall: 20497 | eff(%): 3.840 | loglstar: -inf < -138.763 < inf | logz: -149.843 +/- 0.314 | dlogz: 101.128 > 0.109
iter: 788 | bound: 5 | nc: 39 | ncall: 20536 | eff(%): 3.837 | loglstar: -inf < -138.617 < inf | logz: -149.601 +/- 0.315 | dlogz: 100.881 > 0.109
iter: 789 | bound: 5 | nc: 39 | ncall: 20575 | eff(%): 3.835 | loglstar: -inf < -138.548 < inf | logz: -149.388 +/- 0.314 | dlogz: 100.628 > 0.109
iter: 790 | bound: 5 | nc: 39 | ncall: 20614 | eff(%): 3.832 | loglstar: -inf < -138.277 < inf | logz: -149.184 +/- 0.314 | dlogz: 100.406 > 0.109
iter: 791 | bound: 5 | nc: 39 | ncall: 20653 | eff(%): 3.830 | loglstar: -inf < -137.619 < inf | logz: -148.918 +/- 0.315 | dlogz: 100.191 > 0.109
iter: 792 | bound: 5 | nc: 39 | ncall: 20692 | eff(%): 3.828 | loglstar: -inf < -136.770 < inf | logz: -148.507 +/- 0.319 | dlogz: 99.916 > 0.109
iter: 793 | bound: 5 | nc: 39 | ncall: 20731 | eff(%): 3.825 | loglstar: -inf < -136.705 < inf | logz: -148.113 +/- 0.320 | dlogz: 99.495 > 0.109
iter: 794 | bound: 5 | nc: 39 | ncall: 20770 | eff(%): 3.823 | loglstar: -inf < -136.515 < inf | logz: -147.800 +/- 0.321 | dlogz: 99.091 > 0.109
iter: 795 | bound: 5 | nc: 39 | ncall: 20809 | eff(%): 3.820 | loglstar: -inf < -136.311 < inf | logz: -147.519 +/- 0.320 | dlogz: 98.768 > 0.109
iter: 796 | bound: 6 | nc: 39 | ncall: 20848 | eff(%): 3.818 | loglstar: -inf < -136.167 < inf | logz: -147.266 +/- 0.320 | dlogz: 98.477 > 0.109
iter: 797 | bound: 6 | nc: 39 | ncall: 20887 | eff(%): 3.816 | loglstar: -inf < -135.927 < inf | logz: -147.027 +/- 0.319 | dlogz: 98.214 > 0.109
iter: 798 | bound: 6 | nc: 39 | ncall: 20926 | eff(%): 3.813 | loglstar: -inf < -135.853 < inf | logz: -146.809 +/- 0.318 | dlogz: 97.966 > 0.109
iter: 799 | bound: 6 | nc: 39 | ncall: 20965 | eff(%): 3.811 | loglstar: -inf < -135.816 < inf | logz: -146.622 +/- 0.318 | dlogz: 97.737 > 0.109
iter: 800 | bound: 6 | nc: 39 | ncall: 21004 | eff(%): 3.809 | loglstar: -inf < -135.767 < inf | logz: -146.460 +/- 0.317 | dlogz: 97.540 > 0.109
iter: 801 | bound: 6 | nc: 39 | ncall: 21043 | eff(%): 3.806 | loglstar: -inf < -135.640 < inf | logz: -146.310 +/- 0.316 | dlogz: 97.368 > 0.109
iter: 802 | bound: 6 | nc: 39 | ncall: 21082 | eff(%): 3.804 | loglstar: -inf < -135.615 < inf | logz: -146.171 +/- 0.315 | dlogz: 97.208 > 0.109
iter: 803 | bound: 6 | nc: 39 | ncall: 21121 | eff(%): 3.802 | loglstar: -inf < -135.466 < inf | logz: -146.040 +/- 0.314 | dlogz: 97.059 > 0.109
iter: 804 | bound: 6 | nc: 39 | ncall: 21160 | eff(%): 3.800 | loglstar: -inf < -135.294 < inf | logz: -145.906 +/- 0.313 | dlogz: 96.918 > 0.109
iter: 805 | bound: 6 | nc: 39 | ncall: 21199 | eff(%): 3.797 | loglstar: -inf < -135.245 < inf | logz: -145.777 +/- 0.313 | dlogz: 96.774 > 0.109
iter: 806 | bound: 6 | nc: 39 | ncall: 21238 | eff(%): 3.795 | loglstar: -inf < -134.390 < inf | logz: -145.589 +/- 0.313 | dlogz: 96.635 > 0.109
iter: 807 | bound: 6 | nc: 39 | ncall: 21277 | eff(%): 3.793 | loglstar: -inf < -133.830 < inf | logz: -145.307 +/- 0.315 | dlogz: 96.438 > 0.109
iter: 808 | bound: 6 | nc: 39 | ncall: 21316 | eff(%): 3.791 | loglstar: -inf < -133.705 < inf | logz: -145.021 +/- 0.317 | dlogz: 96.146 > 0.109
iter: 809 | bound: 6 | nc: 39 | ncall: 21355 | eff(%): 3.788 | loglstar: -inf < -133.585 < inf | logz: -144.776 +/- 0.317 | dlogz: 95.850 > 0.109
iter: 810 | bound: 6 | nc: 39 | ncall: 21394 | eff(%): 3.786 | loglstar: -inf < -133.528 < inf | logz: -144.564 +/- 0.317 | dlogz: 95.594 > 0.109
iter: 811 | bound: 6 | nc: 39 | ncall: 21433 | eff(%): 3.784 | loglstar: -inf < -132.860 < inf | logz: -144.313 +/- 0.318 | dlogz: 95.373 > 0.109
iter: 812 | bound: 6 | nc: 39 | ncall: 21472 | eff(%): 3.782 | loglstar: -inf < -132.633 < inf | logz: -144.029 +/- 0.319 | dlogz: 95.112 > 0.109
iter: 813 | bound: 6 | nc: 39 | ncall: 21511 | eff(%): 3.779 | loglstar: -inf < -132.467 < inf | logz: -143.769 +/- 0.319 | dlogz: 94.818 > 0.109
iter: 814 | bound: 6 | nc: 39 | ncall: 21550 | eff(%): 3.777 | loglstar: -inf < -131.776 < inf | logz: -143.456 +/- 0.321 | dlogz: 94.548 > 0.109
iter: 815 | bound: 6 | nc: 39 | ncall: 21589 | eff(%): 3.775 | loglstar: -inf < -131.752 < inf | logz: -143.150 +/- 0.322 | dlogz: 94.225 > 0.109
iter: 816 | bound: 6 | nc: 39 | ncall: 21628 | eff(%): 3.773 | loglstar: -inf < -131.611 < inf | logz: -142.899 +/- 0.321 | dlogz: 93.909 > 0.109
iter: 817 | bound: 6 | nc: 39 | ncall: 21667 | eff(%): 3.771 | loglstar: -inf < -131.591 < inf | logz: -142.686 +/- 0.321 | dlogz: 93.648 > 0.109
iter: 818 | bound: 6 | nc: 39 | ncall: 21706 | eff(%): 3.769 | loglstar: -inf < -131.214 < inf | logz: -142.475 +/- 0.320 | dlogz: 93.425 > 0.109
iter: 819 | bound: 6 | nc: 39 | ncall: 21745 | eff(%): 3.766 | loglstar: -inf < -131.125 < inf | logz: -142.264 +/- 0.320 | dlogz: 93.204 > 0.109
iter: 820 | bound: 6 | nc: 39 | ncall: 21784 | eff(%): 3.764 | loglstar: -inf < -131.111 < inf | logz: -142.084 +/- 0.319 | dlogz: 92.983 > 0.109
iter: 821 | bound: 6 | nc: 39 | ncall: 21823 | eff(%): 3.762 | loglstar: -inf < -130.715 < inf | logz: -141.897 +/- 0.319 | dlogz: 92.793 > 0.109
iter: 822 | bound: 6 | nc: 39 | ncall: 21862 | eff(%): 3.760 | loglstar: -inf < -130.646 < inf | logz: -141.708 +/- 0.319 | dlogz: 92.597 > 0.109
iter: 823 | bound: 6 | nc: 39 | ncall: 21901 | eff(%): 3.758 | loglstar: -inf < -130.093 < inf | logz: -141.492 +/- 0.319 | dlogz: 92.398 > 0.109
iter: 824 | bound: 6 | nc: 39 | ncall: 21940 | eff(%): 3.756 | loglstar: -inf < -129.936 < inf | logz: -141.256 +/- 0.319 | dlogz: 92.171 > 0.109
iter: 825 | bound: 6 | nc: 39 | ncall: 21979 | eff(%): 3.754 | loglstar: -inf < -129.926 < inf | logz: -141.053 +/- 0.319 | dlogz: 91.926 > 0.109
iter: 826 | bound: 6 | nc: 39 | ncall: 22018 | eff(%): 3.751 | loglstar: -inf < -129.494 < inf | logz: -140.844 +/- 0.319 | dlogz: 91.713 > 0.109
iter: 827 | bound: 6 | nc: 39 | ncall: 22057 | eff(%): 3.749 | loglstar: -inf < -129.468 < inf | logz: -140.638 +/- 0.319 | dlogz: 91.494 > 0.109
iter: 828 | bound: 6 | nc: 39 | ncall: 22096 | eff(%): 3.747 | loglstar: -inf < -129.451 < inf | logz: -140.465 +/- 0.319 | dlogz: 91.278 > 0.109
iter: 829 | bound: 6 | nc: 39 | ncall: 22135 | eff(%): 3.745 | loglstar: -inf < -129.292 < inf | logz: -140.306 +/- 0.318 | dlogz: 91.095 > 0.109
iter: 830 | bound: 6 | nc: 39 | ncall: 22174 | eff(%): 3.743 | loglstar: -inf < -128.935 < inf | logz: -140.132 +/- 0.318 | dlogz: 90.926 > 0.109
iter: 831 | bound: 6 | nc: 39 | ncall: 22213 | eff(%): 3.741 | loglstar: -inf < -128.906 < inf | logz: -139.958 +/- 0.318 | dlogz: 90.742 > 0.109
iter: 832 | bound: 6 | nc: 39 | ncall: 22252 | eff(%): 3.739 | loglstar: -inf < -128.808 < inf | logz: -139.803 +/- 0.318 | dlogz: 90.558 > 0.109
iter: 833 | bound: 6 | nc: 39 | ncall: 22291 | eff(%): 3.737 | loglstar: -inf < -128.791 < inf | logz: -139.663 +/- 0.317 | dlogz: 90.393 > 0.109
iter: 834 | bound: 6 | nc: 39 | ncall: 22330 | eff(%): 3.735 | loglstar: -inf < -128.639 < inf | logz: -139.530 +/- 0.317 | dlogz: 90.243 > 0.109
iter: 835 | bound: 6 | nc: 39 | ncall: 22369 | eff(%): 3.733 | loglstar: -inf < -128.503 < inf | logz: -139.398 +/- 0.316 | dlogz: 90.100 > 0.109
iter: 836 | bound: 6 | nc: 39 | ncall: 22408 | eff(%): 3.731 | loglstar: -inf < -128.485 < inf | logz: -139.274 +/- 0.316 | dlogz: 89.958 > 0.109
iter: 837 | bound: 6 | nc: 39 | ncall: 22447 | eff(%): 3.729 | loglstar: -inf < -128.441 < inf | logz: -139.161 +/- 0.315 | dlogz: 89.824 > 0.109
iter: 838 | bound: 6 | nc: 39 | ncall: 22486 | eff(%): 3.727 | loglstar: -inf < -128.265 < inf | logz: -139.049 +/- 0.315 | dlogz: 89.701 > 0.109
iter: 839 | bound: 6 | nc: 39 | ncall: 22525 | eff(%): 3.725 | loglstar: -inf < -128.124 < inf | logz: -138.933 +/- 0.315 | dlogz: 89.579 > 0.109
iter: 840 | bound: 6 | nc: 39 | ncall: 22564 | eff(%): 3.723 | loglstar: -inf < -128.030 < inf | logz: -138.819 +/- 0.314 | dlogz: 89.454 > 0.109
iter: 841 | bound: 6 | nc: 39 | ncall: 22603 | eff(%): 3.721 | loglstar: -inf < -127.854 < inf | logz: -138.703 +/- 0.314 | dlogz: 89.329 > 0.109
iter: 842 | bound: 6 | nc: 39 | ncall: 22642 | eff(%): 3.719 | loglstar: -inf < -127.777 < inf | logz: -138.587 +/- 0.314 | dlogz: 89.203 > 0.109
iter: 843 | bound: 6 | nc: 39 | ncall: 22681 | eff(%): 3.717 | loglstar: -inf < -127.518 < inf | logz: -138.466 +/- 0.314 | dlogz: 89.077 > 0.109
iter: 844 | bound: 6 | nc: 39 | ncall: 22720 | eff(%): 3.715 | loglstar: -inf < -126.952 < inf | logz: -138.303 +/- 0.315 | dlogz: 88.946 > 0.109
iter: 845 | bound: 6 | nc: 39 | ncall: 22759 | eff(%): 3.713 | loglstar: -inf < -126.644 < inf | logz: -138.102 +/- 0.316 | dlogz: 88.774 > 0.109
iter: 846 | bound: 6 | nc: 39 | ncall: 22798 | eff(%): 3.711 | loglstar: -inf < -125.479 < inf | logz: -137.738 +/- 0.321 | dlogz: 88.562 > 0.109
iter: 847 | bound: 6 | nc: 39 | ncall: 22837 | eff(%): 3.709 | loglstar: -inf < -125.070 < inf | logz: -137.283 +/- 0.326 | dlogz: 88.189 > 0.109
iter: 848 | bound: 6 | nc: 39 | ncall: 22876 | eff(%): 3.707 | loglstar: -inf < -125.062 < inf | logz: -136.921 +/- 0.328 | dlogz: 87.724 > 0.109
iter: 849 | bound: 6 | nc: 39 | ncall: 22915 | eff(%): 3.705 | loglstar: -inf < -124.886 < inf | logz: -136.635 +/- 0.328 | dlogz: 87.351 > 0.109
iter: 850 | bound: 6 | nc: 39 | ncall: 22954 | eff(%): 3.703 | loglstar: -inf < -124.576 < inf | logz: -136.359 +/- 0.328 | dlogz: 87.055 > 0.109
iter: 851 | bound: 6 | nc: 39 | ncall: 22993 | eff(%): 3.701 | loglstar: -inf < -123.780 < inf | logz: -135.993 +/- 0.329 | dlogz: 86.770 > 0.109
iter: 852 | bound: 6 | nc: 39 | ncall: 23032 | eff(%): 3.699 | loglstar: -inf < -122.836 < inf | logz: -135.436 +/- 0.334 | dlogz: 86.394 > 0.109
iter: 853 | bound: 6 | nc: 39 | ncall: 23071 | eff(%): 3.697 | loglstar: -inf < -122.614 < inf | logz: -134.914 +/- 0.335 | dlogz: 85.827 > 0.109
iter: 854 | bound: 6 | nc: 39 | ncall: 23110 | eff(%): 3.695 | loglstar: -inf < -122.564 < inf | logz: -134.537 +/- 0.334 | dlogz: 85.295 > 0.109
iter: 855 | bound: 6 | nc: 39 | ncall: 23149 | eff(%): 3.693 | loglstar: -inf < -122.386 < inf | logz: -134.237 +/- 0.333 | dlogz: 84.908 > 0.109
iter: 856 | bound: 6 | nc: 39 | ncall: 23188 | eff(%): 3.692 | loglstar: -inf < -122.142 < inf | logz: -133.960 +/- 0.332 | dlogz: 84.598 > 0.109
iter: 857 | bound: 6 | nc: 39 | ncall: 23227 | eff(%): 3.690 | loglstar: -inf < -122.044 < inf | logz: -133.712 +/- 0.331 | dlogz: 84.311 > 0.109
iter: 858 | bound: 6 | nc: 39 | ncall: 23266 | eff(%): 3.688 | loglstar: -inf < -121.484 < inf | logz: -133.439 +/- 0.330 | dlogz: 84.053 > 0.109
iter: 859 | bound: 6 | nc: 39 | ncall: 23305 | eff(%): 3.686 | loglstar: -inf < -121.250 < inf | logz: -133.145 +/- 0.330 | dlogz: 83.770 > 0.109
iter: 860 | bound: 6 | nc: 39 | ncall: 23344 | eff(%): 3.684 | loglstar: -inf < -121.081 < inf | logz: -132.878 +/- 0.330 | dlogz: 83.467 > 0.109
iter: 861 | bound: 6 | nc: 39 | ncall: 23383 | eff(%): 3.682 | loglstar: -inf < -120.980 < inf | logz: -132.642 +/- 0.329 | dlogz: 83.189 > 0.109
iter: 862 | bound: 6 | nc: 39 | ncall: 23422 | eff(%): 3.680 | loglstar: -inf < -120.861 < inf | logz: -132.434 +/- 0.328 | dlogz: 82.944 > 0.109
iter: 863 | bound: 6 | nc: 39 | ncall: 23461 | eff(%): 3.678 | loglstar: -inf < -120.803 < inf | logz: -132.248 +/- 0.327 | dlogz: 87.711 > 0.109
iter: 864 | bound: 6 | nc: 39 | ncall: 23500 | eff(%): 3.677 | loglstar: -inf < -120.733 < inf | logz: -132.084 +/- 0.327 | dlogz: 87.516 > 0.109
iter: 865 | bound: 6 | nc: 39 | ncall: 23539 | eff(%): 3.675 | loglstar: -inf < -120.622 < inf | logz: -131.932 +/- 0.326 | dlogz: 87.342 > 0.109
iter: 866 | bound: 6 | nc: 39 | ncall: 23578 | eff(%): 3.673 | loglstar: -inf < -120.575 < inf | logz: -131.791 +/- 0.325 | dlogz: 87.180 > 0.109
iter: 867 | bound: 6 | nc: 39 | ncall: 23617 | eff(%): 3.671 | loglstar: -inf < -120.287 < inf | logz: -131.647 +/- 0.324 | dlogz: 87.029 > 0.109
iter: 868 | bound: 6 | nc: 39 | ncall: 23656 | eff(%): 3.669 | loglstar: -inf < -120.143 < inf | logz: -131.496 +/- 0.324 | dlogz: 86.875 > 0.109
iter: 869 | bound: 6 | nc: 39 | ncall: 23695 | eff(%): 3.667 | loglstar: -inf < -119.769 < inf | logz: -131.327 +/- 0.324 | dlogz: 86.714 > 0.109
iter: 870 | bound: 6 | nc: 39 | ncall: 23734 | eff(%): 3.666 | loglstar: -inf < -119.555 < inf | logz: -131.142 +/- 0.324 | dlogz: 86.535 > 0.109
iter: 871 | bound: 6 | nc: 39 | ncall: 23773 | eff(%): 3.664 | loglstar: -inf < -119.296 < inf | logz: -130.950 +/- 0.324 | dlogz: 87.165 > 0.109
iter: 872 | bound: 6 | nc: 39 | ncall: 23812 | eff(%): 3.662 | loglstar: -inf < -119.199 < inf | logz: -130.763 +/- 0.324 | dlogz: 86.962 > 0.109
iter: 873 | bound: 6 | nc: 39 | ncall: 23851 | eff(%): 3.660 | loglstar: -inf < -118.908 < inf | logz: -130.574 +/- 0.324 | dlogz: 86.765 > 0.109
iter: 874 | bound: 6 | nc: 39 | ncall: 23890 | eff(%): 3.658 | loglstar: -inf < -118.851 < inf | logz: -130.392 +/- 0.324 | dlogz: 86.567 > 0.109
iter: 875 | bound: 6 | nc: 39 | ncall: 23929 | eff(%): 3.657 | loglstar: -inf < -118.731 < inf | logz: -130.226 +/- 0.324 | dlogz: 86.375 > 0.109
iter: 876 | bound: 6 | nc: 39 | ncall: 23968 | eff(%): 3.655 | loglstar: -inf < -118.425 < inf | logz: -130.053 +/- 0.324 | dlogz: 86.199 > 0.109
iter: 877 | bound: 6 | nc: 39 | ncall: 24007 | eff(%): 3.653 | loglstar: -inf < -118.386 < inf | logz: -129.883 +/- 0.324 | dlogz: 86.015 > 0.109
iter: 878 | bound: 6 | nc: 39 | ncall: 24046 | eff(%): 3.651 | loglstar: -inf < -118.177 < inf | logz: -129.721 +/- 0.324 | dlogz: 85.836 > 0.109
iter: 879 | bound: 6 | nc: 39 | ncall: 24085 | eff(%): 3.650 | loglstar: -inf < -117.916 < inf | logz: -129.548 +/- 0.324 | dlogz: 85.664 > 0.109
iter: 880 | bound: 6 | nc: 39 | ncall: 24124 | eff(%): 3.648 | loglstar: -inf < -117.869 < inf | logz: -129.382 +/- 0.324 | dlogz: 85.481 > 0.109
iter: 881 | bound: 6 | nc: 39 | ncall: 24163 | eff(%): 3.646 | loglstar: -inf < -117.676 < inf | logz: -129.223 +/- 0.324 | dlogz: 85.305 > 0.109
iter: 882 | bound: 6 | nc: 39 | ncall: 24202 | eff(%): 3.644 | loglstar: -inf < -117.667 < inf | logz: -129.074 +/- 0.324 | dlogz: 85.136 > 0.109
iter: 883 | bound: 6 | nc: 39 | ncall: 24241 | eff(%): 3.643 | loglstar: -inf < -117.390 < inf | logz: -128.927 +/- 0.324 | dlogz: 84.978 > 0.109
iter: 884 | bound: 6 | nc: 39 | ncall: 24280 | eff(%): 3.641 | loglstar: -inf < -116.924 < inf | logz: -128.744 +/- 0.324 | dlogz: 84.820 > 0.109
iter: 885 | bound: 6 | nc: 39 | ncall: 24319 | eff(%): 3.639 | loglstar: -inf < -116.755 < inf | logz: -128.543 +/- 0.325 | dlogz: 84.627 > 0.109
iter: 886 | bound: 6 | nc: 39 | ncall: 24358 | eff(%): 3.637 | loglstar: -inf < -116.627 < inf | logz: -128.354 +/- 0.325 | dlogz: 84.417 > 0.109
iter: 887 | bound: 6 | nc: 39 | ncall: 24397 | eff(%): 3.636 | loglstar: -inf < -115.963 < inf | logz: -128.118 +/- 0.327 | dlogz: 84.218 > 0.109
iter: 888 | bound: 6 | nc: 39 | ncall: 24436 | eff(%): 3.634 | loglstar: -inf < -115.800 < inf | logz: -127.855 +/- 0.328 | dlogz: 83.971 > 0.109
iter: 889 | bound: 6 | nc: 39 | ncall: 24475 | eff(%): 3.632 | loglstar: -inf < -115.585 < inf | logz: -127.611 +/- 0.329 | dlogz: 83.699 > 0.109
iter: 890 | bound: 6 | nc: 39 | ncall: 24514 | eff(%): 3.631 | loglstar: -inf < -114.785 < inf | logz: -127.287 +/- 0.331 | dlogz: 83.445 > 0.109
iter: 891 | bound: 6 | nc: 39 | ncall: 24553 | eff(%): 3.629 | loglstar: -inf < -114.767 < inf | logz: -126.963 +/- 0.332 | dlogz: 83.110 > 0.109
iter: 892 | bound: 6 | nc: 39 | ncall: 24592 | eff(%): 3.627 | loglstar: -inf < -114.651 < inf | logz: -126.706 +/- 0.332 | dlogz: 82.777 > 0.109
iter: 893 | bound: 6 | nc: 39 | ncall: 24631 | eff(%): 3.626 | loglstar: -inf < -114.067 < inf | logz: -126.420 +/- 0.333 | dlogz: 82.510 > 0.109
iter: 894 | bound: 6 | nc: 39 | ncall: 24670 | eff(%): 3.624 | loglstar: -inf < -113.960 < inf | logz: -126.131 +/- 0.333 | dlogz: 82.214 > 0.109
iter: 895 | bound: 6 | nc: 39 | ncall: 24709 | eff(%): 3.622 | loglstar: -inf < -113.814 < inf | logz: -125.883 +/- 0.333 | dlogz: 81.915 > 0.109
iter: 896 | bound: 7 | nc: 39 | ncall: 24748 | eff(%): 3.620 | loglstar: -inf < -113.723 < inf | logz: -125.664 +/- 0.333 | dlogz: 81.657 > 0.109
iter: 897 | bound: 7 | nc: 39 | ncall: 24787 | eff(%): 3.619 | loglstar: -inf < -113.688 < inf | logz: -125.476 +/- 0.332 | dlogz: 81.428 > 0.109
iter: 898 | bound: 7 | nc: 39 | ncall: 24826 | eff(%): 3.617 | loglstar: -inf < -113.547 < inf | logz: -125.305 +/- 0.331 | dlogz: 81.230 > 0.109
iter: 899 | bound: 7 | nc: 39 | ncall: 24865 | eff(%): 3.616 | loglstar: -inf < -113.162 < inf | logz: -125.119 +/- 0.331 | dlogz: 81.049 > 0.109
iter: 900 | bound: 7 | nc: 39 | ncall: 24904 | eff(%): 3.614 | loglstar: -inf < -113.145 < inf | logz: -124.934 +/- 0.330 | dlogz: 80.853 > 0.109
iter: 901 | bound: 7 | nc: 39 | ncall: 24943 | eff(%): 3.612 | loglstar: -inf < -112.826 < inf | logz: -124.752 +/- 0.330 | dlogz: 80.658 > 0.109
iter: 902 | bound: 7 | nc: 39 | ncall: 24982 | eff(%): 3.611 | loglstar: -inf < -112.252 < inf | logz: -124.517 +/- 0.331 | dlogz: 80.466 > 0.109
iter: 903 | bound: 7 | nc: 39 | ncall: 25021 | eff(%): 3.609 | loglstar: -inf < -112.118 < inf | logz: -124.267 +/- 0.331 | dlogz: 80.222 > 0.109
iter: 904 | bound: 7 | nc: 39 | ncall: 25060 | eff(%): 3.607 | loglstar: -inf < -111.755 < inf | logz: -124.016 +/- 0.332 | dlogz: 79.961 > 0.109
iter: 905 | bound: 7 | nc: 39 | ncall: 25099 | eff(%): 3.606 | loglstar: -inf < -111.708 < inf | logz: -123.781 +/- 0.332 | dlogz: 79.701 > 0.109
iter: 906 | bound: 7 | nc: 39 | ncall: 25138 | eff(%): 3.604 | loglstar: -inf < -111.605 < inf | logz: -123.579 +/- 0.332 | dlogz: 79.455 > 0.109
iter: 907 | bound: 7 | nc: 39 | ncall: 25177 | eff(%): 3.602 | loglstar: -inf < -111.433 < inf | logz: -123.390 +/- 0.332 | dlogz: 79.243 > 0.109
iter: 908 | bound: 7 | nc: 39 | ncall: 25216 | eff(%): 3.601 | loglstar: -inf < -111.274 < inf | logz: -123.206 +/- 0.331 | dlogz: 79.044 > 0.109
iter: 909 | bound: 7 | nc: 39 | ncall: 25255 | eff(%): 3.599 | loglstar: -inf < -110.830 < inf | logz: -123.000 +/- 0.332 | dlogz: 78.851 > 0.109
iter: 910 | bound: 7 | nc: 39 | ncall: 25294 | eff(%): 3.598 | loglstar: -inf < -110.639 < inf | logz: -122.778 +/- 0.332 | dlogz: 78.635 > 0.109
iter: 911 | bound: 7 | nc: 39 | ncall: 25333 | eff(%): 3.596 | loglstar: -inf < -110.125 < inf | logz: -122.525 +/- 0.333 | dlogz: 78.403 > 0.109
iter: 912 | bound: 7 | nc: 39 | ncall: 25372 | eff(%): 3.595 | loglstar: -inf < -109.149 < inf | logz: -122.115 +/- 0.336 | dlogz: 78.139 > 0.109
iter: 913 | bound: 7 | nc: 39 | ncall: 25411 | eff(%): 3.593 | loglstar: -inf < -109.077 < inf | logz: -121.708 +/- 0.338 | dlogz: 77.720 > 0.109
iter: 914 | bound: 7 | nc: 39 | ncall: 25450 | eff(%): 3.591 | loglstar: -inf < -108.953 < inf | logz: -121.397 +/- 0.338 | dlogz: 77.303 > 0.109
iter: 915 | bound: 7 | nc: 39 | ncall: 25489 | eff(%): 3.590 | loglstar: -inf < -108.931 < inf | logz: -121.146 +/- 0.338 | dlogz: 76.981 > 0.109
iter: 916 | bound: 7 | nc: 39 | ncall: 25528 | eff(%): 3.588 | loglstar: -inf < -108.884 < inf | logz: -120.942 +/- 0.337 | dlogz: 76.721 > 0.109
iter: 917 | bound: 7 | nc: 39 | ncall: 25567 | eff(%): 3.587 | loglstar: -inf < -107.108 < inf | logz: -120.443 +/- 0.342 | dlogz: 76.507 > 0.109
iter: 918 | bound: 7 | nc: 39 | ncall: 25606 | eff(%): 3.585 | loglstar: -inf < -107.073 < inf | logz: -119.926 +/- 0.344 | dlogz: 75.998 > 0.109
iter: 919 | bound: 7 | nc: 39 | ncall: 25645 | eff(%): 3.584 | loglstar: -inf < -107.000 < inf | logz: -119.573 +/- 0.343 | dlogz: 75.471 > 0.109
iter: 920 | bound: 7 | nc: 39 | ncall: 25684 | eff(%): 3.582 | loglstar: -inf < -106.553 < inf | logz: -119.244 +/- 0.342 | dlogz: 75.108 > 0.109
iter: 921 | bound: 7 | nc: 39 | ncall: 25723 | eff(%): 3.580 | loglstar: -inf < -106.546 < inf | logz: -118.951 +/- 0.341 | dlogz: 74.769 > 0.109
iter: 922 | bound: 7 | nc: 39 | ncall: 25762 | eff(%): 3.579 | loglstar: -inf < -106.156 < inf | logz: -118.679 +/- 0.341 | dlogz: 74.466 > 0.109
iter: 923 | bound: 7 | nc: 39 | ncall: 25801 | eff(%): 3.577 | loglstar: -inf < -106.106 < inf | logz: -118.425 +/- 0.340 | dlogz: 74.184 > 0.109
iter: 924 | bound: 7 | nc: 39 | ncall: 25840 | eff(%): 3.576 | loglstar: -inf < -106.058 < inf | logz: -118.216 +/- 0.339 | dlogz: 73.921 > 0.109
iter: 925 | bound: 7 | nc: 39 | ncall: 25879 | eff(%): 3.574 | loglstar: -inf < -105.107 < inf | logz: -117.921 +/- 0.339 | dlogz: 73.701 > 0.109
iter: 926 | bound: 7 | nc: 39 | ncall: 25918 | eff(%): 3.573 | loglstar: -inf < -104.975 < inf | logz: -117.591 +/- 0.340 | dlogz: 73.396 > 0.109
iter: 927 | bound: 7 | nc: 39 | ncall: 25957 | eff(%): 3.571 | loglstar: -inf < -103.909 < inf | logz: -117.134 +/- 0.343 | dlogz: 73.057 > 0.109
iter: 928 | bound: 7 | nc: 39 | ncall: 25996 | eff(%): 3.570 | loglstar: -inf < -103.851 < inf | logz: -116.692 +/- 0.344 | dlogz: 72.590 > 0.109
iter: 929 | bound: 7 | nc: 39 | ncall: 26035 | eff(%): 3.568 | loglstar: -inf < -103.812 < inf | logz: -116.376 +/- 0.343 | dlogz: 72.138 > 0.109
iter: 930 | bound: 7 | nc: 39 | ncall: 26074 | eff(%): 3.567 | loglstar: -inf < -103.650 < inf | logz: -116.116 +/- 0.342 | dlogz: 71.812 > 0.109
iter: 931 | bound: 7 | nc: 39 | ncall: 26113 | eff(%): 3.565 | loglstar: -inf < -103.177 < inf | logz: -115.839 +/- 0.341 | dlogz: 71.541 > 0.109
iter: 932 | bound: 7 | nc: 39 | ncall: 26152 | eff(%): 3.564 | loglstar: -inf < -102.970 < inf | logz: -115.554 +/- 0.341 | dlogz: 71.254 > 0.109
iter: 933 | bound: 7 | nc: 39 | ncall: 26191 | eff(%): 3.562 | loglstar: -inf < -102.390 < inf | logz: -115.234 +/- 0.341 | dlogz: 70.960 > 0.109
iter: 934 | bound: 7 | nc: 39 | ncall: 26230 | eff(%): 3.561 | loglstar: -inf < -102.198 < inf | logz: -114.909 +/- 0.342 | dlogz: 70.630 > 0.109
iter: 935 | bound: 7 | nc: 39 | ncall: 26269 | eff(%): 3.559 | loglstar: -inf < -101.857 < inf | logz: -114.600 +/- 0.342 | dlogz: 70.295 > 0.109
iter: 936 | bound: 7 | nc: 39 | ncall: 26308 | eff(%): 3.558 | loglstar: -inf < -101.694 < inf | logz: -114.311 +/- 0.341 | dlogz: 69.975 > 0.109
iter: 937 | bound: 7 | nc: 39 | ncall: 26347 | eff(%): 3.556 | loglstar: -inf < -101.574 < inf | logz: -114.059 +/- 0.341 | dlogz: 69.677 > 0.109
iter: 938 | bound: 7 | nc: 39 | ncall: 26386 | eff(%): 3.555 | loglstar: -inf < -101.477 < inf | logz: -113.840 +/- 0.340 | dlogz: 69.415 > 0.109
iter: 939 | bound: 7 | nc: 39 | ncall: 26425 | eff(%): 3.553 | loglstar: -inf < -101.154 < inf | logz: -113.622 +/- 0.340 | dlogz: 69.186 > 0.109
iter: 940 | bound: 7 | nc: 39 | ncall: 26464 | eff(%): 3.552 | loglstar: -inf < -100.871 < inf | logz: -113.390 +/- 0.339 | dlogz: 68.958 > 0.109
iter: 941 | bound: 7 | nc: 39 | ncall: 26503 | eff(%): 3.551 | loglstar: -inf < -100.828 < inf | logz: -113.175 +/- 0.339 | dlogz: 68.716 > 0.109
iter: 942 | bound: 7 | nc: 39 | ncall: 26542 | eff(%): 3.549 | loglstar: -inf < -100.473 < inf | logz: -112.963 +/- 0.339 | dlogz: 68.492 > 0.109
iter: 943 | bound: 7 | nc: 39 | ncall: 26581 | eff(%): 3.548 | loglstar: -inf < -100.370 < inf | logz: -112.752 +/- 0.338 | dlogz: 68.269 > 0.109
iter: 944 | bound: 7 | nc: 39 | ncall: 26620 | eff(%): 3.546 | loglstar: -inf < -99.678 < inf | logz: -112.492 +/- 0.339 | dlogz: 68.048 > 0.109
iter: 945 | bound: 7 | nc: 39 | ncall: 26659 | eff(%): 3.545 | loglstar: -inf < -99.678 < inf | logz: -112.228 +/- 0.339 | dlogz: 67.778 > 0.109
iter: 946 | bound: 7 | nc: 39 | ncall: 26698 | eff(%): 3.543 | loglstar: -inf < -99.677 < inf | logz: -112.021 +/- 0.339 | dlogz: 67.504 > 0.109
iter: 947 | bound: 7 | nc: 39 | ncall: 26737 | eff(%): 3.542 | loglstar: -inf < -99.420 < inf | logz: -111.828 +/- 0.339 | dlogz: 67.287 > 0.109
iter: 948 | bound: 7 | nc: 39 | ncall: 26776 | eff(%): 3.540 | loglstar: -inf < -99.287 < inf | logz: -111.638 +/- 0.338 | dlogz: 67.085 > 0.109
iter: 949 | bound: 7 | nc: 39 | ncall: 26815 | eff(%): 3.539 | loglstar: -inf < -99.202 < inf | logz: -111.463 +/- 0.338 | dlogz: 66.885 > 0.109
iter: 950 | bound: 7 | nc: 39 | ncall: 26854 | eff(%): 3.538 | loglstar: -inf < -98.957 < inf | logz: -111.291 +/- 0.337 | dlogz: 66.700 > 0.109
iter: 951 | bound: 7 | nc: 39 | ncall: 26893 | eff(%): 3.536 | loglstar: -inf < -98.684 < inf | logz: -111.105 +/- 0.337 | dlogz: 66.517 > 0.109
iter: 952 | bound: 7 | nc: 39 | ncall: 26932 | eff(%): 3.535 | loglstar: -inf < -98.650 < inf | logz: -110.928 +/- 0.337 | dlogz: 66.322 > 0.109
iter: 953 | bound: 7 | nc: 39 | ncall: 26971 | eff(%): 3.533 | loglstar: -inf < -98.411 < inf | logz: -110.758 +/- 0.337 | dlogz: 66.135 > 0.109
iter: 954 | bound: 7 | nc: 39 | ncall: 27010 | eff(%): 3.532 | loglstar: -inf < -98.382 < inf | logz: -110.596 +/- 0.336 | dlogz: 65.955 > 0.109
iter: 955 | bound: 7 | nc: 39 | ncall: 27049 | eff(%): 3.531 | loglstar: -inf < -98.250 < inf | logz: -110.447 +/- 0.336 | dlogz: 65.783 > 0.109
iter: 956 | bound: 7 | nc: 39 | ncall: 27088 | eff(%): 3.529 | loglstar: -inf < -97.914 < inf | logz: -110.285 +/- 0.336 | dlogz: 65.624 > 0.109
iter: 957 | bound: 7 | nc: 39 | ncall: 27127 | eff(%): 3.528 | loglstar: -inf < -97.853 < inf | logz: -110.122 +/- 0.336 | dlogz: 65.452 > 0.109
iter: 958 | bound: 7 | nc: 39 | ncall: 27166 | eff(%): 3.526 | loglstar: -inf < -97.666 < inf | logz: -109.965 +/- 0.336 | dlogz: 65.279 > 0.109
iter: 959 | bound: 7 | nc: 39 | ncall: 27205 | eff(%): 3.525 | loglstar: -inf < -97.622 < inf | logz: -109.816 +/- 0.336 | dlogz: 65.112 > 0.109
iter: 960 | bound: 7 | nc: 39 | ncall: 27244 | eff(%): 3.524 | loglstar: -inf < -97.207 < inf | logz: -109.654 +/- 0.336 | dlogz: 64.953 > 0.109
iter: 961 | bound: 7 | nc: 39 | ncall: 27283 | eff(%): 3.522 | loglstar: -inf < -97.095 < inf | logz: -109.481 +/- 0.336 | dlogz: 64.781 > 0.109
iter: 962 | bound: 7 | nc: 39 | ncall: 27322 | eff(%): 3.521 | loglstar: -inf < -97.008 < inf | logz: -109.321 +/- 0.336 | dlogz: 64.598 > 0.109
iter: 963 | bound: 7 | nc: 39 | ncall: 27361 | eff(%): 3.520 | loglstar: -inf < -96.925 < inf | logz: -109.172 +/- 0.336 | dlogz: 64.428 > 0.109
iter: 964 | bound: 7 | nc: 39 | ncall: 27400 | eff(%): 3.518 | loglstar: -inf < -96.887 < inf | logz: -109.037 +/- 0.335 | dlogz: 64.270 > 0.109
iter: 965 | bound: 7 | nc: 39 | ncall: 27439 | eff(%): 3.517 | loglstar: -inf < -95.600 < inf | logz: -108.779 +/- 0.338 | dlogz: 64.125 > 0.109
iter: 966 | bound: 7 | nc: 39 | ncall: 27478 | eff(%): 3.516 | loglstar: -inf < -95.526 < inf | logz: -108.466 +/- 0.340 | dlogz: 63.856 > 0.109
iter: 967 | bound: 7 | nc: 39 | ncall: 27517 | eff(%): 3.514 | loglstar: -inf < -95.429 < inf | logz: -108.212 +/- 0.341 | dlogz: 63.534 > 0.109
iter: 968 | bound: 7 | nc: 39 | ncall: 27556 | eff(%): 3.513 | loglstar: -inf < -95.298 < inf | logz: -107.990 +/- 0.341 | dlogz: 63.270 > 0.109
iter: 969 | bound: 7 | nc: 39 | ncall: 27595 | eff(%): 3.512 | loglstar: -inf < -95.289 < inf | logz: -107.798 +/- 0.341 | dlogz: 63.037 > 0.109
iter: 970 | bound: 7 | nc: 39 | ncall: 27634 | eff(%): 3.510 | loglstar: -inf < -95.191 < inf | logz: -107.630 +/- 0.340 | dlogz: 62.835 > 0.109
iter: 971 | bound: 7 | nc: 39 | ncall: 27673 | eff(%): 3.509 | loglstar: -inf < -95.186 < inf | logz: -107.481 +/- 0.340 | dlogz: 62.658 > 0.109
iter: 972 | bound: 7 | nc: 39 | ncall: 27712 | eff(%): 3.508 | loglstar: -inf < -94.894 < inf | logz: -107.332 +/- 0.339 | dlogz: 62.499 > 0.109
iter: 973 | bound: 7 | nc: 39 | ncall: 27751 | eff(%): 3.506 | loglstar: -inf < -94.462 < inf | logz: -107.150 +/- 0.339 | dlogz: 62.340 > 0.109
iter: 974 | bound: 7 | nc: 39 | ncall: 27790 | eff(%): 3.505 | loglstar: -inf < -94.362 < inf | logz: -106.959 +/- 0.339 | dlogz: 62.148 > 0.109
iter: 975 | bound: 7 | nc: 39 | ncall: 27829 | eff(%): 3.504 | loglstar: -inf < -94.175 < inf | logz: -106.778 +/- 0.339 | dlogz: 61.947 > 0.109
iter: 976 | bound: 7 | nc: 39 | ncall: 27868 | eff(%): 3.502 | loglstar: -inf < -93.215 < inf | logz: -106.496 +/- 0.341 | dlogz: 61.755 > 0.109
iter: 977 | bound: 7 | nc: 39 | ncall: 27907 | eff(%): 3.501 | loglstar: -inf < -93.143 < inf | logz: -106.186 +/- 0.343 | dlogz: 61.464 > 0.109
iter: 978 | bound: 7 | nc: 39 | ncall: 27946 | eff(%): 3.500 | loglstar: -inf < -93.001 < inf | logz: -105.928 +/- 0.344 | dlogz: 61.144 > 0.109
iter: 979 | bound: 7 | nc: 39 | ncall: 27985 | eff(%): 3.498 | loglstar: -inf < -92.913 < inf | logz: -105.703 +/- 0.344 | dlogz: 60.876 > 0.109
iter: 980 | bound: 7 | nc: 39 | ncall: 28024 | eff(%): 3.497 | loglstar: -inf < -92.856 < inf | logz: -105.509 +/- 0.343 | dlogz: 60.641 > 0.109
iter: 981 | bound: 7 | nc: 39 | ncall: 28063 | eff(%): 3.496 | loglstar: -inf < -92.739 < inf | logz: -105.334 +/- 0.343 | dlogz: 60.437 > 0.109
iter: 982 | bound: 7 | nc: 39 | ncall: 28102 | eff(%): 3.494 | loglstar: -inf < -92.494 < inf | logz: -105.159 +/- 0.342 | dlogz: 60.252 > 0.109
iter: 983 | bound: 7 | nc: 39 | ncall: 28141 | eff(%): 3.493 | loglstar: -inf < -92.399 < inf | logz: -104.987 +/- 0.342 | dlogz: 60.067 > 0.109
iter: 984 | bound: 7 | nc: 39 | ncall: 28180 | eff(%): 3.492 | loglstar: -inf < -91.587 < inf | logz: -104.751 +/- 0.343 | dlogz: 59.885 > 0.109
iter: 985 | bound: 7 | nc: 39 | ncall: 28219 | eff(%): 3.491 | loglstar: -inf < -91.482 < inf | logz: -104.486 +/- 0.344 | dlogz: 59.640 > 0.109
iter: 986 | bound: 7 | nc: 39 | ncall: 28258 | eff(%): 3.489 | loglstar: -inf < -91.278 < inf | logz: -104.246 +/- 0.344 | dlogz: 59.364 > 0.109
iter: 987 | bound: 7 | nc: 39 | ncall: 28297 | eff(%): 3.488 | loglstar: -inf < -91.141 < inf | logz: -104.024 +/- 0.344 | dlogz: 59.115 > 0.109
iter: 988 | bound: 7 | nc: 39 | ncall: 28336 | eff(%): 3.487 | loglstar: -inf < -90.854 < inf | logz: -103.804 +/- 0.344 | dlogz: 58.882 > 0.109
iter: 989 | bound: 7 | nc: 39 | ncall: 28375 | eff(%): 3.485 | loglstar: -inf < -90.758 < inf | logz: -103.593 +/- 0.344 | dlogz: 58.652 > 0.109
iter: 990 | bound: 7 | nc: 39 | ncall: 28414 | eff(%): 3.484 | loglstar: -inf < -90.531 < inf | logz: -103.392 +/- 0.344 | dlogz: 58.432 > 0.109
iter: 991 | bound: 7 | nc: 39 | ncall: 28453 | eff(%): 3.483 | loglstar: -inf < -90.478 < inf | logz: -103.205 +/- 0.344 | dlogz: 58.221 > 0.109
iter: 992 | bound: 7 | nc: 39 | ncall: 28492 | eff(%): 3.482 | loglstar: -inf < -90.331 < inf | logz: -103.033 +/- 0.343 | dlogz: 58.024 > 0.109
iter: 993 | bound: 7 | nc: 39 | ncall: 28531 | eff(%): 3.480 | loglstar: -inf < -90.176 < inf | logz: -102.866 +/- 0.343 | dlogz: 57.842 > 0.109
iter: 994 | bound: 7 | nc: 39 | ncall: 28570 | eff(%): 3.479 | loglstar: -inf < -90.005 < inf | logz: -102.701 +/- 0.343 | dlogz: 57.665 > 0.109
iter: 995 | bound: 7 | nc: 39 | ncall: 28609 | eff(%): 3.478 | loglstar: -inf < -89.905 < inf | logz: -102.543 +/- 0.342 | dlogz: 57.490 > 0.109
iter: 996 | bound: 8 | nc: 39 | ncall: 28648 | eff(%): 3.477 | loglstar: -inf < -89.821 < inf | logz: -102.395 +/- 0.342 | dlogz: 57.322 > 0.109
iter: 997 | bound: 8 | nc: 39 | ncall: 28687 | eff(%): 3.475 | loglstar: -inf < -89.245 < inf | logz: -102.215 +/- 0.342 | dlogz: 57.164 > 0.109
iter: 998 | bound: 8 | nc: 39 | ncall: 28726 | eff(%): 3.474 | loglstar: -inf < -89.095 < inf | logz: -102.012 +/- 0.343 | dlogz: 56.974 > 0.109
iter: 999 | bound: 8 | nc: 39 | ncall: 28765 | eff(%): 3.473 | loglstar: -inf < -89.090 < inf | logz: -101.833 +/- 0.343 | dlogz: 56.761 > 0.109
iter: 1000 | bound: 8 | nc: 39 | ncall: 28804 | eff(%): 3.472 | loglstar: -inf < -88.969 < inf | logz: -101.673 +/- 0.342 | dlogz: 56.572 > 0.109
iter: 1001 | bound: 8 | nc: 39 | ncall: 28843 | eff(%): 3.471 | loglstar: -inf < -88.892 < inf | logz: -101.523 +/- 0.342 | dlogz: 56.402 > 0.109
iter: 1002 | bound: 8 | nc: 39 | ncall: 28882 | eff(%): 3.469 | loglstar: -inf < -88.637 < inf | logz: -101.372 +/- 0.342 | dlogz: 56.243 > 0.109
iter: 1003 | bound: 8 | nc: 39 | ncall: 28921 | eff(%): 3.468 | loglstar: -inf < -88.610 < inf | logz: -101.224 +/- 0.342 | dlogz: 56.081 > 0.109
iter: 1004 | bound: 8 | nc: 39 | ncall: 28960 | eff(%): 3.467 | loglstar: -inf < -88.149 < inf | logz: -101.061 +/- 0.342 | dlogz: 55.924 > 0.109
iter: 1005 | bound: 8 | nc: 39 | ncall: 28999 | eff(%): 3.466 | loglstar: -inf < -88.142 < inf | logz: -100.892 +/- 0.342 | dlogz: 55.750 > 0.109
iter: 1006 | bound: 8 | nc: 39 | ncall: 29038 | eff(%): 3.464 | loglstar: -inf < -88.122 < inf | logz: -100.747 +/- 0.342 | dlogz: 55.571 > 0.109
iter: 1007 | bound: 8 | nc: 39 | ncall: 29077 | eff(%): 3.463 | loglstar: -inf < -88.011 < inf | logz: -100.613 +/- 0.342 | dlogz: 55.416 > 0.109
iter: 1008 | bound: 8 | nc: 39 | ncall: 29116 | eff(%): 3.462 | loglstar: -inf < -87.979 < inf | logz: -100.489 +/- 0.341 | dlogz: 55.273 > 0.109
iter: 1009 | bound: 8 | nc: 39 | ncall: 29155 | eff(%): 3.461 | loglstar: -inf < -87.944 < inf | logz: -100.375 +/- 0.341 | dlogz: 55.138 > 0.109
iter: 1010 | bound: 8 | nc: 39 | ncall: 29194 | eff(%): 3.460 | loglstar: -inf < -87.876 < inf | logz: -100.269 +/- 0.341 | dlogz: 55.015 > 0.109
iter: 1011 | bound: 8 | nc: 39 | ncall: 29233 | eff(%): 3.458 | loglstar: -inf < -87.808 < inf | logz: -100.168 +/- 0.340 | dlogz: 54.899 > 0.109
iter: 1012 | bound: 8 | nc: 39 | ncall: 29272 | eff(%): 3.457 | loglstar: -inf < -87.643 < inf | logz: -100.066 +/- 0.340 | dlogz: 54.788 > 0.109
iter: 1013 | bound: 8 | nc: 39 | ncall: 29311 | eff(%): 3.456 | loglstar: -inf < -87.598 < inf | logz: -99.965 +/- 0.339 | dlogz: 54.676 > 0.109
iter: 1014 | bound: 8 | nc: 39 | ncall: 29350 | eff(%): 3.455 | loglstar: -inf < -87.577 < inf | logz: -99.871 +/- 0.339 | dlogz: 54.565 > 0.109
iter: 1015 | bound: 8 | nc: 39 | ncall: 29389 | eff(%): 3.454 | loglstar: -inf < -87.527 < inf | logz: -99.783 +/- 0.339 | dlogz: 54.461 > 0.109
iter: 1016 | bound: 8 | nc: 39 | ncall: 29428 | eff(%): 3.452 | loglstar: -inf < -87.518 < inf | logz: -99.701 +/- 0.338 | dlogz: 54.363 > 0.109
iter: 1017 | bound: 8 | nc: 39 | ncall: 29467 | eff(%): 3.451 | loglstar: -inf < -87.472 < inf | logz: -99.624 +/- 0.338 | dlogz: 54.271 > 0.109
iter: 1018 | bound: 8 | nc: 39 | ncall: 29506 | eff(%): 3.450 | loglstar: -inf < -87.405 < inf | logz: -99.549 +/- 0.338 | dlogz: 54.184 > 0.109
iter: 1019 | bound: 8 | nc: 39 | ncall: 29545 | eff(%): 3.449 | loglstar: -inf < -86.826 < inf | logz: -99.451 +/- 0.338 | dlogz: 54.099 > 0.109
iter: 1020 | bound: 8 | nc: 39 | ncall: 29584 | eff(%): 3.448 | loglstar: -inf < -86.536 < inf | logz: -99.321 +/- 0.338 | dlogz: 53.991 > 0.109
iter: 1021 | bound: 8 | nc: 39 | ncall: 29623 | eff(%): 3.447 | loglstar: -inf < -86.504 < inf | logz: -99.190 +/- 0.339 | dlogz: 53.851 > 0.109
iter: 1022 | bound: 8 | nc: 39 | ncall: 29662 | eff(%): 3.445 | loglstar: -inf < -86.335 < inf | logz: -99.063 +/- 0.339 | dlogz: 53.710 > 0.109
iter: 1023 | bound: 8 | nc: 39 | ncall: 29701 | eff(%): 3.444 | loglstar: -inf < -85.967 < inf | logz: -98.918 +/- 0.339 | dlogz: 53.573 > 0.109
iter: 1024 | bound: 8 | nc: 39 | ncall: 29740 | eff(%): 3.443 | loglstar: -inf < -85.817 < inf | logz: -98.761 +/- 0.340 | dlogz: 53.418 > 0.109
iter: 1025 | bound: 8 | nc: 39 | ncall: 29779 | eff(%): 3.442 | loglstar: -inf < -85.741 < inf | logz: -98.611 +/- 0.341 | dlogz: 53.251 > 0.109
iter: 1026 | bound: 8 | nc: 39 | ncall: 29818 | eff(%): 3.441 | loglstar: -inf < -85.683 < inf | logz: -98.474 +/- 0.341 | dlogz: 53.091 > 0.109
iter: 1027 | bound: 8 | nc: 39 | ncall: 29857 | eff(%): 3.440 | loglstar: -inf < -85.524 < inf | logz: -98.341 +/- 0.341 | dlogz: 52.944 > 0.109
iter: 1028 | bound: 8 | nc: 39 | ncall: 29896 | eff(%): 3.439 | loglstar: -inf < -85.309 < inf | logz: -98.203 +/- 0.342 | dlogz: 52.802 > 0.109
iter: 1029 | bound: 8 | nc: 39 | ncall: 29935 | eff(%): 3.437 | loglstar: -inf < -85.025 < inf | logz: -98.050 +/- 0.342 | dlogz: 52.653 > 0.109
iter: 1030 | bound: 8 | nc: 39 | ncall: 29974 | eff(%): 3.436 | loglstar: -inf < -84.655 < inf | logz: -97.871 +/- 0.343 | dlogz: 52.490 > 0.109
iter: 1031 | bound: 8 | nc: 39 | ncall: 30013 | eff(%): 3.435 | loglstar: -inf < -84.654 < inf | logz: -97.695 +/- 0.344 | dlogz: 52.301 > 0.109
iter: 1032 | bound: 8 | nc: 39 | ncall: 30052 | eff(%): 3.434 | loglstar: -inf < -84.589 < inf | logz: -97.542 +/- 0.344 | dlogz: 52.116 > 0.109
iter: 1033 | bound: 8 | nc: 39 | ncall: 30091 | eff(%): 3.433 | loglstar: -inf < -84.558 < inf | logz: -97.405 +/- 0.344 | dlogz: 51.953 > 0.109
iter: 1034 | bound: 8 | nc: 39 | ncall: 30130 | eff(%): 3.432 | loglstar: -inf < -84.308 < inf | logz: -97.268 +/- 0.344 | dlogz: 51.806 > 0.109
iter: 1035 | bound: 8 | nc: 39 | ncall: 30169 | eff(%): 3.431 | loglstar: -inf < -84.068 < inf | logz: -97.118 +/- 0.344 | dlogz: 51.659 > 0.109
iter: 1036 | bound: 8 | nc: 39 | ncall: 30208 | eff(%): 3.430 | loglstar: -inf < -83.963 < inf | logz: -96.966 +/- 0.344 | dlogz: 51.499 > 0.109
iter: 1037 | bound: 8 | nc: 39 | ncall: 30247 | eff(%): 3.428 | loglstar: -inf < -83.717 < inf | logz: -96.812 +/- 0.345 | dlogz: 51.337 > 0.109
iter: 1038 | bound: 8 | nc: 39 | ncall: 30286 | eff(%): 3.427 | loglstar: -inf < -83.539 < inf | logz: -96.652 +/- 0.345 | dlogz: 51.173 > 0.109
iter: 1039 | bound: 8 | nc: 39 | ncall: 30325 | eff(%): 3.426 | loglstar: -inf < -83.379 < inf | logz: -96.491 +/- 0.345 | dlogz: 51.003 > 0.109
iter: 1040 | bound: 8 | nc: 39 | ncall: 30364 | eff(%): 3.425 | loglstar: -inf < -83.235 < inf | logz: -96.334 +/- 0.346 | dlogz: 50.833 > 0.109
iter: 1041 | bound: 8 | nc: 39 | ncall: 30403 | eff(%): 3.424 | loglstar: -inf < -83.038 < inf | logz: -96.176 +/- 0.346 | dlogz: 50.665 > 0.109
iter: 1042 | bound: 8 | nc: 39 | ncall: 30442 | eff(%): 3.423 | loglstar: -inf < -83.033 < inf | logz: -96.028 +/- 0.346 | dlogz: 50.497 > 0.109
iter: 1043 | bound: 8 | nc: 39 | ncall: 30481 | eff(%): 3.422 | loglstar: -inf < -83.002 < inf | logz: -95.898 +/- 0.346 | dlogz: 50.339 > 0.109
iter: 1044 | bound: 8 | nc: 39 | ncall: 30520 | eff(%): 3.421 | loglstar: -inf < -82.887 < inf | logz: -95.776 +/- 0.345 | dlogz: 50.199 > 0.109
iter: 1045 | bound: 8 | nc: 39 | ncall: 30559 | eff(%): 3.420 | loglstar: -inf < -82.885 < inf | logz: -95.662 +/- 0.345 | dlogz: 50.067 > 0.109
iter: 1046 | bound: 8 | nc: 39 | ncall: 30598 | eff(%): 3.419 | loglstar: -inf < -82.687 < inf | logz: -95.550 +/- 0.345 | dlogz: 49.943 > 0.109
iter: 1047 | bound: 8 | nc: 39 | ncall: 30637 | eff(%): 3.417 | loglstar: -inf < -82.330 < inf | logz: -95.419 +/- 0.345 | dlogz: 49.821 > 0.109
iter: 1048 | bound: 8 | nc: 39 | ncall: 30676 | eff(%): 3.416 | loglstar: -inf < -82.318 < inf | logz: -95.285 +/- 0.345 | dlogz: 49.681 > 0.109
iter: 1049 | bound: 8 | nc: 39 | ncall: 30715 | eff(%): 3.415 | loglstar: -inf < -82.198 < inf | logz: -95.160 +/- 0.345 | dlogz: 49.536 > 0.109
iter: 1050 | bound: 8 | nc: 39 | ncall: 30754 | eff(%): 3.414 | loglstar: -inf < -82.028 < inf | logz: -95.034 +/- 0.345 | dlogz: 49.402 > 0.109
iter: 1051 | bound: 8 | nc: 39 | ncall: 30793 | eff(%): 3.413 | loglstar: -inf < -81.869 < inf | logz: -94.904 +/- 0.345 | dlogz: 49.265 > 0.109
iter: 1052 | bound: 8 | nc: 39 | ncall: 30832 | eff(%): 3.412 | loglstar: -inf < -81.337 < inf | logz: -94.742 +/- 0.346 | dlogz: 49.126 > 0.109
iter: 1053 | bound: 8 | nc: 39 | ncall: 30871 | eff(%): 3.411 | loglstar: -inf < -81.248 < inf | logz: -94.564 +/- 0.347 | dlogz: 48.954 > 0.109
iter: 1054 | bound: 8 | nc: 39 | ncall: 30910 | eff(%): 3.410 | loglstar: -inf < -80.971 < inf | logz: -94.385 +/- 0.347 | dlogz: 48.766 > 0.109
iter: 1055 | bound: 8 | nc: 39 | ncall: 30949 | eff(%): 3.409 | loglstar: -inf < -80.911 < inf | logz: -94.211 +/- 0.348 | dlogz: 48.577 > 0.109
iter: 1056 | bound: 8 | nc: 39 | ncall: 30988 | eff(%): 3.408 | loglstar: -inf < -80.622 < inf | logz: -94.037 +/- 0.348 | dlogz: 48.393 > 0.109
iter: 1057 | bound: 8 | nc: 39 | ncall: 31027 | eff(%): 3.407 | loglstar: -inf < -80.594 < inf | logz: -93.869 +/- 0.349 | dlogz: 48.209 > 0.109
iter: 1058 | bound: 8 | nc: 39 | ncall: 31066 | eff(%): 3.406 | loglstar: -inf < -80.322 < inf | logz: -93.703 +/- 0.349 | dlogz: 48.031 > 0.109
iter: 1059 | bound: 8 | nc: 39 | ncall: 31105 | eff(%): 3.405 | loglstar: -inf < -80.304 < inf | logz: -93.544 +/- 0.349 | dlogz: 47.855 > 0.109
iter: 1060 | bound: 8 | nc: 39 | ncall: 31144 | eff(%): 3.404 | loglstar: -inf < -80.291 < inf | logz: -93.405 +/- 0.349 | dlogz: 47.686 > 0.109
iter: 1061 | bound: 8 | nc: 39 | ncall: 31183 | eff(%): 3.402 | loglstar: -inf < -80.261 < inf | logz: -93.283 +/- 0.349 | dlogz: 47.538 > 0.109
iter: 1062 | bound: 8 | nc: 39 | ncall: 31222 | eff(%): 3.401 | loglstar: -inf < -80.082 < inf | logz: -93.163 +/- 0.348 | dlogz: 47.405 > 0.109
iter: 1063 | bound: 8 | nc: 39 | ncall: 31261 | eff(%): 3.400 | loglstar: -inf < -80.077 < inf | logz: -93.047 +/- 0.348 | dlogz: 47.275 > 0.109
iter: 1064 | bound: 8 | nc: 39 | ncall: 31300 | eff(%): 3.399 | loglstar: -inf < -79.531 < inf | logz: -92.910 +/- 0.348 | dlogz: 47.150 > 0.109
iter: 1065 | bound: 8 | nc: 39 | ncall: 31339 | eff(%): 3.398 | loglstar: -inf < -79.289 < inf | logz: -92.742 +/- 0.349 | dlogz: 47.002 > 0.109
iter: 1066 | bound: 8 | nc: 39 | ncall: 31378 | eff(%): 3.397 | loglstar: -inf < -79.162 < inf | logz: -92.573 +/- 0.349 | dlogz: 46.824 > 0.109
iter: 1067 | bound: 8 | nc: 39 | ncall: 31417 | eff(%): 3.396 | loglstar: -inf < -79.018 < inf | logz: -92.411 +/- 0.349 | dlogz: 46.646 > 0.109
iter: 1068 | bound: 8 | nc: 39 | ncall: 31456 | eff(%): 3.395 | loglstar: -inf < -78.935 < inf | logz: -92.258 +/- 0.350 | dlogz: 46.474 > 0.109
iter: 1069 | bound: 8 | nc: 39 | ncall: 31495 | eff(%): 3.394 | loglstar: -inf < -78.714 < inf | logz: -92.106 +/- 0.350 | dlogz: 46.311 > 0.109
iter: 1070 | bound: 8 | nc: 39 | ncall: 31534 | eff(%): 3.393 | loglstar: -inf < -78.710 < inf | logz: -91.961 +/- 0.350 | dlogz: 46.148 > 0.109
iter: 1071 | bound: 8 | nc: 39 | ncall: 31573 | eff(%): 3.392 | loglstar: -inf < -78.685 < inf | logz: -91.834 +/- 0.350 | dlogz: 45.994 > 0.109
iter: 1072 | bound: 8 | nc: 39 | ncall: 31612 | eff(%): 3.391 | loglstar: -inf < -78.612 < inf | logz: -91.717 +/- 0.349 | dlogz: 45.857 > 0.109
iter: 1073 | bound: 8 | nc: 39 | ncall: 31651 | eff(%): 3.390 | loglstar: -inf < -78.526 < inf | logz: -91.606 +/- 0.349 | dlogz: 45.730 > 0.109
iter: 1074 | bound: 8 | nc: 39 | ncall: 31690 | eff(%): 3.389 | loglstar: -inf < -78.508 < inf | logz: -91.501 +/- 0.349 | dlogz: 45.608 > 0.109
iter: 1075 | bound: 8 | nc: 39 | ncall: 31729 | eff(%): 3.388 | loglstar: -inf < -78.358 < inf | logz: -91.399 +/- 0.348 | dlogz: 48.144 > 0.109
iter: 1076 | bound: 8 | nc: 39 | ncall: 31768 | eff(%): 3.387 | loglstar: -inf < -78.099 < inf | logz: -91.288 +/- 0.348 | dlogz: 48.032 > 0.109
iter: 1077 | bound: 8 | nc: 39 | ncall: 31807 | eff(%): 3.386 | loglstar: -inf < -78.075 < inf | logz: -91.175 +/- 0.348 | dlogz: 47.911 > 0.109
iter: 1078 | bound: 8 | nc: 39 | ncall: 31846 | eff(%): 3.385 | loglstar: -inf < -78.058 < inf | logz: -91.072 +/- 0.348 | dlogz: 47.788 > 0.109
iter: 1079 | bound: 8 | nc: 39 | ncall: 31885 | eff(%): 3.384 | loglstar: -inf < -78.002 < inf | logz: -90.977 +/- 0.348 | dlogz: 47.675 > 0.109
iter: 1080 | bound: 8 | nc: 39 | ncall: 31924 | eff(%): 3.383 | loglstar: -inf < -77.652 < inf | logz: -90.870 +/- 0.348 | dlogz: 47.570 > 0.109
iter: 1081 | bound: 8 | nc: 39 | ncall: 31963 | eff(%): 3.382 | loglstar: -inf < -77.350 < inf | logz: -90.741 +/- 0.348 | dlogz: 47.454 > 0.109
iter: 1082 | bound: 8 | nc: 39 | ncall: 32002 | eff(%): 3.381 | loglstar: -inf < -77.125 < inf | logz: -90.597 +/- 0.348 | dlogz: 47.315 > 0.109
iter: 1083 | bound: 8 | nc: 39 | ncall: 32041 | eff(%): 3.380 | loglstar: -inf < -76.846 < inf | logz: -90.439 +/- 0.349 | dlogz: 47.160 > 0.109
iter: 1084 | bound: 8 | nc: 39 | ncall: 32080 | eff(%): 3.379 | loglstar: -inf < -76.447 < inf | logz: -90.252 +/- 0.350 | dlogz: 46.992 > 0.109
iter: 1085 | bound: 8 | nc: 39 | ncall: 32119 | eff(%): 3.378 | loglstar: -inf < -76.358 < inf | logz: -90.060 +/- 0.351 | dlogz: 46.795 > 0.109
iter: 1086 | bound: 8 | nc: 39 | ncall: 32158 | eff(%): 3.377 | loglstar: -inf < -76.318 < inf | logz: -89.891 +/- 0.352 | dlogz: 46.593 > 0.109
iter: 1087 | bound: 8 | nc: 39 | ncall: 32197 | eff(%): 3.376 | loglstar: -inf < -76.221 < inf | logz: -89.738 +/- 0.352 | dlogz: 46.414 > 0.109
iter: 1088 | bound: 8 | nc: 39 | ncall: 32236 | eff(%): 3.375 | loglstar: -inf < -76.051 < inf | logz: -89.589 +/- 0.352 | dlogz: 46.251 > 0.109
iter: 1089 | bound: 8 | nc: 39 | ncall: 32275 | eff(%): 3.374 | loglstar: -inf < -76.022 < inf | logz: -89.448 +/- 0.352 | dlogz: 46.092 > 0.109
iter: 1090 | bound: 8 | nc: 39 | ncall: 32314 | eff(%): 3.373 | loglstar: -inf < -75.879 < inf | logz: -89.316 +/- 0.352 | dlogz: 45.942 > 0.109
iter: 1091 | bound: 8 | nc: 39 | ncall: 32353 | eff(%): 3.372 | loglstar: -inf < -75.566 < inf | logz: -89.171 +/- 0.352 | dlogz: 45.799 > 0.109
iter: 1092 | bound: 8 | nc: 39 | ncall: 32392 | eff(%): 3.371 | loglstar: -inf < -75.506 < inf | logz: -89.023 +/- 0.352 | dlogz: 45.644 > 0.109
iter: 1093 | bound: 8 | nc: 39 | ncall: 32431 | eff(%): 3.370 | loglstar: -inf < -75.494 < inf | logz: -88.891 +/- 0.352 | dlogz: 45.487 > 0.109
iter: 1094 | bound: 8 | nc: 39 | ncall: 32470 | eff(%): 3.369 | loglstar: -inf < -75.409 < inf | logz: -88.770 +/- 0.352 | dlogz: 45.345 > 0.109
iter: 1095 | bound: 8 | nc: 39 | ncall: 32509 | eff(%): 3.368 | loglstar: -inf < -75.328 < inf | logz: -88.655 +/- 0.352 | dlogz: 45.214 > 0.109
iter: 1096 | bound: 9 | nc: 39 | ncall: 32548 | eff(%): 3.367 | loglstar: -inf < -75.180 < inf | logz: -88.540 +/- 0.352 | dlogz: 45.089 > 0.109
iter: 1097 | bound: 9 | nc: 39 | ncall: 32587 | eff(%): 3.366 | loglstar: -inf < -74.909 < inf | logz: -88.416 +/- 0.352 | dlogz: 44.964 > 0.109
iter: 1098 | bound: 9 | nc: 39 | ncall: 32626 | eff(%): 3.365 | loglstar: -inf < -74.902 < inf | logz: -88.291 +/- 0.352 | dlogz: 44.830 > 0.109
iter: 1099 | bound: 9 | nc: 39 | ncall: 32665 | eff(%): 3.364 | loglstar: -inf < -74.851 < inf | logz: -88.179 +/- 0.352 | dlogz: 44.695 > 0.109
iter: 1100 | bound: 9 | nc: 39 | ncall: 32704 | eff(%): 3.364 | loglstar: -inf < -74.767 < inf | logz: -88.072 +/- 0.351 | dlogz: 44.573 > 0.109
iter: 1101 | bound: 9 | nc: 39 | ncall: 32743 | eff(%): 3.363 | loglstar: -inf < -74.714 < inf | logz: -87.970 +/- 0.351 | dlogz: 44.456 > 0.109
iter: 1102 | bound: 9 | nc: 39 | ncall: 32782 | eff(%): 3.362 | loglstar: -inf < -74.551 < inf | logz: -87.868 +/- 0.351 | dlogz: 44.344 > 0.109
iter: 1103 | bound: 9 | nc: 39 | ncall: 32821 | eff(%): 3.361 | loglstar: -inf < -74.539 < inf | logz: -87.769 +/- 0.351 | dlogz: 44.232 > 0.109
iter: 1104 | bound: 9 | nc: 39 | ncall: 32860 | eff(%): 3.360 | loglstar: -inf < -74.519 < inf | logz: -87.678 +/- 0.351 | dlogz: 44.123 > 0.109
iter: 1105 | bound: 9 | nc: 39 | ncall: 32899 | eff(%): 3.359 | loglstar: -inf < -74.513 < inf | logz: -87.594 +/- 0.350 | dlogz: 44.022 > 0.109
iter: 1106 | bound: 9 | nc: 39 | ncall: 32938 | eff(%): 3.358 | loglstar: -inf < -74.468 < inf | logz: -87.516 +/- 0.350 | dlogz: 43.929 > 0.109
iter: 1107 | bound: 9 | nc: 39 | ncall: 32977 | eff(%): 3.357 | loglstar: -inf < -74.309 < inf | logz: -87.437 +/- 0.350 | dlogz: 43.840 > 0.109
iter: 1108 | bound: 9 | nc: 39 | ncall: 33016 | eff(%): 3.356 | loglstar: -inf < -73.898 < inf | logz: -87.339 +/- 0.350 | dlogz: 43.751 > 0.109
iter: 1109 | bound: 9 | nc: 39 | ncall: 33055 | eff(%): 3.355 | loglstar: -inf < -73.833 < inf | logz: -87.231 +/- 0.350 | dlogz: 43.644 > 0.109
iter: 1110 | bound: 9 | nc: 39 | ncall: 33094 | eff(%): 3.354 | loglstar: -inf < -73.376 < inf | logz: -87.104 +/- 0.350 | dlogz: 43.525 > 0.109
iter: 1111 | bound: 9 | nc: 39 | ncall: 33133 | eff(%): 3.353 | loglstar: -inf < -73.231 < inf | logz: -86.959 +/- 0.351 | dlogz: 43.388 > 0.109
iter: 1112 | bound: 9 | nc: 39 | ncall: 33172 | eff(%): 3.352 | loglstar: -inf < -73.214 < inf | logz: -86.824 +/- 0.352 | dlogz: 43.234 > 0.109
iter: 1113 | bound: 9 | nc: 39 | ncall: 33211 | eff(%): 3.351 | loglstar: -inf < -73.095 < inf | logz: -86.699 +/- 0.352 | dlogz: 43.089 > 0.109
iter: 1114 | bound: 9 | nc: 39 | ncall: 33250 | eff(%): 3.350 | loglstar: -inf < -73.093 < inf | logz: -86.582 +/- 0.352 | dlogz: 42.953 > 0.109
iter: 1115 | bound: 9 | nc: 39 | ncall: 33289 | eff(%): 3.349 | loglstar: -inf < -72.513 < inf | logz: -86.440 +/- 0.353 | dlogz: 42.827 > 0.109
iter: 1116 | bound: 9 | nc: 39 | ncall: 33328 | eff(%): 3.349 | loglstar: -inf < -72.292 < inf | logz: -86.267 +/- 0.354 | dlogz: 42.675 > 0.109
iter: 1117 | bound: 9 | nc: 39 | ncall: 33367 | eff(%): 3.348 | loglstar: -inf < -71.976 < inf | logz: -86.079 +/- 0.355 | dlogz: 42.492 > 0.109
iter: 1118 | bound: 9 | nc: 39 | ncall: 33406 | eff(%): 3.347 | loglstar: -inf < -71.922 < inf | logz: -85.896 +/- 0.356 | dlogz: 42.294 > 0.109
iter: 1119 | bound: 9 | nc: 39 | ncall: 33445 | eff(%): 3.346 | loglstar: -inf < -71.919 < inf | logz: -85.738 +/- 0.356 | dlogz: 42.101 > 0.109
iter: 1120 | bound: 9 | nc: 39 | ncall: 33484 | eff(%): 3.345 | loglstar: -inf < -71.814 < inf | logz: -85.596 +/- 0.356 | dlogz: 41.933 > 0.109
iter: 1121 | bound: 9 | nc: 39 | ncall: 33523 | eff(%): 3.344 | loglstar: -inf < -71.796 < inf | logz: -85.465 +/- 0.356 | dlogz: 41.781 > 0.109
iter: 1122 | bound: 9 | nc: 39 | ncall: 33562 | eff(%): 3.343 | loglstar: -inf < -71.577 < inf | logz: -85.337 +/- 0.356 | dlogz: 41.640 > 0.109
iter: 1123 | bound: 9 | nc: 39 | ncall: 33601 | eff(%): 3.342 | loglstar: -inf < -71.469 < inf | logz: -85.206 +/- 0.356 | dlogz: 41.502 > 0.109
iter: 1124 | bound: 9 | nc: 39 | ncall: 33640 | eff(%): 3.341 | loglstar: -inf < -71.418 < inf | logz: -85.082 +/- 0.356 | dlogz: 41.361 > 0.109
iter: 1125 | bound: 9 | nc: 39 | ncall: 33679 | eff(%): 3.340 | loglstar: -inf < -71.396 < inf | logz: -84.970 +/- 0.356 | dlogz: 41.228 > 0.109
iter: 1126 | bound: 9 | nc: 39 | ncall: 33718 | eff(%): 3.339 | loglstar: -inf < -71.344 < inf | logz: -84.866 +/- 0.355 | dlogz: 41.105 > 0.109
iter: 1127 | bound: 9 | nc: 39 | ncall: 33757 | eff(%): 3.339 | loglstar: -inf < -71.147 < inf | logz: -84.760 +/- 0.355 | dlogz: 40.991 > 0.109
iter: 1128 | bound: 9 | nc: 39 | ncall: 33796 | eff(%): 3.338 | loglstar: -inf < -70.706 < inf | logz: -84.630 +/- 0.355 | dlogz: 40.876 > 0.109
iter: 1129 | bound: 9 | nc: 39 | ncall: 33835 | eff(%): 3.337 | loglstar: -inf < -70.501 < inf | logz: -84.478 +/- 0.356 | dlogz: 40.736 > 0.109
iter: 1130 | bound: 9 | nc: 39 | ncall: 33874 | eff(%): 3.336 | loglstar: -inf < -70.470 < inf | logz: -84.334 +/- 0.356 | dlogz: 40.574 > 0.109
iter: 1131 | bound: 9 | nc: 39 | ncall: 33913 | eff(%): 3.335 | loglstar: -inf < -70.296 < inf | logz: -84.195 +/- 0.357 | dlogz: 40.419 > 0.109
iter: 1132 | bound: 9 | nc: 39 | ncall: 33952 | eff(%): 3.334 | loglstar: -inf < -70.281 < inf | logz: -84.064 +/- 0.357 | dlogz: 40.271 > 0.109
iter: 1133 | bound: 9 | nc: 39 | ncall: 33991 | eff(%): 3.333 | loglstar: -inf < -70.186 < inf | logz: -83.943 +/- 0.357 | dlogz: 40.130 > 0.109
iter: 1134 | bound: 9 | nc: 39 | ncall: 34030 | eff(%): 3.332 | loglstar: -inf < -70.126 < inf | logz: -83.828 +/- 0.356 | dlogz: 39.999 > 0.109
iter: 1135 | bound: 9 | nc: 39 | ncall: 34069 | eff(%): 3.331 | loglstar: -inf < -70.105 < inf | logz: -83.722 +/- 0.356 | dlogz: 39.874 > 0.109
iter: 1136 | bound: 9 | nc: 39 | ncall: 34108 | eff(%): 3.331 | loglstar: -inf < -70.009 < inf | logz: -83.621 +/- 0.356 | dlogz: 39.757 > 0.109
iter: 1137 | bound: 9 | nc: 39 | ncall: 34147 | eff(%): 3.330 | loglstar: -inf < -69.973 < inf | logz: -83.525 +/- 0.356 | dlogz: 39.647 > 0.109
iter: 1138 | bound: 9 | nc: 39 | ncall: 34186 | eff(%): 3.329 | loglstar: -inf < -69.894 < inf | logz: -83.433 +/- 0.356 | dlogz: 39.541 > 0.109
iter: 1139 | bound: 9 | nc: 39 | ncall: 34225 | eff(%): 3.328 | loglstar: -inf < -69.889 < inf | logz: -83.346 +/- 0.355 | dlogz: 39.439 > 0.109
iter: 1140 | bound: 9 | nc: 39 | ncall: 34264 | eff(%): 3.327 | loglstar: -inf < -69.845 < inf | logz: -83.265 +/- 0.355 | dlogz: 39.342 > 0.109
iter: 1141 | bound: 9 | nc: 39 | ncall: 34303 | eff(%): 3.326 | loglstar: -inf < -69.589 < inf | logz: -83.178 +/- 0.355 | dlogz: 39.251 > 0.109
iter: 1142 | bound: 9 | nc: 39 | ncall: 34342 | eff(%): 3.325 | loglstar: -inf < -69.587 < inf | logz: -83.090 +/- 0.355 | dlogz: 39.154 > 0.109
iter: 1143 | bound: 9 | nc: 39 | ncall: 34381 | eff(%): 3.325 | loglstar: -inf < -69.460 < inf | logz: -83.004 +/- 0.355 | dlogz: 39.056 > 0.109
iter: 1144 | bound: 9 | nc: 39 | ncall: 34420 | eff(%): 3.324 | loglstar: -inf < -69.368 < inf | logz: -82.917 +/- 0.354 | dlogz: 38.960 > 0.109
iter: 1145 | bound: 9 | nc: 39 | ncall: 34459 | eff(%): 3.323 | loglstar: -inf < -69.161 < inf | logz: -82.825 +/- 0.354 | dlogz: 38.863 > 0.109
iter: 1146 | bound: 9 | nc: 39 | ncall: 34498 | eff(%): 3.322 | loglstar: -inf < -69.134 < inf | logz: -82.733 +/- 0.354 | dlogz: 38.762 > 0.109
iter: 1147 | bound: 9 | nc: 39 | ncall: 34537 | eff(%): 3.321 | loglstar: -inf < -68.911 < inf | logz: -82.638 +/- 0.354 | dlogz: 38.659 > 0.109
iter: 1148 | bound: 9 | nc: 39 | ncall: 34576 | eff(%): 3.320 | loglstar: -inf < -68.729 < inf | logz: -82.533 +/- 0.355 | dlogz: 38.554 > 0.109
iter: 1149 | bound: 9 | nc: 39 | ncall: 34615 | eff(%): 3.319 | loglstar: -inf < -68.716 < inf | logz: -82.431 +/- 0.355 | dlogz: 38.440 > 0.109
iter: 1150 | bound: 9 | nc: 39 | ncall: 34654 | eff(%): 3.319 | loglstar: -inf < -68.638 < inf | logz: -82.335 +/- 0.355 | dlogz: 38.328 > 0.109
iter: 1151 | bound: 9 | nc: 39 | ncall: 34693 | eff(%): 3.318 | loglstar: -inf < -68.446 < inf | logz: -82.236 +/- 0.355 | dlogz: 38.222 > 0.109
iter: 1152 | bound: 9 | nc: 39 | ncall: 34732 | eff(%): 3.317 | loglstar: -inf < -68.439 < inf | logz: -82.138 +/- 0.355 | dlogz: 38.113 > 0.109
iter: 1153 | bound: 9 | nc: 39 | ncall: 34771 | eff(%): 3.316 | loglstar: -inf < -68.327 < inf | logz: -82.045 +/- 0.355 | dlogz: 38.005 > 0.109
iter: 1154 | bound: 9 | nc: 39 | ncall: 34810 | eff(%): 3.315 | loglstar: -inf < -68.278 < inf | logz: -81.954 +/- 0.355 | dlogz: 37.902 > 0.109
iter: 1155 | bound: 9 | nc: 39 | ncall: 34849 | eff(%): 3.314 | loglstar: -inf < -68.216 < inf | logz: -81.866 +/- 0.355 | dlogz: 37.801 > 0.109
iter: 1156 | bound: 9 | nc: 39 | ncall: 34888 | eff(%): 3.313 | loglstar: -inf < -68.035 < inf | logz: -81.776 +/- 0.355 | dlogz: 37.703 > 0.109
iter: 1157 | bound: 9 | nc: 39 | ncall: 34927 | eff(%): 3.313 | loglstar: -inf < -67.915 < inf | logz: -81.682 +/- 0.355 | dlogz: 37.603 > 0.109
iter: 1158 | bound: 9 | nc: 39 | ncall: 34966 | eff(%): 3.312 | loglstar: -inf < -67.824 < inf | logz: -81.588 +/- 0.355 | dlogz: 37.499 > 0.109
iter: 1159 | bound: 9 | nc: 39 | ncall: 35005 | eff(%): 3.311 | loglstar: -inf < -67.823 < inf | logz: -81.499 +/- 0.355 | dlogz: 42.921 > 0.109
iter: 1160 | bound: 9 | nc: 39 | ncall: 35044 | eff(%): 3.310 | loglstar: -inf < -67.708 < inf | logz: -81.414 +/- 0.355 | dlogz: 42.822 > 0.109
iter: 1161 | bound: 9 | nc: 39 | ncall: 35083 | eff(%): 3.309 | loglstar: -inf < -67.627 < inf | logz: -81.328 +/- 0.355 | dlogz: 42.726 > 0.109
iter: 1162 | bound: 9 | nc: 39 | ncall: 35122 | eff(%): 3.308 | loglstar: -inf < -67.413 < inf | logz: -81.237 +/- 0.355 | dlogz: 42.630 > 0.109
iter: 1163 | bound: 9 | nc: 39 | ncall: 35161 | eff(%): 3.308 | loglstar: -inf < -67.404 < inf | logz: -81.146 +/- 0.355 | dlogz: 42.530 > 0.109
iter: 1164 | bound: 9 | nc: 39 | ncall: 35200 | eff(%): 3.307 | loglstar: -inf < -67.348 < inf | logz: -81.061 +/- 0.356 | dlogz: 42.429 > 0.109
iter: 1165 | bound: 9 | nc: 39 | ncall: 35239 | eff(%): 3.306 | loglstar: -inf < -67.094 < inf | logz: -80.970 +/- 0.356 | dlogz: 42.334 > 0.109
iter: 1166 | bound: 9 | nc: 39 | ncall: 35278 | eff(%): 3.305 | loglstar: -inf < -67.085 < inf | logz: -80.877 +/- 0.356 | dlogz: 42.233 > 0.109
iter: 1167 | bound: 9 | nc: 39 | ncall: 35317 | eff(%): 3.304 | loglstar: -inf < -67.047 < inf | logz: -80.791 +/- 0.356 | dlogz: 42.130 > 0.109
iter: 1168 | bound: 9 | nc: 39 | ncall: 35356 | eff(%): 3.304 | loglstar: -inf < -66.444 < inf | logz: -80.680 +/- 0.356 | dlogz: 42.034 > 0.109
iter: 1169 | bound: 9 | nc: 39 | ncall: 35395 | eff(%): 3.303 | loglstar: -inf < -66.188 < inf | logz: -80.536 +/- 0.357 | dlogz: 41.913 > 0.109
iter: 1170 | bound: 9 | nc: 39 | ncall: 35434 | eff(%): 3.302 | loglstar: -inf < -66.180 < inf | logz: -80.396 +/- 0.358 | dlogz: 41.759 > 0.109
iter: 1171 | bound: 9 | nc: 39 | ncall: 35473 | eff(%): 3.301 | loglstar: -inf < -65.992 < inf | logz: -80.263 +/- 0.359 | dlogz: 41.609 > 0.109
iter: 1172 | bound: 9 | nc: 39 | ncall: 35512 | eff(%): 3.300 | loglstar: -inf < -65.978 < inf | logz: -80.135 +/- 0.359 | dlogz: 41.466 > 0.109
iter: 1173 | bound: 9 | nc: 39 | ncall: 35551 | eff(%): 3.299 | loglstar: -inf < -65.795 < inf | logz: -80.011 +/- 0.360 | dlogz: 41.328 > 0.109
iter: 1174 | bound: 9 | nc: 39 | ncall: 35590 | eff(%): 3.299 | loglstar: -inf < -65.646 < inf | logz: -79.884 +/- 0.360 | dlogz: 41.194 > 0.109
iter: 1175 | bound: 9 | nc: 39 | ncall: 35629 | eff(%): 3.298 | loglstar: -inf < -65.409 < inf | logz: -79.749 +/- 0.360 | dlogz: 41.057 > 0.109
iter: 1176 | bound: 9 | nc: 39 | ncall: 35668 | eff(%): 3.297 | loglstar: -inf < -65.136 < inf | logz: -79.599 +/- 0.361 | dlogz: 40.912 > 0.109
iter: 1177 | bound: 9 | nc: 39 | ncall: 35707 | eff(%): 3.296 | loglstar: -inf < -64.902 < inf | logz: -79.436 +/- 0.362 | dlogz: 40.752 > 0.109
iter: 1178 | bound: 9 | nc: 39 | ncall: 35746 | eff(%): 3.295 | loglstar: -inf < -64.812 < inf | logz: -79.276 +/- 0.363 | dlogz: 40.579 > 0.109
iter: 1179 | bound: 9 | nc: 39 | ncall: 35785 | eff(%): 3.295 | loglstar: -inf < -64.768 < inf | logz: -79.130 +/- 0.363 | dlogz: 40.409 > 0.109
iter: 1180 | bound: 9 | nc: 39 | ncall: 35824 | eff(%): 3.294 | loglstar: -inf < -64.443 < inf | logz: -78.979 +/- 0.363 | dlogz: 40.253 > 0.109
iter: 1181 | bound: 9 | nc: 39 | ncall: 35863 | eff(%): 3.293 | loglstar: -inf < -64.429 < inf | logz: -78.828 +/- 0.364 | dlogz: 40.092 > 0.109
iter: 1182 | bound: 9 | nc: 39 | ncall: 35902 | eff(%): 3.292 | loglstar: -inf < -64.356 < inf | logz: -78.693 +/- 0.364 | dlogz: 39.932 > 0.109
iter: 1183 | bound: 9 | nc: 39 | ncall: 35941 | eff(%): 3.292 | loglstar: -inf < -64.344 < inf | logz: -78.570 +/- 0.364 | dlogz: 39.786 > 0.109
iter: 1184 | bound: 9 | nc: 39 | ncall: 35980 | eff(%): 3.291 | loglstar: -inf < -64.338 < inf | logz: -78.461 +/- 0.364 | dlogz: 39.654 > 0.109
iter: 1185 | bound: 9 | nc: 39 | ncall: 36019 | eff(%): 3.290 | loglstar: -inf < -64.335 < inf | logz: -78.363 +/- 0.363 | dlogz: 39.535 > 0.109
iter: 1186 | bound: 9 | nc: 39 | ncall: 36058 | eff(%): 3.289 | loglstar: -inf < -64.304 < inf | logz: -78.273 +/- 0.363 | dlogz: 39.427 > 0.109
iter: 1187 | bound: 9 | nc: 39 | ncall: 36097 | eff(%): 3.288 | loglstar: -inf < -64.097 < inf | logz: -78.181 +/- 0.363 | dlogz: 39.327 > 0.109
iter: 1188 | bound: 9 | nc: 39 | ncall: 36136 | eff(%): 3.288 | loglstar: -inf < -64.060 < inf | logz: -78.088 +/- 0.362 | dlogz: 39.225 > 0.109
iter: 1189 | bound: 9 | nc: 39 | ncall: 36175 | eff(%): 3.287 | loglstar: -inf < -63.728 < inf | logz: -77.986 +/- 0.362 | dlogz: 39.122 > 0.109
iter: 1190 | bound: 9 | nc: 39 | ncall: 36214 | eff(%): 3.286 | loglstar: -inf < -63.576 < inf | logz: -77.872 +/- 0.363 | dlogz: 39.010 > 0.109
iter: 1191 | bound: 9 | nc: 39 | ncall: 36253 | eff(%): 3.285 | loglstar: -inf < -63.505 < inf | logz: -77.759 +/- 0.363 | dlogz: 38.886 > 0.109
iter: 1192 | bound: 9 | nc: 39 | ncall: 36292 | eff(%): 3.284 | loglstar: -inf < -63.489 < inf | logz: -77.655 +/- 0.363 | dlogz: 38.763 > 0.109
iter: 1193 | bound: 9 | nc: 39 | ncall: 36331 | eff(%): 3.284 | loglstar: -inf < -63.445 < inf | logz: -77.558 +/- 0.362 | dlogz: 38.649 > 0.109
iter: 1194 | bound: 9 | nc: 39 | ncall: 36370 | eff(%): 3.283 | loglstar: -inf < -63.245 < inf | logz: -77.460 +/- 0.362 | dlogz: 38.542 > 0.109
iter: 1195 | bound: 9 | nc: 39 | ncall: 36409 | eff(%): 3.282 | loglstar: -inf < -62.759 < inf | logz: -77.334 +/- 0.363 | dlogz: 38.434 > 0.109
iter: 1196 | bound: 10 | nc: 39 | ncall: 36448 | eff(%): 3.281 | loglstar: -inf < -62.703 < inf | logz: -77.195 +/- 0.363 | dlogz: 38.298 > 0.109
iter: 1197 | bound: 10 | nc: 39 | ncall: 36487 | eff(%): 3.281 | loglstar: -inf < -62.626 < inf | logz: -77.067 +/- 0.364 | dlogz: 38.150 > 0.109
iter: 1198 | bound: 10 | nc: 39 | ncall: 36526 | eff(%): 3.280 | loglstar: -inf < -62.554 < inf | logz: -76.946 +/- 0.364 | dlogz: 38.011 > 0.109
iter: 1199 | bound: 10 | nc: 39 | ncall: 36565 | eff(%): 3.279 | loglstar: -inf < -62.431 < inf | logz: -76.828 +/- 0.364 | dlogz: 37.880 > 0.109
iter: 1200 | bound: 10 | nc: 39 | ncall: 36604 | eff(%): 3.278 | loglstar: -inf < -62.347 < inf | logz: -76.714 +/- 0.364 | dlogz: 37.753 > 0.109
iter: 1201 | bound: 10 | nc: 39 | ncall: 36643 | eff(%): 3.278 | loglstar: -inf < -62.276 < inf | logz: -76.604 +/- 0.364 | dlogz: 37.628 > 0.109
iter: 1202 | bound: 10 | nc: 39 | ncall: 36682 | eff(%): 3.277 | loglstar: -inf < -62.094 < inf | logz: -76.493 +/- 0.364 | dlogz: 37.509 > 0.109
iter: 1203 | bound: 10 | nc: 39 | ncall: 36721 | eff(%): 3.276 | loglstar: -inf < -62.038 < inf | logz: -76.383 +/- 0.364 | dlogz: 37.388 > 0.109
iter: 1204 | bound: 10 | nc: 39 | ncall: 36760 | eff(%): 3.275 | loglstar: -inf < -61.762 < inf | logz: -76.267 +/- 0.364 | dlogz: 37.268 > 0.109
iter: 1205 | bound: 10 | nc: 39 | ncall: 36799 | eff(%): 3.275 | loglstar: -inf < -61.713 < inf | logz: -76.148 +/- 0.364 | dlogz: 37.142 > 0.109
iter: 1206 | bound: 10 | nc: 39 | ncall: 36838 | eff(%): 3.274 | loglstar: -inf < -61.602 < inf | logz: -76.034 +/- 0.365 | dlogz: 37.013 > 0.109
iter: 1207 | bound: 10 | nc: 39 | ncall: 36877 | eff(%): 3.273 | loglstar: -inf < -61.581 < inf | logz: -75.927 +/- 0.365 | dlogz: 36.889 > 0.109
iter: 1208 | bound: 10 | nc: 39 | ncall: 36916 | eff(%): 3.272 | loglstar: -inf < -61.532 < inf | logz: -75.827 +/- 0.365 | dlogz: 36.771 > 0.109
iter: 1209 | bound: 10 | nc: 39 | ncall: 36955 | eff(%): 3.272 | loglstar: -inf < -61.492 < inf | logz: -75.734 +/- 0.364 | dlogz: 36.662 > 0.109
iter: 1210 | bound: 10 | nc: 39 | ncall: 36994 | eff(%): 3.271 | loglstar: -inf < -61.446 < inf | logz: -75.645 +/- 0.364 | dlogz: 36.558 > 0.109
iter: 1211 | bound: 10 | nc: 39 | ncall: 37033 | eff(%): 3.270 | loglstar: -inf < -61.431 < inf | logz: -75.563 +/- 0.364 | dlogz: 36.460 > 0.109
iter: 1212 | bound: 10 | nc: 39 | ncall: 37072 | eff(%): 3.269 | loglstar: -inf < -61.326 < inf | logz: -75.482 +/- 0.364 | dlogz: 36.368 > 0.109
iter: 1213 | bound: 10 | nc: 39 | ncall: 37111 | eff(%): 3.269 | loglstar: -inf < -61.260 < inf | logz: -75.402 +/- 0.364 | dlogz: 36.277 > 0.109
iter: 1214 | bound: 10 | nc: 39 | ncall: 37150 | eff(%): 3.268 | loglstar: -inf < -61.228 < inf | logz: -75.326 +/- 0.364 | dlogz: 36.188 > 0.109
iter: 1215 | bound: 10 | nc: 39 | ncall: 37189 | eff(%): 3.267 | loglstar: -inf < -60.891 < inf | logz: -75.240 +/- 0.363 | dlogz: 36.101 > 0.109
iter: 1216 | bound: 10 | nc: 39 | ncall: 37228 | eff(%): 3.266 | loglstar: -inf < -60.668 < inf | logz: -75.139 +/- 0.364 | dlogz: 36.005 > 0.109
iter: 1217 | bound: 10 | nc: 39 | ncall: 37267 | eff(%): 3.266 | loglstar: -inf < -60.535 < inf | logz: -75.032 +/- 0.364 | dlogz: 35.894 > 0.109
iter: 1218 | bound: 10 | nc: 39 | ncall: 37306 | eff(%): 3.265 | loglstar: -inf < -60.526 < inf | logz: -74.929 +/- 0.364 | dlogz: 35.777 > 0.109
iter: 1219 | bound: 10 | nc: 39 | ncall: 37345 | eff(%): 3.264 | loglstar: -inf < -60.158 < inf | logz: -74.817 +/- 0.364 | dlogz: 35.664 > 0.109
iter: 1220 | bound: 10 | nc: 39 | ncall: 37384 | eff(%): 3.263 | loglstar: -inf < -60.086 < inf | logz: -74.696 +/- 0.365 | dlogz: 35.543 > 0.109
iter: 1221 | bound: 10 | nc: 39 | ncall: 37423 | eff(%): 3.263 | loglstar: -inf < -60.068 < inf | logz: -74.585 +/- 0.365 | dlogz: 35.412 > 0.109
iter: 1222 | bound: 10 | nc: 39 | ncall: 37462 | eff(%): 3.262 | loglstar: -inf < -60.011 < inf | logz: -74.482 +/- 0.365 | dlogz: 35.290 > 0.109
iter: 1223 | bound: 10 | nc: 39 | ncall: 37501 | eff(%): 3.261 | loglstar: -inf < -59.900 < inf | logz: -74.382 +/- 0.365 | dlogz: 35.177 > 0.109
iter: 1224 | bound: 10 | nc: 39 | ncall: 37540 | eff(%): 3.261 | loglstar: -inf < -59.736 < inf | logz: -74.278 +/- 0.365 | dlogz: 35.067 > 0.109
iter: 1225 | bound: 10 | nc: 39 | ncall: 37579 | eff(%): 3.260 | loglstar: -inf < -59.722 < inf | logz: -74.178 +/- 0.365 | dlogz: 34.954 > 0.109
iter: 1226 | bound: 10 | nc: 39 | ncall: 37618 | eff(%): 3.259 | loglstar: -inf < -59.646 < inf | logz: -74.084 +/- 0.366 | dlogz: 34.844 > 0.109
iter: 1227 | bound: 10 | nc: 39 | ncall: 37657 | eff(%): 3.258 | loglstar: -inf < -59.374 < inf | logz: -73.982 +/- 0.366 | dlogz: 34.739 > 0.109
iter: 1228 | bound: 10 | nc: 39 | ncall: 37696 | eff(%): 3.258 | loglstar: -inf < -59.319 < inf | logz: -73.876 +/- 0.366 | dlogz: 34.628 > 0.109
iter: 1229 | bound: 10 | nc: 39 | ncall: 37735 | eff(%): 3.257 | loglstar: -inf < -59.194 < inf | logz: -73.772 +/- 0.366 | dlogz: 34.512 > 0.109
iter: 1230 | bound: 10 | nc: 39 | ncall: 37774 | eff(%): 3.256 | loglstar: -inf < -59.156 < inf | logz: -73.672 +/- 0.366 | dlogz: 34.398 > 0.109
iter: 1231 | bound: 10 | nc: 39 | ncall: 37813 | eff(%): 3.255 | loglstar: -inf < -58.859 < inf | logz: -73.565 +/- 0.366 | dlogz: 34.288 > 0.109
iter: 1232 | bound: 10 | nc: 39 | ncall: 37852 | eff(%): 3.255 | loglstar: -inf < -58.542 < inf | logz: -73.437 +/- 0.367 | dlogz: 34.171 > 0.109
iter: 1233 | bound: 10 | nc: 39 | ncall: 37891 | eff(%): 3.254 | loglstar: -inf < -58.344 < inf | logz: -73.294 +/- 0.368 | dlogz: 34.033 > 0.109
iter: 1234 | bound: 10 | nc: 39 | ncall: 37930 | eff(%): 3.253 | loglstar: -inf < -58.097 < inf | logz: -73.142 +/- 0.368 | dlogz: 33.880 > 0.109
iter: 1235 | bound: 10 | nc: 39 | ncall: 37969 | eff(%): 3.253 | loglstar: -inf < -57.949 < inf | logz: -72.985 +/- 0.369 | dlogz: 33.718 > 0.109
iter: 1236 | bound: 10 | nc: 39 | ncall: 38008 | eff(%): 3.252 | loglstar: -inf < -57.895 < inf | logz: -72.838 +/- 0.370 | dlogz: 33.552 > 0.109
iter: 1237 | bound: 10 | nc: 39 | ncall: 38047 | eff(%): 3.251 | loglstar: -inf < -57.809 < inf | logz: -72.703 +/- 0.370 | dlogz: 33.395 > 0.109
iter: 1238 | bound: 10 | nc: 39 | ncall: 38086 | eff(%): 3.251 | loglstar: -inf < -57.720 < inf | logz: -72.574 +/- 0.370 | dlogz: 33.249 > 0.109
iter: 1239 | bound: 10 | nc: 39 | ncall: 38125 | eff(%): 3.250 | loglstar: -inf < -57.715 < inf | logz: -72.456 +/- 0.370 | dlogz: 33.111 > 0.109
iter: 1240 | bound: 10 | nc: 39 | ncall: 38164 | eff(%): 3.249 | loglstar: -inf < -57.702 < inf | logz: -72.351 +/- 0.370 | dlogz: 32.983 > 0.109
iter: 1241 | bound: 10 | nc: 39 | ncall: 38203 | eff(%): 3.248 | loglstar: -inf < -57.121 < inf | logz: -72.221 +/- 0.370 | dlogz: 32.867 > 0.109
iter: 1242 | bound: 10 | nc: 39 | ncall: 38242 | eff(%): 3.248 | loglstar: -inf < -57.051 < inf | logz: -72.072 +/- 0.371 | dlogz: 32.728 > 0.109
iter: 1243 | bound: 10 | nc: 39 | ncall: 38281 | eff(%): 3.247 | loglstar: -inf < -56.948 < inf | logz: -71.933 +/- 0.371 | dlogz: 32.569 > 0.109
iter: 1244 | bound: 10 | nc: 39 | ncall: 38320 | eff(%): 3.246 | loglstar: -inf < -56.943 < inf | logz: -71.806 +/- 0.371 | dlogz: 32.420 > 0.109
iter: 1245 | bound: 10 | nc: 39 | ncall: 38359 | eff(%): 3.246 | loglstar: -inf < -56.931 < inf | logz: -71.693 +/- 0.371 | dlogz: 33.729 > 0.109
iter: 1246 | bound: 10 | nc: 39 | ncall: 38398 | eff(%): 3.245 | loglstar: -inf < -56.735 < inf | logz: -71.582 +/- 0.371 | dlogz: 33.607 > 0.109
iter: 1247 | bound: 10 | nc: 39 | ncall: 38437 | eff(%): 3.244 | loglstar: -inf < -56.400 < inf | logz: -71.454 +/- 0.371 | dlogz: 33.486 > 0.109
iter: 1248 | bound: 10 | nc: 39 | ncall: 38476 | eff(%): 3.244 | loglstar: -inf < -56.394 < inf | logz: -71.323 +/- 0.371 | dlogz: 33.347 > 0.109
iter: 1249 | bound: 10 | nc: 39 | ncall: 38515 | eff(%): 3.243 | loglstar: -inf < -56.394 < inf | logz: -71.208 +/- 0.371 | dlogz: 33.206 > 0.109
iter: 1250 | bound: 10 | nc: 39 | ncall: 38554 | eff(%): 3.242 | loglstar: -inf < -56.162 < inf | logz: -71.094 +/- 0.371 | dlogz: 33.082 > 0.109
iter: 1251 | bound: 10 | nc: 39 | ncall: 38593 | eff(%): 3.242 | loglstar: -inf < -56.141 < inf | logz: -70.979 +/- 0.371 | dlogz: 32.957 > 0.109
iter: 1252 | bound: 10 | nc: 39 | ncall: 38632 | eff(%): 3.241 | loglstar: -inf < -55.917 < inf | logz: -70.865 +/- 0.372 | dlogz: 32.864 > 0.109
iter: 1253 | bound: 10 | nc: 39 | ncall: 38671 | eff(%): 3.240 | loglstar: -inf < -55.876 < inf | logz: -70.750 +/- 0.372 | dlogz: 32.740 > 0.109
iter: 1254 | bound: 10 | nc: 39 | ncall: 38710 | eff(%): 3.239 | loglstar: -inf < -55.858 < inf | logz: -70.645 +/- 0.371 | dlogz: 32.615 > 0.109
iter: 1255 | bound: 10 | nc: 39 | ncall: 38749 | eff(%): 3.239 | loglstar: -inf < -55.854 < inf | logz: -70.550 +/- 0.371 | dlogz: 32.500 > 0.109
iter: 1256 | bound: 10 | nc: 39 | ncall: 38788 | eff(%): 3.238 | loglstar: -inf < -55.804 < inf | logz: -70.462 +/- 0.371 | dlogz: 32.395 > 0.109
iter: 1257 | bound: 10 | nc: 39 | ncall: 38827 | eff(%): 3.237 | loglstar: -inf < -55.707 < inf | logz: -70.376 +/- 0.371 | dlogz: 32.297 > 0.109
iter: 1258 | bound: 10 | nc: 39 | ncall: 38866 | eff(%): 3.237 | loglstar: -inf < -55.580 < inf | logz: -70.288 +/- 0.371 | dlogz: 32.201 > 0.109
iter: 1259 | bound: 10 | nc: 39 | ncall: 38905 | eff(%): 3.236 | loglstar: -inf < -55.433 < inf | logz: -70.197 +/- 0.371 | dlogz: 32.103 > 0.109
iter: 1260 | bound: 10 | nc: 39 | ncall: 38944 | eff(%): 3.235 | loglstar: -inf < -55.348 < inf | logz: -70.105 +/- 0.371 | dlogz: 32.002 > 0.109
iter: 1261 | bound: 10 | nc: 39 | ncall: 38983 | eff(%): 3.235 | loglstar: -inf < -55.184 < inf | logz: -70.011 +/- 0.371 | dlogz: 31.900 > 0.109
iter: 1262 | bound: 10 | nc: 39 | ncall: 39022 | eff(%): 3.234 | loglstar: -inf < -55.134 < inf | logz: -69.916 +/- 0.371 | dlogz: 31.796 > 0.109
iter: 1263 | bound: 10 | nc: 39 | ncall: 39061 | eff(%): 3.233 | loglstar: -inf < -54.993 < inf | logz: -69.822 +/- 0.371 | dlogz: 31.692 > 0.109
iter: 1264 | bound: 10 | nc: 39 | ncall: 39100 | eff(%): 3.233 | loglstar: -inf < -54.969 < inf | logz: -69.731 +/- 0.371 | dlogz: 31.588 > 0.109
iter: 1265 | bound: 10 | nc: 39 | ncall: 39139 | eff(%): 3.232 | loglstar: -inf < -54.959 < inf | logz: -69.646 +/- 0.370 | dlogz: 31.486 > 0.109
iter: 1266 | bound: 10 | nc: 39 | ncall: 39178 | eff(%): 3.231 | loglstar: -inf < -54.922 < inf | logz: -69.567 +/- 0.370 | dlogz: 31.392 > 0.109
iter: 1267 | bound: 10 | nc: 39 | ncall: 39217 | eff(%): 3.231 | loglstar: -inf < -54.898 < inf | logz: -69.493 +/- 0.370 | dlogz: 31.303 > 0.109
iter: 1268 | bound: 10 | nc: 39 | ncall: 39256 | eff(%): 3.230 | loglstar: -inf < -54.870 < inf | logz: -69.422 +/- 0.370 | dlogz: 31.218 > 0.109
iter: 1269 | bound: 10 | nc: 39 | ncall: 39295 | eff(%): 3.229 | loglstar: -inf < -54.828 < inf | logz: -69.354 +/- 0.370 | dlogz: 31.138 > 0.109
iter: 1270 | bound: 10 | nc: 39 | ncall: 39334 | eff(%): 3.229 | loglstar: -inf < -54.704 < inf | logz: -69.286 +/- 0.370 | dlogz: 31.060 > 0.109
iter: 1271 | bound: 10 | nc: 39 | ncall: 39373 | eff(%): 3.228 | loglstar: -inf < -54.682 < inf | logz: -69.219 +/- 0.369 | dlogz: 30.982 > 0.109
iter: 1272 | bound: 10 | nc: 39 | ncall: 39412 | eff(%): 3.227 | loglstar: -inf < -54.640 < inf | logz: -69.154 +/- 0.369 | dlogz: 30.905 > 0.109
iter: 1273 | bound: 10 | nc: 39 | ncall: 39451 | eff(%): 3.227 | loglstar: -inf < -54.479 < inf | logz: -69.088 +/- 0.369 | dlogz: 30.830 > 0.109
iter: 1274 | bound: 10 | nc: 39 | ncall: 39490 | eff(%): 3.226 | loglstar: -inf < -54.438 < inf | logz: -69.020 +/- 0.369 | dlogz: 30.754 > 0.109
iter: 1275 | bound: 10 | nc: 39 | ncall: 39529 | eff(%): 3.225 | loglstar: -inf < -54.111 < inf | logz: -68.943 +/- 0.369 | dlogz: 30.676 > 0.109
iter: 1276 | bound: 10 | nc: 39 | ncall: 39568 | eff(%): 3.225 | loglstar: -inf < -53.973 < inf | logz: -68.857 +/- 0.369 | dlogz: 30.590 > 0.109
iter: 1277 | bound: 10 | nc: 39 | ncall: 39607 | eff(%): 3.224 | loglstar: -inf < -53.942 < inf | logz: -68.771 +/- 0.369 | dlogz: 30.493 > 0.109
iter: 1278 | bound: 10 | nc: 39 | ncall: 39646 | eff(%): 3.224 | loglstar: -inf < -53.930 < inf | logz: -68.691 +/- 0.369 | dlogz: 30.397 > 0.109
iter: 1279 | bound: 10 | nc: 39 | ncall: 39685 | eff(%): 3.223 | loglstar: -inf < -53.907 < inf | logz: -68.617 +/- 0.369 | dlogz: 30.308 > 0.109
iter: 1280 | bound: 10 | nc: 39 | ncall: 39724 | eff(%): 3.222 | loglstar: -inf < -53.863 < inf | logz: -68.546 +/- 0.369 | dlogz: 30.223 > 0.109
iter: 1281 | bound: 10 | nc: 39 | ncall: 39763 | eff(%): 3.222 | loglstar: -inf < -53.807 < inf | logz: -68.477 +/- 0.369 | dlogz: 30.142 > 0.109
iter: 1282 | bound: 10 | nc: 39 | ncall: 39802 | eff(%): 3.221 | loglstar: -inf < -53.774 < inf | logz: -68.411 +/- 0.369 | dlogz: 30.064 > 0.109
iter: 1283 | bound: 10 | nc: 39 | ncall: 39841 | eff(%): 3.220 | loglstar: -inf < -53.709 < inf | logz: -68.346 +/- 0.369 | dlogz: 29.987 > 0.109
iter: 1284 | bound: 10 | nc: 39 | ncall: 39880 | eff(%): 3.220 | loglstar: -inf < -53.504 < inf | logz: -68.277 +/- 0.369 | dlogz: 29.913 > 0.109
iter: 1285 | bound: 10 | nc: 39 | ncall: 39919 | eff(%): 3.219 | loglstar: -inf < -53.446 < inf | logz: -68.205 +/- 0.369 | dlogz: 29.834 > 0.109
iter: 1286 | bound: 10 | nc: 39 | ncall: 39958 | eff(%): 3.218 | loglstar: -inf < -53.301 < inf | logz: -68.131 +/- 0.369 | dlogz: 29.751 > 0.109
iter: 1287 | bound: 10 | nc: 39 | ncall: 39997 | eff(%): 3.218 | loglstar: -inf < -53.289 < inf | logz: -68.058 +/- 0.369 | dlogz: 29.668 > 0.109
iter: 1288 | bound: 10 | nc: 39 | ncall: 40036 | eff(%): 3.217 | loglstar: -inf < -53.054 < inf | logz: -67.981 +/- 0.370 | dlogz: 29.584 > 0.109
iter: 1289 | bound: 10 | nc: 39 | ncall: 40075 | eff(%): 3.216 | loglstar: -inf < -52.797 < inf | logz: -67.892 +/- 0.370 | dlogz: 29.498 > 0.109
iter: 1290 | bound: 10 | nc: 39 | ncall: 40114 | eff(%): 3.216 | loglstar: -inf < -52.668 < inf | logz: -67.795 +/- 0.370 | dlogz: 29.399 > 0.109
iter: 1291 | bound: 10 | nc: 39 | ncall: 40153 | eff(%): 3.215 | loglstar: -inf < -52.521 < inf | logz: -67.694 +/- 0.371 | dlogz: 29.291 > 0.109
iter: 1292 | bound: 10 | nc: 39 | ncall: 40192 | eff(%): 3.215 | loglstar: -inf < -52.462 < inf | logz: -67.595 +/- 0.371 | dlogz: 29.181 > 0.109
iter: 1293 | bound: 10 | nc: 39 | ncall: 40231 | eff(%): 3.214 | loglstar: -inf < -52.337 < inf | logz: -67.497 +/- 0.372 | dlogz: 29.072 > 0.109
iter: 1294 | bound: 10 | nc: 39 | ncall: 40270 | eff(%): 3.213 | loglstar: -inf < -52.268 < inf | logz: -67.401 +/- 0.372 | dlogz: 28.964 > 0.109
iter: 1295 | bound: 10 | nc: 39 | ncall: 40309 | eff(%): 3.213 | loglstar: -inf < -52.118 < inf | logz: -67.304 +/- 0.372 | dlogz: 28.858 > 0.109
iter: 1296 | bound: 11 | nc: 39 | ncall: 40348 | eff(%): 3.212 | loglstar: -inf < -52.078 < inf | logz: -67.208 +/- 0.372 | dlogz: 28.751 > 0.109
iter: 1297 | bound: 11 | nc: 39 | ncall: 40387 | eff(%): 3.211 | loglstar: -inf < -52.053 < inf | logz: -67.119 +/- 0.373 | dlogz: 28.645 > 0.109
iter: 1298 | bound: 11 | nc: 39 | ncall: 40426 | eff(%): 3.211 | loglstar: -inf < -51.833 < inf | logz: -67.027 +/- 0.373 | dlogz: 28.546 > 0.109
iter: 1299 | bound: 11 | nc: 39 | ncall: 40465 | eff(%): 3.210 | loglstar: -inf < -51.475 < inf | logz: -66.916 +/- 0.373 | dlogz: 28.444 > 0.109
iter: 1300 | bound: 11 | nc: 39 | ncall: 40504 | eff(%): 3.210 | loglstar: -inf < -51.434 < inf | logz: -66.798 +/- 0.374 | dlogz: 28.323 > 0.109
iter: 1301 | bound: 11 | nc: 39 | ncall: 40543 | eff(%): 3.209 | loglstar: -inf < -51.380 < inf | logz: -66.689 +/- 0.374 | dlogz: 28.196 > 0.109
iter: 1302 | bound: 11 | nc: 39 | ncall: 40582 | eff(%): 3.208 | loglstar: -inf < -51.196 < inf | logz: -66.580 +/- 0.375 | dlogz: 28.077 > 0.109
iter: 1303 | bound: 11 | nc: 39 | ncall: 40621 | eff(%): 3.208 | loglstar: -inf < -50.840 < inf | logz: -66.452 +/- 0.375 | dlogz: 27.957 > 0.109
iter: 1304 | bound: 11 | nc: 39 | ncall: 40660 | eff(%): 3.207 | loglstar: -inf < -50.812 < inf | logz: -66.320 +/- 0.376 | dlogz: 27.820 > 0.109
iter: 1305 | bound: 11 | nc: 39 | ncall: 40699 | eff(%): 3.206 | loglstar: -inf < -50.676 < inf | logz: -66.195 +/- 0.376 | dlogz: 27.677 > 0.109
iter: 1306 | bound: 11 | nc: 39 | ncall: 40738 | eff(%): 3.206 | loglstar: -inf < -50.452 < inf | logz: -66.064 +/- 0.377 | dlogz: 27.542 > 0.109
iter: 1307 | bound: 11 | nc: 39 | ncall: 40777 | eff(%): 3.205 | loglstar: -inf < -50.289 < inf | logz: -65.926 +/- 0.378 | dlogz: 27.401 > 0.109
iter: 1308 | bound: 11 | nc: 39 | ncall: 40816 | eff(%): 3.205 | loglstar: -inf < -50.268 < inf | logz: -65.796 +/- 0.378 | dlogz: 27.254 > 0.109
iter: 1309 | bound: 11 | nc: 39 | ncall: 40855 | eff(%): 3.204 | loglstar: -inf < -50.224 < inf | logz: -65.679 +/- 0.378 | dlogz: 27.114 > 0.109
iter: 1310 | bound: 11 | nc: 39 | ncall: 40894 | eff(%): 3.203 | loglstar: -inf < -50.213 < inf | logz: -65.572 +/- 0.378 | dlogz: 26.987 > 0.109
iter: 1311 | bound: 11 | nc: 39 | ncall: 40933 | eff(%): 3.203 | loglstar: -inf < -50.183 < inf | logz: -65.474 +/- 0.378 | dlogz: 26.870 > 0.109
iter: 1312 | bound: 11 | nc: 39 | ncall: 40972 | eff(%): 3.202 | loglstar: -inf < -50.174 < inf | logz: -65.385 +/- 0.378 | dlogz: 26.762 > 0.109
iter: 1313 | bound: 11 | nc: 39 | ncall: 41011 | eff(%): 3.202 | loglstar: -inf < -50.166 < inf | logz: -65.303 +/- 0.378 | dlogz: 26.663 > 0.109
iter: 1314 | bound: 11 | nc: 39 | ncall: 41050 | eff(%): 3.201 | loglstar: -inf < -49.919 < inf | logz: -65.217 +/- 0.378 | dlogz: 26.571 > 0.109
iter: 1315 | bound: 11 | nc: 39 | ncall: 41089 | eff(%): 3.200 | loglstar: -inf < -49.896 < inf | logz: -65.129 +/- 0.378 | dlogz: 26.475 > 0.109
iter: 1316 | bound: 11 | nc: 39 | ncall: 41128 | eff(%): 3.200 | loglstar: -inf < -49.688 < inf | logz: -65.038 +/- 0.377 | dlogz: 26.377 > 0.109
iter: 1317 | bound: 11 | nc: 39 | ncall: 41167 | eff(%): 3.199 | loglstar: -inf < -49.675 < inf | logz: -64.948 +/- 0.377 | dlogz: 26.276 > 0.109
iter: 1318 | bound: 11 | nc: 39 | ncall: 41206 | eff(%): 3.199 | loglstar: -inf < -49.649 < inf | logz: -64.864 +/- 0.377 | dlogz: 26.176 > 0.109
iter: 1319 | bound: 11 | nc: 39 | ncall: 41245 | eff(%): 3.198 | loglstar: -inf < -49.648 < inf | logz: -64.786 +/- 0.377 | dlogz: 26.082 > 0.109
iter: 1320 | bound: 11 | nc: 39 | ncall: 41284 | eff(%): 3.197 | loglstar: -inf < -49.617 < inf | logz: -64.714 +/- 0.377 | dlogz: 25.994 > 0.109
iter: 1321 | bound: 11 | nc: 39 | ncall: 41323 | eff(%): 3.197 | loglstar: -inf < -49.515 < inf | logz: -64.642 +/- 0.377 | dlogz: 28.379 > 0.109
iter: 1322 | bound: 11 | nc: 39 | ncall: 41362 | eff(%): 3.196 | loglstar: -inf < -49.498 < inf | logz: -64.572 +/- 0.377 | dlogz: 28.297 > 0.109
iter: 1323 | bound: 11 | nc: 39 | ncall: 41401 | eff(%): 3.196 | loglstar: -inf < -49.440 < inf | logz: -64.505 +/- 0.377 | dlogz: 28.217 > 0.109
iter: 1324 | bound: 11 | nc: 39 | ncall: 41440 | eff(%): 3.195 | loglstar: -inf < -49.378 < inf | logz: -64.439 +/- 0.376 | dlogz: 28.140 > 0.109
iter: 1325 | bound: 11 | nc: 39 | ncall: 41479 | eff(%): 3.194 | loglstar: -inf < -49.351 < inf | logz: -64.375 +/- 0.376 | dlogz: 28.064 > 0.109
iter: 1326 | bound: 11 | nc: 39 | ncall: 41518 | eff(%): 3.194 | loglstar: -inf < -49.295 < inf | logz: -64.313 +/- 0.376 | dlogz: 27.990 > 0.109
iter: 1327 | bound: 11 | nc: 39 | ncall: 41557 | eff(%): 3.193 | loglstar: -inf < -49.230 < inf | logz: -64.252 +/- 0.376 | dlogz: 27.918 > 0.109
iter: 1328 | bound: 11 | nc: 39 | ncall: 41596 | eff(%): 3.193 | loglstar: -inf < -49.226 < inf | logz: -64.193 +/- 0.376 | dlogz: 27.847 > 0.109
iter: 1329 | bound: 11 | nc: 39 | ncall: 41635 | eff(%): 3.192 | loglstar: -inf < -48.801 < inf | logz: -64.123 +/- 0.376 | dlogz: 27.778 > 0.109
iter: 1330 | bound: 11 | nc: 39 | ncall: 41674 | eff(%): 3.191 | loglstar: -inf < -48.694 < inf | logz: -64.042 +/- 0.376 | dlogz: 27.698 > 0.109
iter: 1331 | bound: 11 | nc: 39 | ncall: 41713 | eff(%): 3.191 | loglstar: -inf < -48.669 < inf | logz: -63.962 +/- 0.376 | dlogz: 27.607 > 0.109
iter: 1332 | bound: 11 | nc: 39 | ncall: 41752 | eff(%): 3.190 | loglstar: -inf < -48.656 < inf | logz: -63.888 +/- 0.376 | dlogz: 27.517 > 0.109
iter: 1333 | bound: 11 | nc: 39 | ncall: 41791 | eff(%): 3.190 | loglstar: -inf < -48.540 < inf | logz: -63.815 +/- 0.376 | dlogz: 27.433 > 0.109
iter: 1334 | bound: 11 | nc: 39 | ncall: 41830 | eff(%): 3.189 | loglstar: -inf < -48.256 < inf | logz: -63.732 +/- 0.376 | dlogz: 27.350 > 0.109
iter: 1335 | bound: 11 | nc: 39 | ncall: 41869 | eff(%): 3.189 | loglstar: -inf < -48.126 < inf | logz: -63.641 +/- 0.377 | dlogz: 27.258 > 0.109
iter: 1336 | bound: 11 | nc: 39 | ncall: 41908 | eff(%): 3.188 | loglstar: -inf < -48.019 < inf | logz: -63.548 +/- 0.377 | dlogz: 27.156 > 0.109
iter: 1337 | bound: 11 | nc: 39 | ncall: 41947 | eff(%): 3.187 | loglstar: -inf < -47.973 < inf | logz: -63.458 +/- 0.377 | dlogz: 27.054 > 0.109
iter: 1338 | bound: 11 | nc: 39 | ncall: 41986 | eff(%): 3.187 | loglstar: -inf < -47.816 < inf | logz: -63.367 +/- 0.377 | dlogz: 26.953 > 0.109
iter: 1339 | bound: 11 | nc: 39 | ncall: 42025 | eff(%): 3.186 | loglstar: -inf < -47.753 < inf | logz: -63.276 +/- 0.378 | dlogz: 26.853 > 0.109
iter: 1340 | bound: 11 | nc: 39 | ncall: 42064 | eff(%): 3.186 | loglstar: -inf < -47.649 < inf | logz: -63.186 +/- 0.378 | dlogz: 26.752 > 0.109
iter: 1341 | bound: 11 | nc: 39 | ncall: 42103 | eff(%): 3.185 | loglstar: -inf < -47.632 < inf | logz: -63.100 +/- 0.378 | dlogz: 26.652 > 0.109
iter: 1342 | bound: 11 | nc: 39 | ncall: 42142 | eff(%): 3.184 | loglstar: -inf < -47.552 < inf | logz: -63.017 +/- 0.378 | dlogz: 26.555 > 0.109
iter: 1343 | bound: 11 | nc: 39 | ncall: 42181 | eff(%): 3.184 | loglstar: -inf < -47.525 < inf | logz: -62.938 +/- 0.378 | dlogz: 26.463 > 0.109
iter: 1344 | bound: 11 | nc: 39 | ncall: 42220 | eff(%): 3.183 | loglstar: -inf < -47.517 < inf | logz: -62.863 +/- 0.378 | dlogz: 26.374 > 0.109
iter: 1345 | bound: 11 | nc: 39 | ncall: 42259 | eff(%): 3.183 | loglstar: -inf < -47.505 < inf | logz: -62.794 +/- 0.378 | dlogz: 26.289 > 0.109
iter: 1346 | bound: 11 | nc: 39 | ncall: 42298 | eff(%): 3.182 | loglstar: -inf < -47.492 < inf | logz: -62.730 +/- 0.378 | dlogz: 26.210 > 0.109
iter: 1347 | bound: 11 | nc: 39 | ncall: 42337 | eff(%): 3.182 | loglstar: -inf < -47.249 < inf | logz: -62.661 +/- 0.378 | dlogz: 26.136 > 0.109
iter: 1348 | bound: 11 | nc: 39 | ncall: 42376 | eff(%): 3.181 | loglstar: -inf < -46.781 < inf | logz: -62.570 +/- 0.378 | dlogz: 26.057 > 0.109
iter: 1349 | bound: 11 | nc: 39 | ncall: 42415 | eff(%): 3.180 | loglstar: -inf < -46.771 < inf | logz: -62.468 +/- 0.379 | dlogz: 25.956 > 0.109
iter: 1350 | bound: 11 | nc: 39 | ncall: 42454 | eff(%): 3.180 | loglstar: -inf < -46.722 < inf | logz: -62.374 +/- 0.379 | dlogz: 25.844 > 0.109
iter: 1351 | bound: 11 | nc: 39 | ncall: 42493 | eff(%): 3.179 | loglstar: -inf < -46.688 < inf | logz: -62.286 +/- 0.379 | dlogz: 25.741 > 0.109
iter: 1352 | bound: 11 | nc: 39 | ncall: 42532 | eff(%): 3.179 | loglstar: -inf < -46.667 < inf | logz: -62.203 +/- 0.379 | dlogz: 25.642 > 0.109
iter: 1353 | bound: 11 | nc: 39 | ncall: 42571 | eff(%): 3.178 | loglstar: -inf < -46.613 < inf | logz: -62.125 +/- 0.379 | dlogz: 25.550 > 0.109
iter: 1354 | bound: 11 | nc: 39 | ncall: 42610 | eff(%): 3.178 | loglstar: -inf < -46.551 < inf | logz: -62.049 +/- 0.379 | dlogz: 25.461 > 0.109
iter: 1355 | bound: 11 | nc: 39 | ncall: 42649 | eff(%): 3.177 | loglstar: -inf < -46.524 < inf | logz: -61.976 +/- 0.379 | dlogz: 25.375 > 0.109
iter: 1356 | bound: 11 | nc: 39 | ncall: 42688 | eff(%): 3.177 | loglstar: -inf < -46.403 < inf | logz: -61.903 +/- 0.379 | dlogz: 25.292 > 0.109
iter: 1357 | bound: 11 | nc: 39 | ncall: 42727 | eff(%): 3.176 | loglstar: -inf < -46.361 < inf | logz: -61.831 +/- 0.379 | dlogz: 30.470 > 0.109
iter: 1358 | bound: 11 | nc: 39 | ncall: 42766 | eff(%): 3.175 | loglstar: -inf < -46.294 < inf | logz: -61.760 +/- 0.379 | dlogz: 30.388 > 0.109
iter: 1359 | bound: 11 | nc: 39 | ncall: 42805 | eff(%): 3.175 | loglstar: -inf < -46.169 < inf | logz: -61.688 +/- 0.379 | dlogz: 30.308 > 0.109
iter: 1360 | bound: 11 | nc: 39 | ncall: 42844 | eff(%): 3.174 | loglstar: -inf < -45.870 < inf | logz: -61.606 +/- 0.380 | dlogz: 30.226 > 0.109
iter: 1361 | bound: 11 | nc: 39 | ncall: 42883 | eff(%): 3.174 | loglstar: -inf < -45.771 < inf | logz: -61.516 +/- 0.380 | dlogz: 30.134 > 0.109
iter: 1362 | bound: 11 | nc: 39 | ncall: 42922 | eff(%): 3.173 | loglstar: -inf < -45.702 < inf | logz: -61.428 +/- 0.380 | dlogz: 30.034 > 0.109
iter: 1363 | bound: 11 | nc: 39 | ncall: 42961 | eff(%): 3.173 | loglstar: -inf < -45.667 < inf | logz: -61.343 +/- 0.380 | dlogz: 29.936 > 0.109
iter: 1364 | bound: 11 | nc: 39 | ncall: 43000 | eff(%): 3.172 | loglstar: -inf < -45.598 < inf | logz: -61.262 +/- 0.380 | dlogz: 29.841 > 0.109
iter: 1365 | bound: 11 | nc: 39 | ncall: 43039 | eff(%): 3.172 | loglstar: -inf < -45.593 < inf | logz: -61.185 +/- 0.380 | dlogz: 29.750 > 0.109
iter: 1366 | bound: 11 | nc: 39 | ncall: 43078 | eff(%): 3.171 | loglstar: -inf < -45.576 < inf | logz: -61.113 +/- 0.380 | dlogz: 29.663 > 0.109
iter: 1367 | bound: 11 | nc: 39 | ncall: 43117 | eff(%): 3.170 | loglstar: -inf < -45.557 < inf | logz: -61.046 +/- 0.380 | dlogz: 29.581 > 0.109
iter: 1368 | bound: 11 | nc: 39 | ncall: 43156 | eff(%): 3.170 | loglstar: -inf < -45.427 < inf | logz: -60.978 +/- 0.380 | dlogz: 29.503 > 0.109
iter: 1369 | bound: 11 | nc: 39 | ncall: 43195 | eff(%): 3.169 | loglstar: -inf < -45.391 < inf | logz: -60.911 +/- 0.380 | dlogz: 29.426 > 0.109
iter: 1370 | bound: 11 | nc: 39 | ncall: 43234 | eff(%): 3.169 | loglstar: -inf < -45.248 < inf | logz: -60.842 +/- 0.380 | dlogz: 29.349 > 0.109
iter: 1371 | bound: 11 | nc: 39 | ncall: 43273 | eff(%): 3.168 | loglstar: -inf < -45.242 < inf | logz: -60.774 +/- 0.380 | dlogz: 29.270 > 0.109
iter: 1372 | bound: 11 | nc: 39 | ncall: 43312 | eff(%): 3.168 | loglstar: -inf < -45.219 < inf | logz: -60.710 +/- 0.380 | dlogz: 29.192 > 0.109
iter: 1373 | bound: 11 | nc: 39 | ncall: 43351 | eff(%): 3.167 | loglstar: -inf < -45.214 < inf | logz: -60.650 +/- 0.380 | dlogz: 29.118 > 0.109
iter: 1374 | bound: 11 | nc: 39 | ncall: 43390 | eff(%): 3.167 | loglstar: -inf < -45.184 < inf | logz: -60.592 +/- 0.380 | dlogz: 29.048 > 0.109
iter: 1375 | bound: 11 | nc: 39 | ncall: 43429 | eff(%): 3.166 | loglstar: -inf < -44.779 < inf | logz: -60.524 +/- 0.380 | dlogz: 28.980 > 0.109
iter: 1376 | bound: 11 | nc: 39 | ncall: 43468 | eff(%): 3.166 | loglstar: -inf < -44.733 < inf | logz: -60.448 +/- 0.380 | dlogz: 28.903 > 0.109
iter: 1377 | bound: 11 | nc: 39 | ncall: 43507 | eff(%): 3.165 | loglstar: -inf < -44.632 < inf | logz: -60.372 +/- 0.381 | dlogz: 28.816 > 0.109
iter: 1378 | bound: 11 | nc: 39 | ncall: 43546 | eff(%): 3.164 | loglstar: -inf < -44.417 < inf | logz: -60.291 +/- 0.381 | dlogz: 28.730 > 0.109
iter: 1379 | bound: 11 | nc: 39 | ncall: 43585 | eff(%): 3.164 | loglstar: -inf < -44.218 < inf | logz: -60.200 +/- 0.381 | dlogz: 28.639 > 0.109
iter: 1380 | bound: 11 | nc: 39 | ncall: 43624 | eff(%): 3.163 | loglstar: -inf < -44.066 < inf | logz: -60.102 +/- 0.382 | dlogz: 28.538 > 0.109
iter: 1381 | bound: 11 | nc: 39 | ncall: 43663 | eff(%): 3.163 | loglstar: -inf < -44.019 < inf | logz: -60.005 +/- 0.382 | dlogz: 28.431 > 0.109
iter: 1382 | bound: 11 | nc: 39 | ncall: 43702 | eff(%): 3.162 | loglstar: -inf < -43.785 < inf | logz: -59.905 +/- 0.383 | dlogz: 28.324 > 0.109
iter: 1383 | bound: 11 | nc: 39 | ncall: 43741 | eff(%): 3.162 | loglstar: -inf < -43.693 < inf | logz: -59.800 +/- 0.383 | dlogz: 28.214 > 0.109
iter: 1384 | bound: 11 | nc: 39 | ncall: 43780 | eff(%): 3.161 | loglstar: -inf < -43.644 < inf | logz: -59.700 +/- 0.384 | dlogz: 28.099 > 0.109
iter: 1385 | bound: 11 | nc: 39 | ncall: 43819 | eff(%): 3.161 | loglstar: -inf < -43.633 < inf | logz: -59.607 +/- 0.384 | dlogz: 27.988 > 0.109
iter: 1386 | bound: 11 | nc: 39 | ncall: 43858 | eff(%): 3.160 | loglstar: -inf < -43.573 < inf | logz: -59.519 +/- 0.384 | dlogz: 27.885 > 0.109
iter: 1387 | bound: 11 | nc: 39 | ncall: 43897 | eff(%): 3.160 | loglstar: -inf < -43.543 < inf | logz: -59.436 +/- 0.384 | dlogz: 27.788 > 0.109
iter: 1388 | bound: 11 | nc: 39 | ncall: 43936 | eff(%): 3.159 | loglstar: -inf < -43.471 < inf | logz: -59.357 +/- 0.384 | dlogz: 27.695 > 0.109
iter: 1389 | bound: 11 | nc: 39 | ncall: 43975 | eff(%): 3.159 | loglstar: -inf < -43.444 < inf | logz: -59.280 +/- 0.384 | dlogz: 27.605 > 0.109
iter: 1390 | bound: 11 | nc: 39 | ncall: 44014 | eff(%): 3.158 | loglstar: -inf < -43.381 < inf | logz: -59.206 +/- 0.384 | dlogz: 27.519 > 0.109
iter: 1391 | bound: 11 | nc: 39 | ncall: 44053 | eff(%): 3.158 | loglstar: -inf < -43.303 < inf | logz: -59.133 +/- 0.384 | dlogz: 27.435 > 0.109
iter: 1392 | bound: 11 | nc: 39 | ncall: 44092 | eff(%): 3.157 | loglstar: -inf < -43.239 < inf | logz: -59.061 +/- 0.384 | dlogz: 27.352 > 0.109
iter: 1393 | bound: 11 | nc: 39 | ncall: 44131 | eff(%): 3.157 | loglstar: -inf < -43.110 < inf | logz: -58.988 +/- 0.384 | dlogz: 27.271 > 0.109
iter: 1394 | bound: 11 | nc: 39 | ncall: 44170 | eff(%): 3.156 | loglstar: -inf < -42.909 < inf | logz: -58.909 +/- 0.384 | dlogz: 27.188 > 0.109
iter: 1395 | bound: 11 | nc: 39 | ncall: 44209 | eff(%): 3.155 | loglstar: -inf < -42.827 < inf | logz: -58.826 +/- 0.384 | dlogz: 27.098 > 0.109
iter: 1396 | bound: 12 | nc: 39 | ncall: 44248 | eff(%): 3.155 | loglstar: -inf < -42.778 < inf | logz: -58.745 +/- 0.384 | dlogz: 27.005 > 0.109
iter: 1397 | bound: 12 | nc: 39 | ncall: 44287 | eff(%): 3.154 | loglstar: -inf < -42.695 < inf | logz: -58.666 +/- 0.385 | dlogz: 26.914 > 0.109
iter: 1398 | bound: 12 | nc: 39 | ncall: 44326 | eff(%): 3.154 | loglstar: -inf < -42.576 < inf | logz: -58.586 +/- 0.385 | dlogz: 26.825 > 0.109
iter: 1399 | bound: 12 | nc: 39 | ncall: 44365 | eff(%): 3.153 | loglstar: -inf < -42.569 < inf | logz: -58.508 +/- 0.385 | dlogz: 26.736 > 0.109
iter: 1400 | bound: 12 | nc: 39 | ncall: 44404 | eff(%): 3.153 | loglstar: -inf < -42.469 < inf | logz: -58.433 +/- 0.385 | dlogz: 26.648 > 0.109
iter: 1401 | bound: 12 | nc: 39 | ncall: 44443 | eff(%): 3.152 | loglstar: -inf < -42.446 < inf | logz: -58.359 +/- 0.385 | dlogz: 26.562 > 0.109
iter: 1402 | bound: 12 | nc: 39 | ncall: 44482 | eff(%): 3.152 | loglstar: -inf < -42.441 < inf | logz: -58.291 +/- 0.385 | dlogz: 26.479 > 0.109
iter: 1403 | bound: 12 | nc: 39 | ncall: 44521 | eff(%): 3.151 | loglstar: -inf < -42.423 < inf | logz: -58.226 +/- 0.385 | dlogz: 26.400 > 0.109
iter: 1404 | bound: 12 | nc: 39 | ncall: 44560 | eff(%): 3.151 | loglstar: -inf < -42.378 < inf | logz: -58.164 +/- 0.385 | dlogz: 26.326 > 0.109
iter: 1405 | bound: 12 | nc: 39 | ncall: 44599 | eff(%): 3.150 | loglstar: -inf < -42.319 < inf | logz: -58.104 +/- 0.385 | dlogz: 26.254 > 0.109
iter: 1406 | bound: 12 | nc: 39 | ncall: 44638 | eff(%): 3.150 | loglstar: -inf < -42.278 < inf | logz: -58.044 +/- 0.385 | dlogz: 26.183 > 0.109
iter: 1407 | bound: 12 | nc: 39 | ncall: 44677 | eff(%): 3.149 | loglstar: -inf < -42.213 < inf | logz: -57.986 +/- 0.384 | dlogz: 26.114 > 0.109
iter: 1408 | bound: 12 | nc: 39 | ncall: 44716 | eff(%): 3.149 | loglstar: -inf < -42.123 < inf | logz: -57.926 +/- 0.384 | dlogz: 26.045 > 0.109
iter: 1409 | bound: 12 | nc: 39 | ncall: 44755 | eff(%): 3.148 | loglstar: -inf < -42.096 < inf | logz: -57.868 +/- 0.384 | dlogz: 25.976 > 0.109
iter: 1410 | bound: 12 | nc: 39 | ncall: 44794 | eff(%): 3.148 | loglstar: -inf < -42.063 < inf | logz: -57.812 +/- 0.384 | dlogz: 25.908 > 0.109
iter: 1411 | bound: 12 | nc: 39 | ncall: 44833 | eff(%): 3.147 | loglstar: -inf < -42.043 < inf | logz: -57.758 +/- 0.384 | dlogz: 25.842 > 0.109
iter: 1412 | bound: 12 | nc: 39 | ncall: 44872 | eff(%): 3.147 | loglstar: -inf < -42.013 < inf | logz: -57.705 +/- 0.384 | dlogz: 25.778 > 0.109
iter: 1413 | bound: 12 | nc: 39 | ncall: 44911 | eff(%): 3.146 | loglstar: -inf < -41.747 < inf | logz: -57.648 +/- 0.384 | dlogz: 25.715 > 0.109
iter: 1414 | bound: 12 | nc: 39 | ncall: 44950 | eff(%): 3.146 | loglstar: -inf < -41.707 < inf | logz: -57.587 +/- 0.384 | dlogz: 25.648 > 0.109
iter: 1415 | bound: 12 | nc: 39 | ncall: 44989 | eff(%): 3.145 | loglstar: -inf < -41.689 < inf | logz: -57.527 +/- 0.384 | dlogz: 25.577 > 0.109
iter: 1416 | bound: 12 | nc: 39 | ncall: 45028 | eff(%): 3.145 | loglstar: -inf < -41.677 < inf | logz: -57.471 +/- 0.384 | dlogz: 25.508 > 0.109
iter: 1417 | bound: 12 | nc: 39 | ncall: 45067 | eff(%): 3.144 | loglstar: -inf < -41.494 < inf | logz: -57.413 +/- 0.384 | dlogz: 25.442 > 0.109
iter: 1418 | bound: 12 | nc: 39 | ncall: 45106 | eff(%): 3.144 | loglstar: -inf < -41.362 < inf | logz: -57.350 +/- 0.384 | dlogz: 25.374 > 0.109
iter: 1419 | bound: 12 | nc: 39 | ncall: 45145 | eff(%): 3.143 | loglstar: -inf < -41.301 < inf | logz: -57.286 +/- 0.384 | dlogz: 25.301 > 0.109
iter: 1420 | bound: 12 | nc: 39 | ncall: 45184 | eff(%): 3.143 | loglstar: -inf < -41.185 < inf | logz: -57.220 +/- 0.384 | dlogz: 25.226 > 0.109
iter: 1421 | bound: 12 | nc: 39 | ncall: 45223 | eff(%): 3.142 | loglstar: -inf < -41.177 < inf | logz: -57.155 +/- 0.385 | dlogz: 25.151 > 0.109
iter: 1422 | bound: 12 | nc: 39 | ncall: 45262 | eff(%): 3.142 | loglstar: -inf < -41.129 < inf | logz: -57.094 +/- 0.385 | dlogz: 25.076 > 0.109
iter: 1423 | bound: 12 | nc: 39 | ncall: 45301 | eff(%): 3.141 | loglstar: -inf < -40.942 < inf | logz: -57.029 +/- 0.385 | dlogz: 25.004 > 0.109
iter: 1424 | bound: 12 | nc: 39 | ncall: 45340 | eff(%): 3.141 | loglstar: -inf < -40.760 < inf | logz: -56.957 +/- 0.385 | dlogz: 24.930 > 0.109
iter: 1425 | bound: 12 | nc: 39 | ncall: 45379 | eff(%): 3.140 | loglstar: -inf < -40.698 < inf | logz: -56.882 +/- 0.385 | dlogz: 24.848 > 0.109
iter: 1426 | bound: 12 | nc: 39 | ncall: 45418 | eff(%): 3.140 | loglstar: -inf < -40.607 < inf | logz: -56.808 +/- 0.386 | dlogz: 24.763 > 0.109
iter: 1427 | bound: 12 | nc: 39 | ncall: 45457 | eff(%): 3.139 | loglstar: -inf < -40.559 < inf | logz: -56.735 +/- 0.386 | dlogz: 24.679 > 0.109
iter: 1428 | bound: 12 | nc: 39 | ncall: 45496 | eff(%): 3.139 | loglstar: -inf < -40.547 < inf | logz: -56.666 +/- 0.386 | dlogz: 24.596 > 0.109
iter: 1429 | bound: 12 | nc: 39 | ncall: 45535 | eff(%): 3.138 | loglstar: -inf < -40.457 < inf | logz: -56.599 +/- 0.386 | dlogz: 24.517 > 0.109
iter: 1430 | bound: 12 | nc: 39 | ncall: 45574 | eff(%): 3.138 | loglstar: -inf < -40.405 < inf | logz: -56.531 +/- 0.386 | dlogz: 28.235 > 0.109
iter: 1431 | bound: 12 | nc: 39 | ncall: 45613 | eff(%): 3.137 | loglstar: -inf < -40.346 < inf | logz: -56.466 +/- 0.386 | dlogz: 28.158 > 0.109
iter: 1432 | bound: 12 | nc: 39 | ncall: 45652 | eff(%): 3.137 | loglstar: -inf < -40.259 < inf | logz: -56.400 +/- 0.386 | dlogz: 28.083 > 0.109
iter: 1433 | bound: 12 | nc: 39 | ncall: 45691 | eff(%): 3.136 | loglstar: -inf < -40.247 < inf | logz: -56.336 +/- 0.386 | dlogz: 28.007 > 0.109
iter: 1434 | bound: 12 | nc: 39 | ncall: 45730 | eff(%): 3.136 | loglstar: -inf < -40.222 < inf | logz: -56.276 +/- 0.386 | dlogz: 27.933 > 0.109
iter: 1435 | bound: 12 | nc: 39 | ncall: 45769 | eff(%): 3.135 | loglstar: -inf < -40.126 < inf | logz: -56.216 +/- 0.387 | dlogz: 27.863 > 0.109
iter: 1436 | bound: 12 | nc: 39 | ncall: 45808 | eff(%): 3.135 | loglstar: -inf < -40.030 < inf | logz: -56.154 +/- 0.387 | dlogz: 27.793 > 0.109
iter: 1437 | bound: 12 | nc: 39 | ncall: 45847 | eff(%): 3.134 | loglstar: -inf < -39.986 < inf | logz: -56.093 +/- 0.387 | dlogz: 27.721 > 0.109
iter: 1438 | bound: 12 | nc: 39 | ncall: 45886 | eff(%): 3.134 | loglstar: -inf < -39.970 < inf | logz: -56.034 +/- 0.387 | dlogz: 27.650 > 0.109
iter: 1439 | bound: 12 | nc: 39 | ncall: 45925 | eff(%): 3.133 | loglstar: -inf < -39.712 < inf | logz: -55.970 +/- 0.387 | dlogz: 27.581 > 0.109
iter: 1440 | bound: 12 | nc: 39 | ncall: 45964 | eff(%): 3.133 | loglstar: -inf < -39.647 < inf | logz: -55.902 +/- 0.387 | dlogz: 27.508 > 0.109
iter: 1441 | bound: 12 | nc: 39 | ncall: 46003 | eff(%): 3.132 | loglstar: -inf < -39.501 < inf | logz: -55.831 +/- 0.387 | dlogz: 27.429 > 0.109
iter: 1442 | bound: 12 | nc: 39 | ncall: 46042 | eff(%): 3.132 | loglstar: -inf < -39.491 < inf | logz: -55.761 +/- 0.387 | dlogz: 27.349 > 0.109
iter: 1443 | bound: 12 | nc: 39 | ncall: 46081 | eff(%): 3.131 | loglstar: -inf < -39.336 < inf | logz: -55.690 +/- 0.388 | dlogz: 27.268 > 0.109
iter: 1444 | bound: 12 | nc: 39 | ncall: 46120 | eff(%): 3.131 | loglstar: -inf < -39.324 < inf | logz: -55.620 +/- 0.388 | dlogz: 27.188 > 0.109
iter: 1445 | bound: 12 | nc: 39 | ncall: 46159 | eff(%): 3.130 | loglstar: -inf < -39.321 < inf | logz: -55.554 +/- 0.388 | dlogz: 27.107 > 0.109
iter: 1446 | bound: 12 | nc: 39 | ncall: 46198 | eff(%): 3.130 | loglstar: -inf < -39.299 < inf | logz: -55.492 +/- 0.388 | dlogz: 27.032 > 0.109
iter: 1447 | bound: 12 | nc: 39 | ncall: 46237 | eff(%): 3.130 | loglstar: -inf < -39.293 < inf | logz: -55.434 +/- 0.388 | dlogz: 26.960 > 0.109
iter: 1448 | bound: 12 | nc: 39 | ncall: 46276 | eff(%): 3.129 | loglstar: -inf < -39.292 < inf | logz: -55.379 +/- 0.388 | dlogz: 26.891 > 0.109
iter: 1449 | bound: 12 | nc: 39 | ncall: 46315 | eff(%): 3.129 | loglstar: -inf < -39.219 < inf | logz: -55.325 +/- 0.388 | dlogz: 26.826 > 0.109
iter: 1450 | bound: 12 | nc: 39 | ncall: 46354 | eff(%): 3.128 | loglstar: -inf < -38.876 < inf | logz: -55.263 +/- 0.388 | dlogz: 26.763 > 0.109
iter: 1451 | bound: 12 | nc: 39 | ncall: 46393 | eff(%): 3.128 | loglstar: -inf < -38.722 < inf | logz: -55.190 +/- 0.388 | dlogz: 26.691 > 0.109
iter: 1452 | bound: 12 | nc: 39 | ncall: 46432 | eff(%): 3.127 | loglstar: -inf < -38.449 < inf | logz: -55.106 +/- 0.389 | dlogz: 26.608 > 0.109
iter: 1453 | bound: 12 | nc: 39 | ncall: 46471 | eff(%): 3.127 | loglstar: -inf < -38.430 < inf | logz: -55.019 +/- 0.389 | dlogz: 26.514 > 0.109
iter: 1454 | bound: 12 | nc: 39 | ncall: 46510 | eff(%): 3.126 | loglstar: -inf < -38.373 < inf | logz: -54.937 +/- 0.390 | dlogz: 26.417 > 0.109
iter: 1455 | bound: 12 | nc: 39 | ncall: 46549 | eff(%): 3.126 | loglstar: -inf < -38.205 < inf | logz: -54.853 +/- 0.390 | dlogz: 26.325 > 0.109
iter: 1456 | bound: 12 | nc: 39 | ncall: 46588 | eff(%): 3.125 | loglstar: -inf < -37.992 < inf | logz: -54.761 +/- 0.390 | dlogz: 26.231 > 0.109
iter: 1457 | bound: 12 | nc: 39 | ncall: 46627 | eff(%): 3.125 | loglstar: -inf < -37.781 < inf | logz: -54.658 +/- 0.391 | dlogz: 26.129 > 0.109
iter: 1458 | bound: 12 | nc: 39 | ncall: 46666 | eff(%): 3.124 | loglstar: -inf < -37.779 < inf | logz: -54.556 +/- 0.392 | dlogz: 26.016 > 0.109
iter: 1459 | bound: 12 | nc: 39 | ncall: 46705 | eff(%): 3.124 | loglstar: -inf < -37.678 < inf | logz: -54.461 +/- 0.392 | dlogz: 25.905 > 0.109
iter: 1460 | bound: 12 | nc: 39 | ncall: 46744 | eff(%): 3.123 | loglstar: -inf < -37.465 < inf | logz: -54.359 +/- 0.392 | dlogz: 25.799 > 0.109
iter: 1461 | bound: 12 | nc: 39 | ncall: 46783 | eff(%): 3.123 | loglstar: -inf < -37.366 < inf | logz: -54.254 +/- 0.393 | dlogz: 25.688 > 0.109
iter: 1462 | bound: 12 | nc: 39 | ncall: 46822 | eff(%): 3.122 | loglstar: -inf < -37.305 < inf | logz: -54.153 +/- 0.393 | dlogz: 25.573 > 0.109
iter: 1463 | bound: 12 | nc: 39 | ncall: 46861 | eff(%): 3.122 | loglstar: -inf < -37.137 < inf | logz: -54.051 +/- 0.394 | dlogz: 25.461 > 0.109
iter: 1464 | bound: 12 | nc: 39 | ncall: 46900 | eff(%): 3.122 | loglstar: -inf < -37.112 < inf | logz: -53.950 +/- 0.394 | dlogz: 25.349 > 0.109
iter: 1465 | bound: 12 | nc: 39 | ncall: 46939 | eff(%): 3.121 | loglstar: -inf < -37.076 < inf | logz: -53.857 +/- 0.394 | dlogz: 25.239 > 0.109
iter: 1466 | bound: 12 | nc: 39 | ncall: 46978 | eff(%): 3.121 | loglstar: -inf < -36.904 < inf | logz: -53.764 +/- 0.395 | dlogz: 25.136 > 0.109
iter: 1467 | bound: 12 | nc: 39 | ncall: 47017 | eff(%): 3.120 | loglstar: -inf < -36.768 < inf | logz: -53.666 +/- 0.395 | dlogz: 25.032 > 0.109
iter: 1468 | bound: 12 | nc: 39 | ncall: 47056 | eff(%): 3.120 | loglstar: -inf < -36.741 < inf | logz: -53.571 +/- 0.395 | dlogz: 24.925 > 0.109
iter: 1469 | bound: 12 | nc: 39 | ncall: 47095 | eff(%): 3.119 | loglstar: -inf < -36.727 < inf | logz: -53.483 +/- 0.395 | dlogz: 24.819 > 0.109
iter: 1470 | bound: 12 | nc: 39 | ncall: 47134 | eff(%): 3.119 | loglstar: -inf < -36.669 < inf | logz: -53.400 +/- 0.395 | dlogz: 24.722 > 0.109
iter: 1471 | bound: 12 | nc: 39 | ncall: 47173 | eff(%): 3.118 | loglstar: -inf < -36.558 < inf | logz: -53.318 +/- 0.395 | dlogz: 24.629 > 0.109
iter: 1472 | bound: 12 | nc: 39 | ncall: 47212 | eff(%): 3.118 | loglstar: -inf < -36.143 < inf | logz: -53.219 +/- 0.395 | dlogz: 24.537 > 0.109
iter: 1473 | bound: 12 | nc: 39 | ncall: 47251 | eff(%): 3.117 | loglstar: -inf < -36.141 < inf | logz: -53.113 +/- 0.396 | dlogz: 24.428 > 0.109
iter: 1474 | bound: 12 | nc: 39 | ncall: 47290 | eff(%): 3.117 | loglstar: -inf < -36.135 < inf | logz: -53.017 +/- 0.396 | dlogz: 24.312 > 0.109
iter: 1475 | bound: 12 | nc: 39 | ncall: 47329 | eff(%): 3.116 | loglstar: -inf < -36.093 < inf | logz: -52.929 +/- 0.396 | dlogz: 24.206 > 0.109
iter: 1476 | bound: 12 | nc: 39 | ncall: 47368 | eff(%): 3.116 | loglstar: -inf < -36.045 < inf | logz: -52.845 +/- 0.396 | dlogz: 24.108 > 0.109
iter: 1477 | bound: 12 | nc: 39 | ncall: 47407 | eff(%): 3.116 | loglstar: -inf < -36.017 < inf | logz: -52.765 +/- 0.396 | dlogz: 24.014 > 0.109
iter: 1478 | bound: 12 | nc: 39 | ncall: 47446 | eff(%): 3.115 | loglstar: -inf < -35.818 < inf | logz: -52.683 +/- 0.396 | dlogz: 23.924 > 0.109
iter: 1479 | bound: 12 | nc: 39 | ncall: 47485 | eff(%): 3.115 | loglstar: -inf < -35.681 < inf | logz: -52.595 +/- 0.396 | dlogz: 23.832 > 0.109
iter: 1480 | bound: 12 | nc: 39 | ncall: 47524 | eff(%): 3.114 | loglstar: -inf < -35.676 < inf | logz: -52.510 +/- 0.396 | dlogz: 23.735 > 0.109
iter: 1481 | bound: 12 | nc: 39 | ncall: 47563 | eff(%): 3.114 | loglstar: -inf < -35.541 < inf | logz: -52.426 +/- 0.396 | dlogz: 23.639 > 0.109
iter: 1482 | bound: 12 | nc: 39 | ncall: 47602 | eff(%): 3.113 | loglstar: -inf < -35.436 < inf | logz: -52.341 +/- 0.397 | dlogz: 23.546 > 0.109
iter: 1483 | bound: 12 | nc: 39 | ncall: 47641 | eff(%): 3.113 | loglstar: -inf < -35.409 < inf | logz: -52.258 +/- 0.397 | dlogz: 23.450 > 0.109
iter: 1484 | bound: 12 | nc: 39 | ncall: 47680 | eff(%): 3.112 | loglstar: -inf < -35.374 < inf | logz: -52.179 +/- 0.397 | dlogz: 23.357 > 0.109
iter: 1485 | bound: 12 | nc: 39 | ncall: 47719 | eff(%): 3.112 | loglstar: -inf < -35.329 < inf | logz: -52.105 +/- 0.397 | dlogz: 23.269 > 0.109
iter: 1486 | bound: 12 | nc: 39 | ncall: 47758 | eff(%): 3.112 | loglstar: -inf < -35.318 < inf | logz: -52.034 +/- 0.397 | dlogz: 23.184 > 0.109
iter: 1487 | bound: 12 | nc: 39 | ncall: 47797 | eff(%): 3.111 | loglstar: -inf < -35.221 < inf | logz: -51.965 +/- 0.396 | dlogz: 23.103 > 0.109
iter: 1488 | bound: 12 | nc: 39 | ncall: 47836 | eff(%): 3.111 | loglstar: -inf < -35.211 < inf | logz: -51.897 +/- 0.396 | dlogz: 23.024 > 0.109
iter: 1489 | bound: 12 | nc: 39 | ncall: 47875 | eff(%): 3.110 | loglstar: -inf < -35.056 < inf | logz: -51.830 +/- 0.396 | dlogz: 22.947 > 0.109
iter: 1490 | bound: 12 | nc: 39 | ncall: 47914 | eff(%): 3.110 | loglstar: -inf < -35.013 < inf | logz: -51.761 +/- 0.396 | dlogz: 22.869 > 0.109
iter: 1491 | bound: 12 | nc: 39 | ncall: 47953 | eff(%): 3.109 | loglstar: -inf < -34.833 < inf | logz: -51.689 +/- 0.396 | dlogz: 22.790 > 0.109
iter: 1492 | bound: 12 | nc: 39 | ncall: 47992 | eff(%): 3.109 | loglstar: -inf < -34.807 < inf | logz: -51.616 +/- 0.396 | dlogz: 22.709 > 0.109
iter: 1493 | bound: 12 | nc: 39 | ncall: 48031 | eff(%): 3.108 | loglstar: -inf < -34.741 < inf | logz: -51.546 +/- 0.396 | dlogz: 22.626 > 0.109
iter: 1494 | bound: 12 | nc: 39 | ncall: 48070 | eff(%): 3.108 | loglstar: -inf < -34.465 < inf | logz: -51.469 +/- 0.396 | dlogz: 22.546 > 0.109
iter: 1495 | bound: 12 | nc: 39 | ncall: 48109 | eff(%): 3.108 | loglstar: -inf < -34.428 < inf | logz: -51.387 +/- 0.397 | dlogz: 22.459 > 0.109
iter: 1496 | bound: 13 | nc: 39 | ncall: 48148 | eff(%): 3.107 | loglstar: -inf < -34.421 < inf | logz: -51.310 +/- 0.397 | dlogz: 22.367 > 0.109
iter: 1497 | bound: 13 | nc: 39 | ncall: 48187 | eff(%): 3.107 | loglstar: -inf < -34.374 < inf | logz: -51.238 +/- 0.397 | dlogz: 22.280 > 0.109
iter: 1498 | bound: 13 | nc: 39 | ncall: 48226 | eff(%): 3.106 | loglstar: -inf < -34.368 < inf | logz: -51.169 +/- 0.397 | dlogz: 22.198 > 0.109
iter: 1499 | bound: 13 | nc: 39 | ncall: 48265 | eff(%): 3.106 | loglstar: -inf < -34.215 < inf | logz: -51.101 +/- 0.397 | dlogz: 22.120 > 0.109
iter: 1500 | bound: 13 | nc: 39 | ncall: 48304 | eff(%): 3.105 | loglstar: -inf < -34.052 < inf | logz: -51.026 +/- 0.397 | dlogz: 22.041 > 0.109
iter: 1501 | bound: 13 | nc: 39 | ncall: 48343 | eff(%): 3.105 | loglstar: -inf < -34.020 < inf | logz: -50.951 +/- 0.397 | dlogz: 21.957 > 0.109
iter: 1502 | bound: 13 | nc: 39 | ncall: 48382 | eff(%): 3.104 | loglstar: -inf < -34.001 < inf | logz: -50.880 +/- 0.397 | dlogz: 21.872 > 0.109
iter: 1503 | bound: 13 | nc: 39 | ncall: 48421 | eff(%): 3.104 | loglstar: -inf < -33.853 < inf | logz: -50.809 +/- 0.397 | dlogz: 21.791 > 0.109
iter: 1504 | bound: 13 | nc: 39 | ncall: 48460 | eff(%): 3.104 | loglstar: -inf < -33.793 < inf | logz: -50.737 +/- 0.397 | dlogz: 21.710 > 0.109
iter: 1505 | bound: 13 | nc: 39 | ncall: 48499 | eff(%): 3.103 | loglstar: -inf < -33.689 < inf | logz: -50.664 +/- 0.397 | dlogz: 21.627 > 0.109
iter: 1506 | bound: 13 | nc: 39 | ncall: 48538 | eff(%): 3.103 | loglstar: -inf < -33.603 < inf | logz: -50.591 +/- 0.397 | dlogz: 21.545 > 0.109
iter: 1507 | bound: 13 | nc: 39 | ncall: 48577 | eff(%): 3.102 | loglstar: -inf < -33.406 < inf | logz: -50.513 +/- 0.398 | dlogz: 21.461 > 0.109
iter: 1508 | bound: 13 | nc: 39 | ncall: 48616 | eff(%): 3.102 | loglstar: -inf < -33.375 < inf | logz: -50.433 +/- 0.398 | dlogz: 21.373 > 0.109
iter: 1509 | bound: 13 | nc: 39 | ncall: 48655 | eff(%): 3.101 | loglstar: -inf < -33.350 < inf | logz: -50.358 +/- 0.398 | dlogz: 21.284 > 0.109
iter: 1510 | bound: 13 | nc: 39 | ncall: 48694 | eff(%): 3.101 | loglstar: -inf < -33.266 < inf | logz: -50.285 +/- 0.398 | dlogz: 21.199 > 0.109
iter: 1511 | bound: 13 | nc: 39 | ncall: 48733 | eff(%): 3.101 | loglstar: -inf < -33.031 < inf | logz: -50.206 +/- 0.398 | dlogz: 21.116 > 0.109
iter: 1512 | bound: 13 | nc: 39 | ncall: 48772 | eff(%): 3.100 | loglstar: -inf < -33.012 < inf | logz: -50.125 +/- 0.398 | dlogz: 21.027 > 0.109
iter: 1513 | bound: 13 | nc: 39 | ncall: 48811 | eff(%): 3.100 | loglstar: -inf < -32.970 < inf | logz: -50.048 +/- 0.398 | dlogz: 20.935 > 0.109
iter: 1514 | bound: 13 | nc: 39 | ncall: 48850 | eff(%): 3.099 | loglstar: -inf < -32.955 < inf | logz: -49.975 +/- 0.398 | dlogz: 20.849 > 0.109
iter: 1515 | bound: 13 | nc: 39 | ncall: 48889 | eff(%): 3.099 | loglstar: -inf < -32.812 < inf | logz: -49.903 +/- 0.399 | dlogz: 20.766 > 0.109
iter: 1516 | bound: 13 | nc: 39 | ncall: 48928 | eff(%): 3.098 | loglstar: -inf < -32.805 < inf | logz: -49.831 +/- 0.399 | dlogz: 20.684 > 0.109
iter: 1517 | bound: 13 | nc: 39 | ncall: 48967 | eff(%): 3.098 | loglstar: -inf < -32.780 < inf | logz: -49.764 +/- 0.399 | dlogz: 20.602 > 0.109
iter: 1518 | bound: 13 | nc: 39 | ncall: 49006 | eff(%): 3.098 | loglstar: -inf < -32.695 < inf | logz: -49.698 +/- 0.399 | dlogz: 20.525 > 0.109
iter: 1519 | bound: 13 | nc: 39 | ncall: 49045 | eff(%): 3.097 | loglstar: -inf < -32.689 < inf | logz: -49.634 +/- 0.399 | dlogz: 20.449 > 0.109
iter: 1520 | bound: 13 | nc: 39 | ncall: 49084 | eff(%): 3.097 | loglstar: -inf < -32.668 < inf | logz: -49.573 +/- 0.399 | dlogz: 20.375 > 0.109
iter: 1521 | bound: 13 | nc: 39 | ncall: 49123 | eff(%): 3.096 | loglstar: -inf < -32.503 < inf | logz: -49.511 +/- 0.399 | dlogz: 20.305 > 0.109
iter: 1522 | bound: 13 | nc: 39 | ncall: 49162 | eff(%): 3.096 | loglstar: -inf < -32.441 < inf | logz: -49.447 +/- 0.399 | dlogz: 20.233 > 0.109
iter: 1523 | bound: 13 | nc: 39 | ncall: 49201 | eff(%): 3.095 | loglstar: -inf < -32.418 < inf | logz: -49.385 +/- 0.399 | dlogz: 20.158 > 0.109
iter: 1524 | bound: 13 | nc: 39 | ncall: 49240 | eff(%): 3.095 | loglstar: -inf < -32.305 < inf | logz: -49.323 +/- 0.399 | dlogz: 20.086 > 0.109
iter: 1525 | bound: 13 | nc: 39 | ncall: 49279 | eff(%): 3.095 | loglstar: -inf < -32.282 < inf | logz: -49.261 +/- 0.399 | dlogz: 20.014 > 0.109
iter: 1526 | bound: 13 | nc: 39 | ncall: 49318 | eff(%): 3.094 | loglstar: -inf < -32.190 < inf | logz: -49.200 +/- 0.399 | dlogz: 19.942 > 0.109
iter: 1527 | bound: 13 | nc: 39 | ncall: 49357 | eff(%): 3.094 | loglstar: -inf < -32.186 < inf | logz: -49.140 +/- 0.399 | dlogz: 19.871 > 0.109
iter: 1528 | bound: 13 | nc: 39 | ncall: 49396 | eff(%): 3.093 | loglstar: -inf < -32.167 < inf | logz: -49.084 +/- 0.399 | dlogz: 19.802 > 0.109
iter: 1529 | bound: 13 | nc: 39 | ncall: 49435 | eff(%): 3.093 | loglstar: -inf < -32.066 < inf | logz: -49.028 +/- 0.399 | dlogz: 19.735 > 0.109
iter: 1530 | bound: 13 | nc: 39 | ncall: 49474 | eff(%): 3.093 | loglstar: -inf < -32.057 < inf | logz: -48.972 +/- 0.399 | dlogz: 19.669 > 0.109
iter: 1531 | bound: 13 | nc: 39 | ncall: 49513 | eff(%): 3.092 | loglstar: -inf < -32.052 < inf | logz: -48.920 +/- 0.399 | dlogz: 19.604 > 0.109
iter: 1532 | bound: 13 | nc: 39 | ncall: 49552 | eff(%): 3.092 | loglstar: -inf < -32.017 < inf | logz: -48.870 +/- 0.398 | dlogz: 19.542 > 0.109
iter: 1533 | bound: 13 | nc: 39 | ncall: 49591 | eff(%): 3.091 | loglstar: -inf < -31.917 < inf | logz: -48.819 +/- 0.398 | dlogz: 19.482 > 0.109
iter: 1534 | bound: 13 | nc: 39 | ncall: 49630 | eff(%): 3.091 | loglstar: -inf < -31.914 < inf | logz: -48.769 +/- 0.398 | dlogz: 19.421 > 0.109
iter: 1535 | bound: 13 | nc: 39 | ncall: 49669 | eff(%): 3.090 | loglstar: -inf < -31.885 < inf | logz: -48.721 +/- 0.398 | dlogz: 19.361 > 0.109
iter: 1536 | bound: 13 | nc: 39 | ncall: 49708 | eff(%): 3.090 | loglstar: -inf < -31.860 < inf | logz: -48.674 +/- 0.398 | dlogz: 19.303 > 0.109
iter: 1537 | bound: 13 | nc: 39 | ncall: 49747 | eff(%): 3.090 | loglstar: -inf < -31.701 < inf | logz: -48.626 +/- 0.398 | dlogz: 19.246 > 0.109
iter: 1538 | bound: 13 | nc: 39 | ncall: 49786 | eff(%): 3.089 | loglstar: -inf < -31.675 < inf | logz: -48.576 +/- 0.398 | dlogz: 19.188 > 0.109
iter: 1539 | bound: 13 | nc: 39 | ncall: 49825 | eff(%): 3.089 | loglstar: -inf < -31.525 < inf | logz: -48.525 +/- 0.398 | dlogz: 19.128 > 0.109
iter: 1540 | bound: 13 | nc: 39 | ncall: 49864 | eff(%): 3.088 | loglstar: -inf < -31.311 < inf | logz: -48.467 +/- 0.398 | dlogz: 19.067 > 0.109
iter: 1541 | bound: 13 | nc: 39 | ncall: 49903 | eff(%): 3.088 | loglstar: -inf < -31.208 < inf | logz: -48.404 +/- 0.398 | dlogz: 18.999 > 0.109
iter: 1542 | bound: 13 | nc: 39 | ncall: 49942 | eff(%): 3.088 | loglstar: -inf < -31.159 < inf | logz: -48.341 +/- 0.399 | dlogz: 18.926 > 0.109
iter: 1543 | bound: 13 | nc: 39 | ncall: 49981 | eff(%): 3.087 | loglstar: -inf < -31.143 < inf | logz: -48.280 +/- 0.399 | dlogz: 18.853 > 0.109
iter: 1544 | bound: 13 | nc: 39 | ncall: 50020 | eff(%): 3.087 | loglstar: -inf < -31.118 < inf | logz: -48.222 +/- 0.399 | dlogz: 18.782 > 0.109
iter: 1545 | bound: 13 | nc: 39 | ncall: 50059 | eff(%): 3.086 | loglstar: -inf < -31.037 < inf | logz: -48.165 +/- 0.399 | dlogz: 18.714 > 0.109
iter: 1546 | bound: 13 | nc: 39 | ncall: 50098 | eff(%): 3.086 | loglstar: -inf < -30.965 < inf | logz: -48.107 +/- 0.399 | dlogz: 18.647 > 0.109
iter: 1547 | bound: 13 | nc: 39 | ncall: 50137 | eff(%): 3.086 | loglstar: -inf < -30.943 < inf | logz: -48.051 +/- 0.399 | dlogz: 18.580 > 0.109
iter: 1548 | bound: 13 | nc: 39 | ncall: 50176 | eff(%): 3.085 | loglstar: -inf < -30.851 < inf | logz: -47.995 +/- 0.399 | dlogz: 18.514 > 0.109
iter: 1549 | bound: 13 | nc: 39 | ncall: 50215 | eff(%): 3.085 | loglstar: -inf < -30.822 < inf | logz: -47.940 +/- 0.399 | dlogz: 18.448 > 0.109
iter: 1550 | bound: 13 | nc: 39 | ncall: 50254 | eff(%): 3.084 | loglstar: -inf < -30.615 < inf | logz: -47.881 +/- 0.399 | dlogz: 18.382 > 0.109
iter: 1551 | bound: 13 | nc: 39 | ncall: 50293 | eff(%): 3.084 | loglstar: -inf < -30.504 < inf | logz: -47.817 +/- 0.400 | dlogz: 18.313 > 0.109
iter: 1552 | bound: 13 | nc: 39 | ncall: 50332 | eff(%): 3.084 | loglstar: -inf < -30.340 < inf | logz: -47.749 +/- 0.400 | dlogz: 18.240 > 0.109
iter: 1553 | bound: 13 | nc: 39 | ncall: 50371 | eff(%): 3.083 | loglstar: -inf < -30.267 < inf | logz: -47.678 +/- 0.400 | dlogz: 18.161 > 0.109
iter: 1554 | bound: 13 | nc: 39 | ncall: 50410 | eff(%): 3.083 | loglstar: -inf < -30.167 < inf | logz: -47.607 +/- 0.400 | dlogz: 18.081 > 0.109
iter: 1555 | bound: 13 | nc: 39 | ncall: 50449 | eff(%): 3.082 | loglstar: -inf < -30.060 < inf | logz: -47.534 +/- 0.401 | dlogz: 18.000 > 0.109
iter: 1556 | bound: 13 | nc: 39 | ncall: 50488 | eff(%): 3.082 | loglstar: -inf < -30.026 < inf | logz: -47.463 +/- 0.401 | dlogz: 17.917 > 0.109
iter: 1557 | bound: 13 | nc: 39 | ncall: 50527 | eff(%): 3.082 | loglstar: -inf < -30.006 < inf | logz: -47.395 +/- 0.401 | dlogz: 17.836 > 0.109
iter: 1558 | bound: 13 | nc: 39 | ncall: 50566 | eff(%): 3.081 | loglstar: -inf < -29.946 < inf | logz: -47.329 +/- 0.401 | dlogz: 17.758 > 0.109
iter: 1559 | bound: 13 | nc: 39 | ncall: 50605 | eff(%): 3.081 | loglstar: -inf < -29.884 < inf | logz: -47.264 +/- 0.401 | dlogz: 17.682 > 0.109
iter: 1560 | bound: 13 | nc: 39 | ncall: 50644 | eff(%): 3.080 | loglstar: -inf < -29.780 < inf | logz: -47.199 +/- 0.402 | dlogz: 17.607 > 0.109
iter: 1561 | bound: 13 | nc: 39 | ncall: 50683 | eff(%): 3.080 | loglstar: -inf < -29.686 < inf | logz: -47.132 +/- 0.402 | dlogz: 17.532 > 0.109
iter: 1562 | bound: 13 | nc: 39 | ncall: 50722 | eff(%): 3.080 | loglstar: -inf < -29.658 < inf | logz: -47.066 +/- 0.402 | dlogz: 17.455 > 0.109
iter: 1563 | bound: 13 | nc: 39 | ncall: 50761 | eff(%): 3.079 | loglstar: -inf < -29.654 < inf | logz: -47.004 +/- 0.402 | dlogz: 23.042 > 0.109
iter: 1564 | bound: 13 | nc: 39 | ncall: 50800 | eff(%): 3.079 | loglstar: -inf < -29.603 < inf | logz: -46.945 +/- 0.402 | dlogz: 22.970 > 0.109
iter: 1565 | bound: 13 | nc: 39 | ncall: 50839 | eff(%): 3.078 | loglstar: -inf < -29.385 < inf | logz: -46.881 +/- 0.402 | dlogz: 22.901 > 0.109
iter: 1566 | bound: 13 | nc: 39 | ncall: 50878 | eff(%): 3.078 | loglstar: -inf < -29.359 < inf | logz: -46.815 +/- 0.402 | dlogz: 22.827 > 0.109
iter: 1567 | bound: 13 | nc: 39 | ncall: 50917 | eff(%): 3.078 | loglstar: -inf < -29.210 < inf | logz: -46.748 +/- 0.403 | dlogz: 22.751 > 0.109
iter: 1568 | bound: 13 | nc: 39 | ncall: 50956 | eff(%): 3.077 | loglstar: -inf < -29.182 < inf | logz: -46.680 +/- 0.403 | dlogz: 22.674 > 0.109
iter: 1569 | bound: 13 | nc: 39 | ncall: 50995 | eff(%): 3.077 | loglstar: -inf < -29.124 < inf | logz: -46.615 +/- 0.403 | dlogz: 22.596 > 0.109
iter: 1570 | bound: 13 | nc: 39 | ncall: 51034 | eff(%): 3.076 | loglstar: -inf < -29.103 < inf | logz: -46.551 +/- 0.403 | dlogz: 22.521 > 0.109
iter: 1571 | bound: 13 | nc: 39 | ncall: 51073 | eff(%): 3.076 | loglstar: -inf < -29.101 < inf | logz: -46.492 +/- 0.403 | dlogz: 22.447 > 0.109
iter: 1572 | bound: 13 | nc: 39 | ncall: 51112 | eff(%): 3.076 | loglstar: -inf < -29.098 < inf | logz: -46.436 +/- 0.403 | dlogz: 22.378 > 0.109
iter: 1573 | bound: 13 | nc: 39 | ncall: 51151 | eff(%): 3.075 | loglstar: -inf < -29.072 < inf | logz: -46.383 +/- 0.403 | dlogz: 22.312 > 0.109
iter: 1574 | bound: 13 | nc: 39 | ncall: 51190 | eff(%): 3.075 | loglstar: -inf < -29.059 < inf | logz: -46.332 +/- 0.403 | dlogz: 22.249 > 0.109
iter: 1575 | bound: 13 | nc: 39 | ncall: 51229 | eff(%): 3.074 | loglstar: -inf < -29.000 < inf | logz: -46.282 +/- 0.403 | dlogz: 22.188 > 0.109
iter: 1576 | bound: 13 | nc: 39 | ncall: 51268 | eff(%): 3.074 | loglstar: -inf < -28.975 < inf | logz: -46.233 +/- 0.403 | dlogz: 22.129 > 0.109
iter: 1577 | bound: 13 | nc: 39 | ncall: 51307 | eff(%): 3.074 | loglstar: -inf < -28.866 < inf | logz: -46.184 +/- 0.403 | dlogz: 22.070 > 0.109
iter: 1578 | bound: 13 | nc: 39 | ncall: 51346 | eff(%): 3.073 | loglstar: -inf < -28.858 < inf | logz: -46.135 +/- 0.403 | dlogz: 22.010 > 0.109
iter: 1579 | bound: 13 | nc: 39 | ncall: 51385 | eff(%): 3.073 | loglstar: -inf < -28.833 < inf | logz: -46.088 +/- 0.403 | dlogz: 21.951 > 0.109
iter: 1580 | bound: 13 | nc: 39 | ncall: 51424 | eff(%): 3.072 | loglstar: -inf < -28.786 < inf | logz: -46.041 +/- 0.403 | dlogz: 21.894 > 0.109
iter: 1581 | bound: 13 | nc: 39 | ncall: 51463 | eff(%): 3.072 | loglstar: -inf < -28.615 < inf | logz: -45.993 +/- 0.403 | dlogz: 21.838 > 0.109
iter: 1582 | bound: 13 | nc: 39 | ncall: 51502 | eff(%): 3.072 | loglstar: -inf < -28.597 < inf | logz: -45.942 +/- 0.403 | dlogz: 21.779 > 0.109
iter: 1583 | bound: 13 | nc: 39 | ncall: 51541 | eff(%): 3.071 | loglstar: -inf < -28.538 < inf | logz: -45.893 +/- 0.403 | dlogz: 21.719 > 0.109
iter: 1584 | bound: 13 | nc: 39 | ncall: 51580 | eff(%): 3.071 | loglstar: -inf < -28.427 < inf | logz: -45.842 +/- 0.403 | dlogz: 21.660 > 0.109
iter: 1585 | bound: 13 | nc: 39 | ncall: 51619 | eff(%): 3.071 | loglstar: -inf < -28.406 < inf | logz: -45.791 +/- 0.403 | dlogz: 21.599 > 0.109
iter: 1586 | bound: 13 | nc: 39 | ncall: 51658 | eff(%): 3.070 | loglstar: -inf < -28.401 < inf | logz: -45.743 +/- 0.403 | dlogz: 21.538 > 0.109
iter: 1587 | bound: 13 | nc: 39 | ncall: 51697 | eff(%): 3.070 | loglstar: -inf < -28.335 < inf | logz: -45.695 +/- 0.403 | dlogz: 21.480 > 0.109
iter: 1588 | bound: 13 | nc: 39 | ncall: 51736 | eff(%): 3.069 | loglstar: -inf < -28.285 < inf | logz: -45.648 +/- 0.403 | dlogz: 21.422 > 0.109
iter: 1589 | bound: 13 | nc: 39 | ncall: 51775 | eff(%): 3.069 | loglstar: -inf < -28.224 < inf | logz: -45.600 +/- 0.403 | dlogz: 21.365 > 0.109
iter: 1590 | bound: 13 | nc: 39 | ncall: 51814 | eff(%): 3.069 | loglstar: -inf < -28.223 < inf | logz: -45.554 +/- 0.403 | dlogz: 21.307 > 0.109
iter: 1591 | bound: 13 | nc: 39 | ncall: 51853 | eff(%): 3.068 | loglstar: -inf < -28.183 < inf | logz: -45.509 +/- 0.403 | dlogz: 21.251 > 0.109
iter: 1592 | bound: 13 | nc: 39 | ncall: 51892 | eff(%): 3.068 | loglstar: -inf < -28.127 < inf | logz: -45.465 +/- 0.403 | dlogz: 21.197 > 0.109
iter: 1593 | bound: 13 | nc: 39 | ncall: 51931 | eff(%): 3.068 | loglstar: -inf < -28.117 < inf | logz: -45.422 +/- 0.403 | dlogz: 21.142 > 0.109
iter: 1594 | bound: 13 | nc: 39 | ncall: 51970 | eff(%): 3.067 | loglstar: -inf < -28.043 < inf | logz: -45.379 +/- 0.403 | dlogz: 21.089 > 0.109
iter: 1595 | bound: 13 | nc: 39 | ncall: 52009 | eff(%): 3.067 | loglstar: -inf < -28.020 < inf | logz: -45.336 +/- 0.403 | dlogz: 21.036 > 0.109
iter: 1596 | bound: 14 | nc: 39 | ncall: 52048 | eff(%): 3.066 | loglstar: -inf < -27.998 < inf | logz: -45.294 +/- 0.403 | dlogz: 20.983 > 0.109
iter: 1597 | bound: 14 | nc: 39 | ncall: 52087 | eff(%): 3.066 | loglstar: -inf < -27.938 < inf | logz: -45.253 +/- 0.403 | dlogz: 20.932 > 0.109
iter: 1598 | bound: 14 | nc: 39 | ncall: 52126 | eff(%): 3.066 | loglstar: -inf < -27.888 < inf | logz: -45.212 +/- 0.403 | dlogz: 20.881 > 0.109
iter: 1599 | bound: 14 | nc: 39 | ncall: 52165 | eff(%): 3.065 | loglstar: -inf < -27.684 < inf | logz: -45.167 +/- 0.403 | dlogz: 20.830 > 0.109
iter: 1600 | bound: 14 | nc: 39 | ncall: 52204 | eff(%): 3.065 | loglstar: -inf < -27.667 < inf | logz: -45.121 +/- 0.403 | dlogz: 20.775 > 0.109
iter: 1601 | bound: 14 | nc: 39 | ncall: 52243 | eff(%): 3.065 | loglstar: -inf < -27.215 < inf | logz: -45.063 +/- 0.403 | dlogz: 20.718 > 0.109
iter: 1602 | bound: 14 | nc: 39 | ncall: 52282 | eff(%): 3.064 | loglstar: -inf < -27.165 < inf | logz: -44.997 +/- 0.404 | dlogz: 20.651 > 0.109
iter: 1603 | bound: 14 | nc: 39 | ncall: 52321 | eff(%): 3.064 | loglstar: -inf < -27.145 < inf | logz: -44.933 +/- 0.404 | dlogz: 20.574 > 0.109
iter: 1604 | bound: 14 | nc: 39 | ncall: 52360 | eff(%): 3.063 | loglstar: -inf < -27.143 < inf | logz: -44.872 +/- 0.404 | dlogz: 21.645 > 0.109
iter: 1605 | bound: 14 | nc: 39 | ncall: 52399 | eff(%): 3.063 | loglstar: -inf < -27.129 < inf | logz: -44.816 +/- 0.404 | dlogz: 21.575 > 0.109
iter: 1606 | bound: 14 | nc: 39 | ncall: 52438 | eff(%): 3.063 | loglstar: -inf < -27.099 < inf | logz: -44.761 +/- 0.405 | dlogz: 21.508 > 0.109
iter: 1607 | bound: 14 | nc: 39 | ncall: 52477 | eff(%): 3.062 | loglstar: -inf < -27.095 < inf | logz: -44.710 +/- 0.405 | dlogz: 21.444 > 0.109
iter: 1608 | bound: 14 | nc: 39 | ncall: 52516 | eff(%): 3.062 | loglstar: -inf < -26.992 < inf | logz: -44.658 +/- 0.405 | dlogz: 21.382 > 0.109
iter: 1609 | bound: 14 | nc: 39 | ncall: 52555 | eff(%): 3.062 | loglstar: -inf < -26.937 < inf | logz: -44.606 +/- 0.405 | dlogz: 21.320 > 0.109
iter: 1610 | bound: 14 | nc: 39 | ncall: 52594 | eff(%): 3.061 | loglstar: -inf < -26.841 < inf | logz: -44.553 +/- 0.405 | dlogz: 21.258 > 0.109
iter: 1611 | bound: 14 | nc: 39 | ncall: 52633 | eff(%): 3.061 | loglstar: -inf < -26.810 < inf | logz: -44.500 +/- 0.405 | dlogz: 21.195 > 0.109
iter: 1612 | bound: 14 | nc: 39 | ncall: 52672 | eff(%): 3.060 | loglstar: -inf < -26.789 < inf | logz: -44.448 +/- 0.405 | dlogz: 21.132 > 0.109
iter: 1613 | bound: 14 | nc: 39 | ncall: 52711 | eff(%): 3.060 | loglstar: -inf < -26.758 < inf | logz: -44.399 +/- 0.405 | dlogz: 21.071 > 0.109
iter: 1614 | bound: 14 | nc: 39 | ncall: 52750 | eff(%): 3.060 | loglstar: -inf < -26.752 < inf | logz: -44.352 +/- 0.405 | dlogz: 21.012 > 0.109
iter: 1615 | bound: 14 | nc: 39 | ncall: 52789 | eff(%): 3.059 | loglstar: -inf < -26.704 < inf | logz: -44.305 +/- 0.405 | dlogz: 20.954 > 0.109
iter: 1616 | bound: 14 | nc: 39 | ncall: 52828 | eff(%): 3.059 | loglstar: -inf < -26.686 < inf | logz: -44.260 +/- 0.405 | dlogz: 20.898 > 0.109
iter: 1617 | bound: 14 | nc: 39 | ncall: 52867 | eff(%): 3.059 | loglstar: -inf < -26.653 < inf | logz: -44.217 +/- 0.406 | dlogz: 20.843 > 0.109
iter: 1618 | bound: 14 | nc: 39 | ncall: 52906 | eff(%): 3.058 | loglstar: -inf < -26.627 < inf | logz: -44.174 +/- 0.406 | dlogz: 20.789 > 0.109
iter: 1619 | bound: 14 | nc: 39 | ncall: 52945 | eff(%): 3.058 | loglstar: -inf < -26.557 < inf | logz: -44.131 +/- 0.406 | dlogz: 20.737 > 0.109
iter: 1620 | bound: 14 | nc: 39 | ncall: 52984 | eff(%): 3.058 | loglstar: -inf < -26.552 < inf | logz: -44.089 +/- 0.406 | dlogz: 20.684 > 0.109
iter: 1621 | bound: 14 | nc: 39 | ncall: 53023 | eff(%): 3.057 | loglstar: -inf < -26.532 < inf | logz: -44.049 +/- 0.406 | dlogz: 20.632 > 0.109
iter: 1622 | bound: 14 | nc: 39 | ncall: 53062 | eff(%): 3.057 | loglstar: -inf < -26.428 < inf | logz: -44.008 +/- 0.406 | dlogz: 20.582 > 0.109
iter: 1623 | bound: 14 | nc: 39 | ncall: 53101 | eff(%): 3.056 | loglstar: -inf < -26.352 < inf | logz: -43.966 +/- 0.406 | dlogz: 20.531 > 0.109
iter: 1624 | bound: 14 | nc: 39 | ncall: 53140 | eff(%): 3.056 | loglstar: -inf < -26.319 < inf | logz: -43.923 +/- 0.406 | dlogz: 20.479 > 0.109
iter: 1625 | bound: 14 | nc: 39 | ncall: 53179 | eff(%): 3.056 | loglstar: -inf < -26.297 < inf | logz: -43.882 +/- 0.406 | dlogz: 20.426 > 0.109
iter: 1626 | bound: 14 | nc: 39 | ncall: 53218 | eff(%): 3.055 | loglstar: -inf < -26.277 < inf | logz: -43.841 +/- 0.406 | dlogz: 20.375 > 0.109
iter: 1627 | bound: 14 | nc: 39 | ncall: 53257 | eff(%): 3.055 | loglstar: -inf < -26.249 < inf | logz: -43.802 +/- 0.406 | dlogz: 20.324 > 0.109
iter: 1628 | bound: 14 | nc: 39 | ncall: 53296 | eff(%): 3.055 | loglstar: -inf < -26.127 < inf | logz: -43.762 +/- 0.406 | dlogz: 20.275 > 0.109
iter: 1629 | bound: 14 | nc: 39 | ncall: 53335 | eff(%): 3.054 | loglstar: -inf < -26.040 < inf | logz: -43.719 +/- 0.406 | dlogz: 20.225 > 0.109
iter: 1630 | bound: 14 | nc: 39 | ncall: 53374 | eff(%): 3.054 | loglstar: -inf < -25.825 < inf | logz: -43.672 +/- 0.406 | dlogz: 20.173 > 0.109
iter: 1631 | bound: 14 | nc: 39 | ncall: 53413 | eff(%): 3.054 | loglstar: -inf < -25.744 < inf | logz: -43.621 +/- 0.406 | dlogz: 20.116 > 0.109
iter: 1632 | bound: 14 | nc: 39 | ncall: 53452 | eff(%): 3.053 | loglstar: -inf < -25.696 < inf | logz: -43.570 +/- 0.406 | dlogz: 20.055 > 0.109
iter: 1633 | bound: 14 | nc: 39 | ncall: 53491 | eff(%): 3.053 | loglstar: -inf < -25.690 < inf | logz: -43.520 +/- 0.406 | dlogz: 19.993 > 0.109
iter: 1634 | bound: 14 | nc: 39 | ncall: 53530 | eff(%): 3.052 | loglstar: -inf < -25.665 < inf | logz: -43.473 +/- 0.406 | dlogz: 19.934 > 0.109
iter: 1635 | bound: 14 | nc: 39 | ncall: 53569 | eff(%): 3.052 | loglstar: -inf < -25.615 < inf | logz: -43.426 +/- 0.407 | dlogz: 19.876 > 0.109
iter: 1636 | bound: 14 | nc: 39 | ncall: 53608 | eff(%): 3.052 | loglstar: -inf < -25.587 < inf | logz: -43.380 +/- 0.407 | dlogz: 19.820 > 0.109
iter: 1637 | bound: 14 | nc: 39 | ncall: 53647 | eff(%): 3.051 | loglstar: -inf < -25.476 < inf | logz: -43.334 +/- 0.407 | dlogz: 19.764 > 0.109
iter: 1638 | bound: 14 | nc: 39 | ncall: 53686 | eff(%): 3.051 | loglstar: -inf < -25.393 < inf | logz: -43.286 +/- 0.407 | dlogz: 19.708 > 0.109
iter: 1639 | bound: 14 | nc: 39 | ncall: 53725 | eff(%): 3.051 | loglstar: -inf < -25.382 < inf | logz: -43.238 +/- 0.407 | dlogz: 19.649 > 0.109
iter: 1640 | bound: 14 | nc: 39 | ncall: 53764 | eff(%): 3.050 | loglstar: -inf < -25.377 < inf | logz: -43.192 +/- 0.407 | dlogz: 19.592 > 0.109
iter: 1641 | bound: 14 | nc: 39 | ncall: 53803 | eff(%): 3.050 | loglstar: -inf < -25.283 < inf | logz: -43.147 +/- 0.407 | dlogz: 19.536 > 0.109
iter: 1642 | bound: 14 | nc: 39 | ncall: 53842 | eff(%): 3.050 | loglstar: -inf < -25.246 < inf | logz: -43.101 +/- 0.407 | dlogz: 19.481 > 0.109
iter: 1643 | bound: 14 | nc: 39 | ncall: 53881 | eff(%): 3.049 | loglstar: -inf < -25.158 < inf | logz: -43.055 +/- 0.407 | dlogz: 19.425 > 0.109
iter: 1644 | bound: 14 | nc: 39 | ncall: 53920 | eff(%): 3.049 | loglstar: -inf < -25.152 < inf | logz: -43.010 +/- 0.408 | dlogz: 19.369 > 0.109
iter: 1645 | bound: 14 | nc: 39 | ncall: 53959 | eff(%): 3.049 | loglstar: -inf < -25.047 < inf | logz: -42.964 +/- 0.408 | dlogz: 19.314 > 0.109
iter: 1646 | bound: 14 | nc: 39 | ncall: 53998 | eff(%): 3.048 | loglstar: -inf < -25.039 < inf | logz: -42.919 +/- 0.408 | dlogz: 19.258 > 0.109
iter: 1647 | bound: 14 | nc: 39 | ncall: 54037 | eff(%): 3.048 | loglstar: -inf < -25.007 < inf | logz: -42.874 +/- 0.408 | dlogz: 19.203 > 0.109
iter: 1648 | bound: 14 | nc: 39 | ncall: 54076 | eff(%): 3.048 | loglstar: -inf < -25.004 < inf | logz: -42.832 +/- 0.408 | dlogz: 19.149 > 0.109
iter: 1649 | bound: 14 | nc: 39 | ncall: 54115 | eff(%): 3.047 | loglstar: -inf < -24.846 < inf | logz: -42.788 +/- 0.408 | dlogz: 19.096 > 0.109
iter: 1650 | bound: 14 | nc: 39 | ncall: 54154 | eff(%): 3.047 | loglstar: -inf < -24.808 < inf | logz: -42.742 +/- 0.408 | dlogz: 19.042 > 0.109
iter: 1651 | bound: 14 | nc: 39 | ncall: 54193 | eff(%): 3.047 | loglstar: -inf < -24.806 < inf | logz: -42.698 +/- 0.408 | dlogz: 18.987 > 0.109
iter: 1652 | bound: 14 | nc: 39 | ncall: 54232 | eff(%): 3.046 | loglstar: -inf < -24.786 < inf | logz: -42.656 +/- 0.408 | dlogz: 18.933 > 0.109
iter: 1653 | bound: 14 | nc: 39 | ncall: 54271 | eff(%): 3.046 | loglstar: -inf < -24.659 < inf | logz: -42.613 +/- 0.408 | dlogz: 18.881 > 0.109
iter: 1654 | bound: 14 | nc: 39 | ncall: 54310 | eff(%): 3.045 | loglstar: -inf < -24.629 < inf | logz: -42.569 +/- 0.408 | dlogz: 18.828 > 0.109
iter: 1655 | bound: 14 | nc: 39 | ncall: 54349 | eff(%): 3.045 | loglstar: -inf < -24.520 < inf | logz: -42.524 +/- 0.409 | dlogz: 18.773 > 0.109
iter: 1656 | bound: 14 | nc: 39 | ncall: 54388 | eff(%): 3.045 | loglstar: -inf < -24.512 < inf | logz: -42.479 +/- 0.409 | dlogz: 18.718 > 0.109
iter: 1657 | bound: 14 | nc: 39 | ncall: 54427 | eff(%): 3.044 | loglstar: -inf < -24.406 < inf | logz: -42.434 +/- 0.409 | dlogz: 18.663 > 0.109
iter: 1658 | bound: 14 | nc: 39 | ncall: 54466 | eff(%): 3.044 | loglstar: -inf < -24.359 < inf | logz: -42.387 +/- 0.409 | dlogz: 18.608 > 0.109
iter: 1659 | bound: 14 | nc: 39 | ncall: 54505 | eff(%): 3.044 | loglstar: -inf < -24.276 < inf | logz: -42.341 +/- 0.409 | dlogz: 18.552 > 0.109
iter: 1660 | bound: 14 | nc: 39 | ncall: 54544 | eff(%): 3.043 | loglstar: -inf < -24.194 < inf | logz: -42.293 +/- 0.409 | dlogz: 18.496 > 0.109
iter: 1661 | bound: 14 | nc: 39 | ncall: 54583 | eff(%): 3.043 | loglstar: -inf < -24.044 < inf | logz: -42.243 +/- 0.409 | dlogz: 18.438 > 0.109
iter: 1662 | bound: 14 | nc: 39 | ncall: 54622 | eff(%): 3.043 | loglstar: -inf < -23.995 < inf | logz: -42.190 +/- 0.410 | dlogz: 18.377 > 0.109
iter: 1663 | bound: 14 | nc: 39 | ncall: 54661 | eff(%): 3.042 | loglstar: -inf < -23.982 < inf | logz: -42.139 +/- 0.410 | dlogz: 18.315 > 0.109
iter: 1664 | bound: 14 | nc: 39 | ncall: 54700 | eff(%): 3.042 | loglstar: -inf < -23.828 < inf | logz: -42.087 +/- 0.410 | dlogz: 18.254 > 0.109
iter: 1665 | bound: 14 | nc: 39 | ncall: 54739 | eff(%): 3.042 | loglstar: -inf < -23.801 < inf | logz: -42.034 +/- 0.410 | dlogz: 18.192 > 0.109
iter: 1666 | bound: 14 | nc: 39 | ncall: 54778 | eff(%): 3.041 | loglstar: -inf < -23.609 < inf | logz: -41.977 +/- 0.410 | dlogz: 18.129 > 0.109
iter: 1667 | bound: 14 | nc: 39 | ncall: 54817 | eff(%): 3.041 | loglstar: -inf < -23.455 < inf | logz: -41.915 +/- 0.411 | dlogz: 18.063 > 0.109
iter: 1668 | bound: 14 | nc: 39 | ncall: 54856 | eff(%): 3.041 | loglstar: -inf < -23.424 < inf | logz: -41.852 +/- 0.411 | dlogz: 17.991 > 0.109
iter: 1669 | bound: 14 | nc: 39 | ncall: 54895 | eff(%): 3.040 | loglstar: -inf < -23.413 < inf | logz: -41.792 +/- 0.411 | dlogz: 17.917 > 0.109
iter: 1670 | bound: 14 | nc: 39 | ncall: 54934 | eff(%): 3.040 | loglstar: -inf < -23.338 < inf | logz: -41.733 +/- 0.412 | dlogz: 17.847 > 0.109
iter: 1671 | bound: 14 | nc: 39 | ncall: 54973 | eff(%): 3.040 | loglstar: -inf < -23.198 < inf | logz: -41.672 +/- 0.412 | dlogz: 17.779 > 0.109
iter: 1672 | bound: 14 | nc: 39 | ncall: 55012 | eff(%): 3.039 | loglstar: -inf < -23.189 < inf | logz: -41.611 +/- 0.412 | dlogz: 17.708 > 0.109
iter: 1673 | bound: 14 | nc: 39 | ncall: 55051 | eff(%): 3.039 | loglstar: -inf < -23.145 < inf | logz: -41.553 +/- 0.412 | dlogz: 17.637 > 0.109
iter: 1674 | bound: 14 | nc: 39 | ncall: 55090 | eff(%): 3.039 | loglstar: -inf < -23.112 < inf | logz: -41.496 +/- 0.413 | dlogz: 17.568 > 0.109
iter: 1675 | bound: 14 | nc: 39 | ncall: 55129 | eff(%): 3.038 | loglstar: -inf < -23.108 < inf | logz: -41.442 +/- 0.413 | dlogz: 17.502 > 0.109
iter: 1676 | bound: 14 | nc: 39 | ncall: 55168 | eff(%): 3.038 | loglstar: -inf < -23.105 < inf | logz: -41.391 +/- 0.413 | dlogz: 17.438 > 0.109
iter: 1677 | bound: 14 | nc: 39 | ncall: 55207 | eff(%): 3.038 | loglstar: -inf < -23.085 < inf | logz: -41.342 +/- 0.413 | dlogz: 17.377 > 0.109
iter: 1678 | bound: 14 | nc: 39 | ncall: 55246 | eff(%): 3.037 | loglstar: -inf < -23.053 < inf | logz: -41.295 +/- 0.413 | dlogz: 17.318 > 0.109
iter: 1679 | bound: 14 | nc: 39 | ncall: 55285 | eff(%): 3.037 | loglstar: -inf < -22.949 < inf | logz: -41.247 +/- 0.413 | dlogz: 17.261 > 0.109
iter: 1680 | bound: 14 | nc: 39 | ncall: 55324 | eff(%): 3.037 | loglstar: -inf < -22.922 < inf | logz: -41.199 +/- 0.413 | dlogz: 17.203 > 0.109
iter: 1681 | bound: 14 | nc: 39 | ncall: 55363 | eff(%): 3.036 | loglstar: -inf < -22.900 < inf | logz: -41.153 +/- 0.413 | dlogz: 17.145 > 0.109
iter: 1682 | bound: 14 | nc: 39 | ncall: 55402 | eff(%): 3.036 | loglstar: -inf < -22.900 < inf | logz: -41.108 +/- 0.413 | dlogz: 17.089 > 0.109
iter: 1683 | bound: 14 | nc: 39 | ncall: 55441 | eff(%): 3.036 | loglstar: -inf < -22.772 < inf | logz: -41.063 +/- 0.413 | dlogz: 17.034 > 0.109
iter: 1684 | bound: 14 | nc: 39 | ncall: 55480 | eff(%): 3.035 | loglstar: -inf < -22.762 < inf | logz: -41.018 +/- 0.413 | dlogz: 16.979 > 0.109
iter: 1685 | bound: 14 | nc: 39 | ncall: 55519 | eff(%): 3.035 | loglstar: -inf < -22.727 < inf | logz: -40.974 +/- 0.413 | dlogz: 16.924 > 0.109
iter: 1686 | bound: 14 | nc: 39 | ncall: 55558 | eff(%): 3.035 | loglstar: -inf < -22.723 < inf | logz: -40.931 +/- 0.413 | dlogz: 16.870 > 0.109
iter: 1687 | bound: 14 | nc: 39 | ncall: 55597 | eff(%): 3.034 | loglstar: -inf < -22.677 < inf | logz: -40.890 +/- 0.413 | dlogz: 16.817 > 0.109
iter: 1688 | bound: 14 | nc: 39 | ncall: 55636 | eff(%): 3.034 | loglstar: -inf < -22.669 < inf | logz: -40.849 +/- 0.413 | dlogz: 16.766 > 0.109
iter: 1689 | bound: 14 | nc: 39 | ncall: 55675 | eff(%): 3.034 | loglstar: -inf < -22.668 < inf | logz: -40.811 +/- 0.413 | dlogz: 16.716 > 0.109
iter: 1690 | bound: 14 | nc: 39 | ncall: 55714 | eff(%): 3.033 | loglstar: -inf < -22.626 < inf | logz: -40.773 +/- 0.413 | dlogz: 16.667 > 0.109
iter: 1691 | bound: 14 | nc: 39 | ncall: 55753 | eff(%): 3.033 | loglstar: -inf < -22.539 < inf | logz: -40.735 +/- 0.413 | dlogz: 16.619 > 0.109
iter: 1692 | bound: 14 | nc: 39 | ncall: 55792 | eff(%): 3.033 | loglstar: -inf < -22.508 < inf | logz: -40.696 +/- 0.413 | dlogz: 16.571 > 0.109
iter: 1693 | bound: 14 | nc: 39 | ncall: 55831 | eff(%): 3.032 | loglstar: -inf < -22.420 < inf | logz: -40.657 +/- 0.413 | dlogz: 16.522 > 0.109
iter: 1694 | bound: 14 | nc: 39 | ncall: 55870 | eff(%): 3.032 | loglstar: -inf < -22.417 < inf | logz: -40.618 +/- 0.413 | dlogz: 16.473 > 0.109
iter: 1695 | bound: 14 | nc: 39 | ncall: 55909 | eff(%): 3.032 | loglstar: -inf < -22.284 < inf | logz: -40.578 +/- 0.413 | dlogz: 16.424 > 0.109
iter: 1696 | bound: 15 | nc: 39 | ncall: 55948 | eff(%): 3.031 | loglstar: -inf < -22.259 < inf | logz: -40.537 +/- 0.413 | dlogz: 16.375 > 0.109
iter: 1697 | bound: 15 | nc: 39 | ncall: 55987 | eff(%): 3.031 | loglstar: -inf < -22.221 < inf | logz: -40.497 +/- 0.414 | dlogz: 16.324 > 0.109
iter: 1698 | bound: 15 | nc: 39 | ncall: 56026 | eff(%): 3.031 | loglstar: -inf < -22.217 < inf | logz: -40.458 +/- 0.414 | dlogz: 16.274 > 0.109
iter: 1699 | bound: 15 | nc: 39 | ncall: 56065 | eff(%): 3.030 | loglstar: -inf < -22.096 < inf | logz: -40.418 +/- 0.414 | dlogz: 16.225 > 0.109
iter: 1700 | bound: 15 | nc: 39 | ncall: 56104 | eff(%): 3.030 | loglstar: -inf < -22.063 < inf | logz: -40.378 +/- 0.414 | dlogz: 16.175 > 0.109
iter: 1701 | bound: 15 | nc: 39 | ncall: 56143 | eff(%): 3.030 | loglstar: -inf < -22.032 < inf | logz: -40.338 +/- 0.414 | dlogz: 16.125 > 0.109
iter: 1702 | bound: 15 | nc: 39 | ncall: 56182 | eff(%): 3.029 | loglstar: -inf < -21.943 < inf | logz: -40.298 +/- 0.414 | dlogz: 16.075 > 0.109
iter: 1703 | bound: 15 | nc: 39 | ncall: 56221 | eff(%): 3.029 | loglstar: -inf < -21.877 < inf | logz: -40.256 +/- 0.414 | dlogz: 16.025 > 0.109
iter: 1704 | bound: 15 | nc: 39 | ncall: 56260 | eff(%): 3.029 | loglstar: -inf < -21.876 < inf | logz: -40.216 +/- 0.414 | dlogz: 15.973 > 0.109
iter: 1705 | bound: 15 | nc: 39 | ncall: 56299 | eff(%): 3.028 | loglstar: -inf < -21.865 < inf | logz: -40.177 +/- 0.414 | dlogz: 15.923 > 0.109
iter: 1706 | bound: 15 | nc: 39 | ncall: 56338 | eff(%): 3.028 | loglstar: -inf < -21.828 < inf | logz: -40.139 +/- 0.414 | dlogz: 15.874 > 0.109
iter: 1707 | bound: 15 | nc: 39 | ncall: 56377 | eff(%): 3.028 | loglstar: -inf < -21.808 < inf | logz: -40.102 +/- 0.414 | dlogz: 15.826 > 0.109
iter: 1708 | bound: 15 | nc: 39 | ncall: 56416 | eff(%): 3.028 | loglstar: -inf < -21.797 < inf | logz: -40.066 +/- 0.414 | dlogz: 15.779 > 0.109
iter: 1709 | bound: 15 | nc: 39 | ncall: 56455 | eff(%): 3.027 | loglstar: -inf < -21.514 < inf | logz: -40.025 +/- 0.414 | dlogz: 15.733 > 0.109
iter: 1710 | bound: 15 | nc: 39 | ncall: 56494 | eff(%): 3.027 | loglstar: -inf < -21.393 < inf | logz: -39.979 +/- 0.414 | dlogz: 15.683 > 0.109
iter: 1711 | bound: 15 | nc: 39 | ncall: 56533 | eff(%): 3.027 | loglstar: -inf < -21.331 < inf | logz: -39.931 +/- 0.414 | dlogz: 15.626 > 0.109
iter: 1712 | bound: 15 | nc: 39 | ncall: 56572 | eff(%): 3.026 | loglstar: -inf < -21.152 < inf | logz: -39.880 +/- 0.415 | dlogz: 15.569 > 0.109
iter: 1713 | bound: 15 | nc: 39 | ncall: 56611 | eff(%): 3.026 | loglstar: -inf < -21.085 < inf | logz: -39.826 +/- 0.415 | dlogz: 15.508 > 0.109
iter: 1714 | bound: 15 | nc: 39 | ncall: 56650 | eff(%): 3.026 | loglstar: -inf < -21.005 < inf | logz: -39.771 +/- 0.415 | dlogz: 15.444 > 0.109
iter: 1715 | bound: 15 | nc: 39 | ncall: 56689 | eff(%): 3.025 | loglstar: -inf < -20.955 < inf | logz: -39.717 +/- 0.416 | dlogz: 15.379 > 0.109
iter: 1716 | bound: 15 | nc: 39 | ncall: 56728 | eff(%): 3.025 | loglstar: -inf < -20.858 < inf | logz: -39.662 +/- 0.416 | dlogz: 15.314 > 0.109
iter: 1717 | bound: 15 | nc: 39 | ncall: 56767 | eff(%): 3.025 | loglstar: -inf < -20.789 < inf | logz: -39.606 +/- 0.416 | dlogz: 15.249 > 0.109
iter: 1718 | bound: 15 | nc: 39 | ncall: 56806 | eff(%): 3.024 | loglstar: -inf < -20.722 < inf | logz: -39.550 +/- 0.416 | dlogz: 15.183 > 0.109
iter: 1719 | bound: 15 | nc: 39 | ncall: 56845 | eff(%): 3.024 | loglstar: -inf < -20.717 < inf | logz: -39.495 +/- 0.417 | dlogz: 15.117 > 0.109
iter: 1720 | bound: 15 | nc: 39 | ncall: 56884 | eff(%): 3.024 | loglstar: -inf < -20.715 < inf | logz: -39.444 +/- 0.417 | dlogz: 15.053 > 0.109
iter: 1721 | bound: 15 | nc: 39 | ncall: 56923 | eff(%): 3.023 | loglstar: -inf < -20.703 < inf | logz: -39.395 +/- 0.417 | dlogz: 14.992 > 0.109
iter: 1722 | bound: 15 | nc: 39 | ncall: 56962 | eff(%): 3.023 | loglstar: -inf < -20.537 < inf | logz: -39.345 +/- 0.417 | dlogz: 14.933 > 0.109
iter: 1723 | bound: 15 | nc: 39 | ncall: 57001 | eff(%): 3.023 | loglstar: -inf < -20.526 < inf | logz: -39.293 +/- 0.417 | dlogz: 14.873 > 0.109
iter: 1724 | bound: 15 | nc: 39 | ncall: 57040 | eff(%): 3.022 | loglstar: -inf < -20.512 < inf | logz: -39.244 +/- 0.417 | dlogz: 14.811 > 0.109
iter: 1725 | bound: 15 | nc: 39 | ncall: 57079 | eff(%): 3.022 | loglstar: -inf < -20.506 < inf | logz: -39.197 +/- 0.417 | dlogz: 14.752 > 0.109
iter: 1726 | bound: 15 | nc: 39 | ncall: 57118 | eff(%): 3.022 | loglstar: -inf < -20.489 < inf | logz: -39.152 +/- 0.418 | dlogz: 14.695 > 0.109
iter: 1727 | bound: 15 | nc: 39 | ncall: 57157 | eff(%): 3.022 | loglstar: -inf < -20.467 < inf | logz: -39.109 +/- 0.418 | dlogz: 14.640 > 0.109
iter: 1728 | bound: 15 | nc: 39 | ncall: 57196 | eff(%): 3.021 | loglstar: -inf < -20.449 < inf | logz: -39.067 +/- 0.418 | dlogz: 14.587 > 0.109
iter: 1729 | bound: 15 | nc: 39 | ncall: 57235 | eff(%): 3.021 | loglstar: -inf < -20.430 < inf | logz: -39.026 +/- 0.418 | dlogz: 14.535 > 0.109
iter: 1730 | bound: 15 | nc: 39 | ncall: 57274 | eff(%): 3.021 | loglstar: -inf < -20.354 < inf | logz: -38.986 +/- 0.418 | dlogz: 14.485 > 0.109
iter: 1731 | bound: 15 | nc: 39 | ncall: 57313 | eff(%): 3.020 | loglstar: -inf < -20.275 < inf | logz: -38.944 +/- 0.418 | dlogz: 14.434 > 0.109
iter: 1732 | bound: 15 | nc: 39 | ncall: 57352 | eff(%): 3.020 | loglstar: -inf < -20.234 < inf | logz: -38.902 +/- 0.418 | dlogz: 14.383 > 0.109
iter: 1733 | bound: 15 | nc: 39 | ncall: 57391 | eff(%): 3.020 | loglstar: -inf < -20.158 < inf | logz: -38.860 +/- 0.418 | dlogz: 14.331 > 0.109
iter: 1734 | bound: 15 | nc: 39 | ncall: 57430 | eff(%): 3.019 | loglstar: -inf < -20.113 < inf | logz: -38.818 +/- 0.418 | dlogz: 14.279 > 0.109
iter: 1735 | bound: 15 | nc: 39 | ncall: 57469 | eff(%): 3.019 | loglstar: -inf < -20.027 < inf | logz: -38.775 +/- 0.418 | dlogz: 14.226 > 0.109
iter: 1736 | bound: 15 | nc: 39 | ncall: 57508 | eff(%): 3.019 | loglstar: -inf < -19.913 < inf | logz: -38.729 +/- 0.418 | dlogz: 14.173 > 0.109
iter: 1737 | bound: 15 | nc: 39 | ncall: 57547 | eff(%): 3.018 | loglstar: -inf < -19.895 < inf | logz: -38.684 +/- 0.418 | dlogz: 14.118 > 0.109
iter: 1738 | bound: 15 | nc: 39 | ncall: 57586 | eff(%): 3.018 | loglstar: -inf < -19.882 < inf | logz: -38.640 +/- 0.418 | dlogz: 14.063 > 0.109
iter: 1739 | bound: 15 | nc: 39 | ncall: 57625 | eff(%): 3.018 | loglstar: -inf < -19.875 < inf | logz: -38.598 +/- 0.418 | dlogz: 14.009 > 0.109
iter: 1740 | bound: 15 | nc: 39 | ncall: 57664 | eff(%): 3.017 | loglstar: -inf < -19.815 < inf | logz: -38.557 +/- 0.418 | dlogz: 13.957 > 0.109
iter: 1741 | bound: 15 | nc: 39 | ncall: 57703 | eff(%): 3.017 | loglstar: -inf < -19.813 < inf | logz: -38.516 +/- 0.419 | dlogz: 13.906 > 0.109
iter: 1742 | bound: 15 | nc: 39 | ncall: 57742 | eff(%): 3.017 | loglstar: -inf < -19.793 < inf | logz: -38.477 +/- 0.419 | dlogz: 13.855 > 0.109
iter: 1743 | bound: 15 | nc: 39 | ncall: 57781 | eff(%): 3.017 | loglstar: -inf < -19.782 < inf | logz: -38.440 +/- 0.419 | dlogz: 13.806 > 0.109
iter: 1744 | bound: 15 | nc: 39 | ncall: 57820 | eff(%): 3.016 | loglstar: -inf < -19.750 < inf | logz: -38.403 +/- 0.419 | dlogz: 13.759 > 0.109
iter: 1745 | bound: 15 | nc: 39 | ncall: 57859 | eff(%): 3.016 | loglstar: -inf < -19.721 < inf | logz: -38.367 +/- 0.419 | dlogz: 13.712 > 0.109
iter: 1746 | bound: 15 | nc: 39 | ncall: 57898 | eff(%): 3.016 | loglstar: -inf < -19.683 < inf | logz: -38.331 +/- 0.419 | dlogz: 13.666 > 0.109
iter: 1747 | bound: 15 | nc: 39 | ncall: 57937 | eff(%): 3.015 | loglstar: -inf < -19.560 < inf | logz: -38.294 +/- 0.419 | dlogz: 13.621 > 0.109
iter: 1748 | bound: 15 | nc: 39 | ncall: 57976 | eff(%): 3.015 | loglstar: -inf < -19.472 < inf | logz: -38.255 +/- 0.419 | dlogz: 13.574 > 0.109
iter: 1749 | bound: 15 | nc: 39 | ncall: 58015 | eff(%): 3.015 | loglstar: -inf < -19.419 < inf | logz: -38.215 +/- 0.419 | dlogz: 13.525 > 0.109
iter: 1750 | bound: 15 | nc: 39 | ncall: 58054 | eff(%): 3.014 | loglstar: -inf < -19.413 < inf | logz: -38.176 +/- 0.419 | dlogz: 13.475 > 0.109
iter: 1751 | bound: 15 | nc: 39 | ncall: 58093 | eff(%): 3.014 | loglstar: -inf < -19.383 < inf | logz: -38.138 +/- 0.419 | dlogz: 13.426 > 0.109
iter: 1752 | bound: 15 | nc: 39 | ncall: 58132 | eff(%): 3.014 | loglstar: -inf < -19.364 < inf | logz: -38.101 +/- 0.419 | dlogz: 13.378 > 0.109
iter: 1753 | bound: 15 | nc: 39 | ncall: 58171 | eff(%): 3.014 | loglstar: -inf < -19.362 < inf | logz: -38.065 +/- 0.419 | dlogz: 13.331 > 0.109
iter: 1754 | bound: 15 | nc: 39 | ncall: 58210 | eff(%): 3.013 | loglstar: -inf < -19.326 < inf | logz: -38.030 +/- 0.419 | dlogz: 13.285 > 0.109
iter: 1755 | bound: 15 | nc: 39 | ncall: 58249 | eff(%): 3.013 | loglstar: -inf < -19.282 < inf | logz: -37.996 +/- 0.419 | dlogz: 13.240 > 0.109
iter: 1756 | bound: 15 | nc: 39 | ncall: 58288 | eff(%): 3.013 | loglstar: -inf < -19.247 < inf | logz: -37.961 +/- 0.419 | dlogz: 13.195 > 0.109
iter: 1757 | bound: 15 | nc: 39 | ncall: 58327 | eff(%): 3.012 | loglstar: -inf < -19.238 < inf | logz: -37.927 +/- 0.419 | dlogz: 13.151 > 0.109
iter: 1758 | bound: 15 | nc: 39 | ncall: 58366 | eff(%): 3.012 | loglstar: -inf < -19.178 < inf | logz: -37.894 +/- 0.419 | dlogz: 13.107 > 0.109
iter: 1759 | bound: 15 | nc: 39 | ncall: 58405 | eff(%): 3.012 | loglstar: -inf < -19.122 < inf | logz: -37.860 +/- 0.419 | dlogz: 13.885 > 0.109
iter: 1760 | bound: 15 | nc: 39 | ncall: 58444 | eff(%): 3.011 | loglstar: -inf < -19.073 < inf | logz: -37.826 +/- 0.419 | dlogz: 13.841 > 0.109
iter: 1761 | bound: 15 | nc: 39 | ncall: 58483 | eff(%): 3.011 | loglstar: -inf < -19.045 < inf | logz: -37.792 +/- 0.419 | dlogz: 13.797 > 0.109
iter: 1762 | bound: 15 | nc: 39 | ncall: 58522 | eff(%): 3.011 | loglstar: -inf < -19.022 < inf | logz: -37.758 +/- 0.419 | dlogz: 13.753 > 0.109
iter: 1763 | bound: 15 | nc: 39 | ncall: 58561 | eff(%): 3.011 | loglstar: -inf < -18.956 < inf | logz: -37.725 +/- 0.419 | dlogz: 13.709 > 0.109
iter: 1764 | bound: 15 | nc: 39 | ncall: 58600 | eff(%): 3.010 | loglstar: -inf < -18.943 < inf | logz: -37.692 +/- 0.419 | dlogz: 13.666 > 0.109
iter: 1765 | bound: 15 | nc: 39 | ncall: 58639 | eff(%): 3.010 | loglstar: -inf < -18.900 < inf | logz: -37.659 +/- 0.419 | dlogz: 13.623 > 0.109
iter: 1766 | bound: 15 | nc: 39 | ncall: 58678 | eff(%): 3.010 | loglstar: -inf < -18.843 < inf | logz: -37.626 +/- 0.419 | dlogz: 13.580 > 0.109
iter: 1767 | bound: 15 | nc: 39 | ncall: 58717 | eff(%): 3.009 | loglstar: -inf < -18.833 < inf | logz: -37.593 +/- 0.419 | dlogz: 13.537 > 0.109
iter: 1768 | bound: 15 | nc: 39 | ncall: 58756 | eff(%): 3.009 | loglstar: -inf < -18.732 < inf | logz: -37.560 +/- 0.419 | dlogz: 13.494 > 0.109
iter: 1769 | bound: 15 | nc: 39 | ncall: 58795 | eff(%): 3.009 | loglstar: -inf < -18.709 < inf | logz: -37.526 +/- 0.419 | dlogz: 13.451 > 0.109
iter: 1770 | bound: 15 | nc: 39 | ncall: 58834 | eff(%): 3.008 | loglstar: -inf < -18.708 < inf | logz: -37.493 +/- 0.419 | dlogz: 13.407 > 0.109
iter: 1771 | bound: 15 | nc: 39 | ncall: 58873 | eff(%): 3.008 | loglstar: -inf < -18.707 < inf | logz: -37.462 +/- 0.420 | dlogz: 13.365 > 0.109
iter: 1772 | bound: 15 | nc: 39 | ncall: 58912 | eff(%): 3.008 | loglstar: -inf < -18.609 < inf | logz: -37.430 +/- 0.420 | dlogz: 13.323 > 0.109
iter: 1773 | bound: 15 | nc: 39 | ncall: 58951 | eff(%): 3.008 | loglstar: -inf < -18.607 < inf | logz: -37.398 +/- 0.420 | dlogz: 13.282 > 0.109
iter: 1774 | bound: 15 | nc: 39 | ncall: 58990 | eff(%): 3.007 | loglstar: -inf < -18.592 < inf | logz: -37.367 +/- 0.420 | dlogz: 13.240 > 0.109
iter: 1775 | bound: 15 | nc: 39 | ncall: 59029 | eff(%): 3.007 | loglstar: -inf < -18.365 < inf | logz: -37.333 +/- 0.420 | dlogz: 13.199 > 0.109
iter: 1776 | bound: 15 | nc: 39 | ncall: 59068 | eff(%): 3.007 | loglstar: -inf < -18.233 < inf | logz: -37.295 +/- 0.420 | dlogz: 13.155 > 0.109
iter: 1777 | bound: 15 | nc: 39 | ncall: 59107 | eff(%): 3.006 | loglstar: -inf < -18.175 < inf | logz: -37.255 +/- 0.420 | dlogz: 13.107 > 0.109
iter: 1778 | bound: 15 | nc: 39 | ncall: 59146 | eff(%): 3.006 | loglstar: -inf < -18.161 < inf | logz: -37.216 +/- 0.420 | dlogz: 13.057 > 0.109
iter: 1779 | bound: 15 | nc: 39 | ncall: 59185 | eff(%): 3.006 | loglstar: -inf < -18.122 < inf | logz: -37.177 +/- 0.420 | dlogz: 13.008 > 0.109
iter: 1780 | bound: 15 | nc: 39 | ncall: 59224 | eff(%): 3.006 | loglstar: -inf < -18.112 < inf | logz: -37.139 +/- 0.420 | dlogz: 12.959 > 0.109
iter: 1781 | bound: 15 | nc: 39 | ncall: 59263 | eff(%): 3.005 | loglstar: -inf < -18.096 < inf | logz: -37.103 +/- 0.420 | dlogz: 12.911 > 0.109
iter: 1782 | bound: 15 | nc: 39 | ncall: 59302 | eff(%): 3.005 | loglstar: -inf < -18.083 < inf | logz: -37.067 +/- 0.421 | dlogz: 12.865 > 0.109
iter: 1783 | bound: 15 | nc: 39 | ncall: 59341 | eff(%): 3.005 | loglstar: -inf < -17.994 < inf | logz: -37.032 +/- 0.421 | dlogz: 12.820 > 0.109
iter: 1784 | bound: 15 | nc: 39 | ncall: 59380 | eff(%): 3.004 | loglstar: -inf < -17.984 < inf | logz: -36.996 +/- 0.421 | dlogz: 12.774 > 0.109
iter: 1785 | bound: 15 | nc: 39 | ncall: 59419 | eff(%): 3.004 | loglstar: -inf < -17.957 < inf | logz: -36.962 +/- 0.421 | dlogz: 12.729 > 0.109
iter: 1786 | bound: 15 | nc: 39 | ncall: 59458 | eff(%): 3.004 | loglstar: -inf < -17.938 < inf | logz: -36.928 +/- 0.421 | dlogz: 12.684 > 0.109
iter: 1787 | bound: 15 | nc: 39 | ncall: 59497 | eff(%): 3.004 | loglstar: -inf < -17.855 < inf | logz: -36.893 +/- 0.421 | dlogz: 12.640 > 0.109
iter: 1788 | bound: 15 | nc: 39 | ncall: 59536 | eff(%): 3.003 | loglstar: -inf < -17.854 < inf | logz: -36.859 +/- 0.421 | dlogz: 12.596 > 0.109
iter: 1789 | bound: 15 | nc: 39 | ncall: 59575 | eff(%): 3.003 | loglstar: -inf < -17.830 < inf | logz: -36.826 +/- 0.421 | dlogz: 12.552 > 0.109
iter: 1790 | bound: 15 | nc: 39 | ncall: 59614 | eff(%): 3.003 | loglstar: -inf < -17.824 < inf | logz: -36.794 +/- 0.421 | dlogz: 12.509 > 0.109
iter: 1791 | bound: 15 | nc: 39 | ncall: 59653 | eff(%): 3.002 | loglstar: -inf < -17.797 < inf | logz: -36.762 +/- 0.421 | dlogz: 12.466 > 0.109
iter: 1792 | bound: 15 | nc: 39 | ncall: 59692 | eff(%): 3.002 | loglstar: -inf < -17.768 < inf | logz: -36.731 +/- 0.421 | dlogz: 12.425 > 0.109
iter: 1793 | bound: 15 | nc: 39 | ncall: 59731 | eff(%): 3.002 | loglstar: -inf < -17.750 < inf | logz: -36.701 +/- 0.421 | dlogz: 12.384 > 0.109
iter: 1794 | bound: 15 | nc: 39 | ncall: 59770 | eff(%): 3.002 | loglstar: -inf < -17.749 < inf | logz: -36.671 +/- 0.421 | dlogz: 12.344 > 0.109
iter: 1795 | bound: 15 | nc: 39 | ncall: 59809 | eff(%): 3.001 | loglstar: -inf < -17.709 < inf | logz: -36.642 +/- 0.421 | dlogz: 12.304 > 0.109
iter: 1796 | bound: 16 | nc: 39 | ncall: 59848 | eff(%): 3.001 | loglstar: -inf < -17.631 < inf | logz: -36.613 +/- 0.421 | dlogz: 12.265 > 0.109
iter: 1797 | bound: 16 | nc: 39 | ncall: 59887 | eff(%): 3.001 | loglstar: -inf < -17.527 < inf | logz: -36.582 +/- 0.421 | dlogz: 12.226 > 0.109
iter: 1798 | bound: 16 | nc: 39 | ncall: 59926 | eff(%): 3.000 | loglstar: -inf < -17.424 < inf | logz: -36.549 +/- 0.422 | dlogz: 12.185 > 0.109
iter: 1799 | bound: 16 | nc: 39 | ncall: 59965 | eff(%): 3.000 | loglstar: -inf < -17.354 < inf | logz: -36.514 +/- 0.422 | dlogz: 12.141 > 0.109
iter: 1800 | bound: 16 | nc: 39 | ncall: 60004 | eff(%): 3.000 | loglstar: -inf < -17.308 < inf | logz: -36.479 +/- 0.422 | dlogz: 12.097 > 0.109
iter: 1801 | bound: 16 | nc: 39 | ncall: 60043 | eff(%): 3.000 | loglstar: -inf < -17.284 < inf | logz: -36.444 +/- 0.422 | dlogz: 12.052 > 0.109
iter: 1802 | bound: 16 | nc: 39 | ncall: 60082 | eff(%): 2.999 | loglstar: -inf < -17.276 < inf | logz: -36.411 +/- 0.422 | dlogz: 12.007 > 0.109
iter: 1803 | bound: 16 | nc: 39 | ncall: 60121 | eff(%): 2.999 | loglstar: -inf < -17.246 < inf | logz: -36.378 +/- 0.422 | dlogz: 11.964 > 0.109
iter: 1804 | bound: 16 | nc: 39 | ncall: 60160 | eff(%): 2.999 | loglstar: -inf < -17.244 < inf | logz: -36.346 +/- 0.422 | dlogz: 11.921 > 0.109
iter: 1805 | bound: 16 | nc: 39 | ncall: 60199 | eff(%): 2.998 | loglstar: -inf < -17.118 < inf | logz: -36.313 +/- 0.422 | dlogz: 11.879 > 0.109
iter: 1806 | bound: 16 | nc: 39 | ncall: 60238 | eff(%): 2.998 | loglstar: -inf < -17.008 < inf | logz: -36.278 +/- 0.422 | dlogz: 11.836 > 0.109
iter: 1807 | bound: 16 | nc: 39 | ncall: 60277 | eff(%): 2.998 | loglstar: -inf < -17.007 < inf | logz: -36.242 +/- 0.422 | dlogz: 11.791 > 0.109
iter: 1808 | bound: 16 | nc: 39 | ncall: 60316 | eff(%): 2.998 | loglstar: -inf < -16.947 < inf | logz: -36.207 +/- 0.423 | dlogz: 11.745 > 0.109
iter: 1809 | bound: 16 | nc: 39 | ncall: 60355 | eff(%): 2.997 | loglstar: -inf < -16.859 < inf | logz: -36.171 +/- 0.423 | dlogz: 11.700 > 0.109
iter: 1810 | bound: 16 | nc: 39 | ncall: 60394 | eff(%): 2.997 | loglstar: -inf < -16.852 < inf | logz: -36.135 +/- 0.423 | dlogz: 11.654 > 0.109
iter: 1811 | bound: 16 | nc: 39 | ncall: 60433 | eff(%): 2.997 | loglstar: -inf < -16.760 < inf | logz: -36.098 +/- 0.423 | dlogz: 11.608 > 0.109
iter: 1812 | bound: 16 | nc: 39 | ncall: 60472 | eff(%): 2.996 | loglstar: -inf < -16.742 < inf | logz: -36.062 +/- 0.423 | dlogz: 11.562 > 0.109
iter: 1813 | bound: 16 | nc: 39 | ncall: 60511 | eff(%): 2.996 | loglstar: -inf < -16.733 < inf | logz: -36.026 +/- 0.423 | dlogz: 11.515 > 0.109
iter: 1814 | bound: 16 | nc: 39 | ncall: 60550 | eff(%): 2.996 | loglstar: -inf < -16.692 < inf | logz: -35.992 +/- 0.423 | dlogz: 11.470 > 0.109
iter: 1815 | bound: 16 | nc: 39 | ncall: 60589 | eff(%): 2.996 | loglstar: -inf < -16.685 < inf | logz: -35.958 +/- 0.423 | dlogz: 11.425 > 0.109
iter: 1816 | bound: 16 | nc: 39 | ncall: 60628 | eff(%): 2.995 | loglstar: -inf < -16.629 < inf | logz: -35.924 +/- 0.424 | dlogz: 11.382 > 0.109
iter: 1817 | bound: 16 | nc: 39 | ncall: 60667 | eff(%): 2.995 | loglstar: -inf < -16.627 < inf | logz: -35.891 +/- 0.424 | dlogz: 11.338 > 0.109
iter: 1818 | bound: 16 | nc: 39 | ncall: 60706 | eff(%): 2.995 | loglstar: -inf < -16.590 < inf | logz: -35.859 +/- 0.424 | dlogz: 11.295 > 0.109
iter: 1819 | bound: 16 | nc: 39 | ncall: 60745 | eff(%): 2.994 | loglstar: -inf < -16.546 < inf | logz: -35.826 +/- 0.424 | dlogz: 11.253 > 0.109
iter: 1820 | bound: 16 | nc: 39 | ncall: 60784 | eff(%): 2.994 | loglstar: -inf < -16.526 < inf | logz: -35.794 +/- 0.424 | dlogz: 11.210 > 0.109
iter: 1821 | bound: 16 | nc: 39 | ncall: 60823 | eff(%): 2.994 | loglstar: -inf < -16.495 < inf | logz: -35.763 +/- 0.424 | dlogz: 11.168 > 0.109
iter: 1822 | bound: 16 | nc: 39 | ncall: 60862 | eff(%): 2.994 | loglstar: -inf < -16.493 < inf | logz: -35.732 +/- 0.424 | dlogz: 11.127 > 0.109
iter: 1823 | bound: 16 | nc: 39 | ncall: 60901 | eff(%): 2.993 | loglstar: -inf < -16.474 < inf | logz: -35.702 +/- 0.424 | dlogz: 11.086 > 0.109
iter: 1824 | bound: 16 | nc: 39 | ncall: 60940 | eff(%): 2.993 | loglstar: -inf < -16.465 < inf | logz: -35.673 +/- 0.424 | dlogz: 11.047 > 0.109
iter: 1825 | bound: 16 | nc: 39 | ncall: 60979 | eff(%): 2.993 | loglstar: -inf < -16.349 < inf | logz: -35.644 +/- 0.424 | dlogz: 11.008 > 0.109
iter: 1826 | bound: 16 | nc: 39 | ncall: 61018 | eff(%): 2.993 | loglstar: -inf < -16.344 < inf | logz: -35.613 +/- 0.424 | dlogz: 10.968 > 0.109
iter: 1827 | bound: 16 | nc: 39 | ncall: 61057 | eff(%): 2.992 | loglstar: -inf < -16.340 < inf | logz: -35.584 +/- 0.424 | dlogz: 10.928 > 0.109
iter: 1828 | bound: 16 | nc: 39 | ncall: 61096 | eff(%): 2.992 | loglstar: -inf < -16.307 < inf | logz: -35.555 +/- 0.424 | dlogz: 10.888 > 0.109
iter: 1829 | bound: 16 | nc: 39 | ncall: 61135 | eff(%): 2.992 | loglstar: -inf < -16.182 < inf | logz: -35.525 +/- 0.424 | dlogz: 10.850 > 0.109
iter: 1830 | bound: 16 | nc: 39 | ncall: 61174 | eff(%): 2.991 | loglstar: -inf < -16.138 < inf | logz: -35.494 +/- 0.425 | dlogz: 10.810 > 0.109
iter: 1831 | bound: 16 | nc: 39 | ncall: 61213 | eff(%): 2.991 | loglstar: -inf < -16.078 < inf | logz: -35.462 +/- 0.425 | dlogz: 10.769 > 0.109
iter: 1832 | bound: 16 | nc: 39 | ncall: 61252 | eff(%): 2.991 | loglstar: -inf < -16.056 < inf | logz: -35.431 +/- 0.425 | dlogz: 10.727 > 0.109
iter: 1833 | bound: 16 | nc: 39 | ncall: 61291 | eff(%): 2.991 | loglstar: -inf < -16.043 < inf | logz: -35.400 +/- 0.425 | dlogz: 10.686 > 0.109
iter: 1834 | bound: 16 | nc: 39 | ncall: 61330 | eff(%): 2.990 | loglstar: -inf < -16.015 < inf | logz: -35.370 +/- 0.425 | dlogz: 10.645 > 0.109
iter: 1835 | bound: 16 | nc: 39 | ncall: 61369 | eff(%): 2.990 | loglstar: -inf < -16.006 < inf | logz: -35.340 +/- 0.425 | dlogz: 10.605 > 0.109
iter: 1836 | bound: 16 | nc: 39 | ncall: 61408 | eff(%): 2.990 | loglstar: -inf < -15.977 < inf | logz: -35.311 +/- 0.425 | dlogz: 10.565 > 0.109
iter: 1837 | bound: 16 | nc: 39 | ncall: 61447 | eff(%): 2.990 | loglstar: -inf < -15.919 < inf | logz: -35.282 +/- 0.425 | dlogz: 10.526 > 0.109
iter: 1838 | bound: 16 | nc: 39 | ncall: 61486 | eff(%): 2.989 | loglstar: -inf < -15.894 < inf | logz: -35.253 +/- 0.425 | dlogz: 10.487 > 0.109
iter: 1839 | bound: 16 | nc: 39 | ncall: 61525 | eff(%): 2.989 | loglstar: -inf < -15.825 < inf | logz: -35.224 +/- 0.425 | dlogz: 10.448 > 0.109
iter: 1840 | bound: 16 | nc: 39 | ncall: 61564 | eff(%): 2.989 | loglstar: -inf < -15.825 < inf | logz: -35.195 +/- 0.425 | dlogz: 10.409 > 0.109
iter: 1841 | bound: 16 | nc: 39 | ncall: 61603 | eff(%): 2.988 | loglstar: -inf < -15.821 < inf | logz: -35.166 +/- 0.425 | dlogz: 10.370 > 0.109
iter: 1842 | bound: 16 | nc: 39 | ncall: 61642 | eff(%): 2.988 | loglstar: -inf < -15.820 < inf | logz: -35.139 +/- 0.425 | dlogz: 10.331 > 0.109
iter: 1843 | bound: 16 | nc: 39 | ncall: 61681 | eff(%): 2.988 | loglstar: -inf < -15.808 < inf | logz: -35.113 +/- 0.425 | dlogz: 10.294 > 0.109
iter: 1844 | bound: 16 | nc: 39 | ncall: 61720 | eff(%): 2.988 | loglstar: -inf < -15.782 < inf | logz: -35.087 +/- 0.425 | dlogz: 10.258 > 0.109
iter: 1845 | bound: 16 | nc: 39 | ncall: 61759 | eff(%): 2.987 | loglstar: -inf < -15.769 < inf | logz: -35.061 +/- 0.425 | dlogz: 10.222 > 0.109
iter: 1846 | bound: 16 | nc: 39 | ncall: 61798 | eff(%): 2.987 | loglstar: -inf < -15.766 < inf | logz: -35.036 +/- 0.425 | dlogz: 10.187 > 0.109
iter: 1847 | bound: 16 | nc: 39 | ncall: 61837 | eff(%): 2.987 | loglstar: -inf < -15.729 < inf | logz: -35.012 +/- 0.425 | dlogz: 10.152 > 0.109
iter: 1848 | bound: 16 | nc: 39 | ncall: 61876 | eff(%): 2.987 | loglstar: -inf < -15.725 < inf | logz: -34.988 +/- 0.425 | dlogz: 10.117 > 0.109
iter: 1849 | bound: 16 | nc: 39 | ncall: 61915 | eff(%): 2.986 | loglstar: -inf < -15.639 < inf | logz: -34.963 +/- 0.426 | dlogz: 10.083 > 0.109
iter: 1850 | bound: 16 | nc: 39 | ncall: 61954 | eff(%): 2.986 | loglstar: -inf < -15.554 < inf | logz: -34.938 +/- 0.426 | dlogz: 10.049 > 0.109
iter: 1851 | bound: 16 | nc: 39 | ncall: 61993 | eff(%): 2.986 | loglstar: -inf < -15.509 < inf | logz: -34.911 +/- 0.426 | dlogz: 10.013 > 0.109
iter: 1852 | bound: 16 | nc: 39 | ncall: 62032 | eff(%): 2.986 | loglstar: -inf < -15.345 < inf | logz: -34.883 +/- 0.426 | dlogz: 9.977 > 0.109
iter: 1853 | bound: 16 | nc: 39 | ncall: 62071 | eff(%): 2.985 | loglstar: -inf < -15.305 < inf | logz: -34.853 +/- 0.426 | dlogz: 9.938 > 0.109
iter: 1854 | bound: 16 | nc: 39 | ncall: 62110 | eff(%): 2.985 | loglstar: -inf < -15.268 < inf | logz: -34.823 +/- 0.426 | dlogz: 9.898 > 0.109
iter: 1855 | bound: 16 | nc: 39 | ncall: 62149 | eff(%): 2.985 | loglstar: -inf < -15.264 < inf | logz: -34.793 +/- 0.426 | dlogz: 9.858 > 0.109
iter: 1856 | bound: 16 | nc: 39 | ncall: 62188 | eff(%): 2.984 | loglstar: -inf < -15.195 < inf | logz: -34.764 +/- 0.426 | dlogz: 9.819 > 0.109
iter: 1857 | bound: 16 | nc: 39 | ncall: 62227 | eff(%): 2.984 | loglstar: -inf < -15.185 < inf | logz: -34.734 +/- 0.426 | dlogz: 9.780 > 0.109
iter: 1858 | bound: 16 | nc: 39 | ncall: 62266 | eff(%): 2.984 | loglstar: -inf < -15.008 < inf | logz: -34.703 +/- 0.426 | dlogz: 9.740 > 0.109
iter: 1859 | bound: 16 | nc: 39 | ncall: 62305 | eff(%): 2.984 | loglstar: -inf < -15.005 < inf | logz: -34.671 +/- 0.427 | dlogz: 9.699 > 0.109
iter: 1860 | bound: 16 | nc: 39 | ncall: 62344 | eff(%): 2.983 | loglstar: -inf < -14.974 < inf | logz: -34.639 +/- 0.427 | dlogz: 9.657 > 0.109
iter: 1861 | bound: 16 | nc: 39 | ncall: 62383 | eff(%): 2.983 | loglstar: -inf < -14.962 < inf | logz: -34.608 +/- 0.427 | dlogz: 9.615 > 0.109
iter: 1862 | bound: 16 | nc: 39 | ncall: 62422 | eff(%): 2.983 | loglstar: -inf < -14.962 < inf | logz: -34.578 +/- 0.427 | dlogz: 9.574 > 0.109
iter: 1863 | bound: 16 | nc: 39 | ncall: 62461 | eff(%): 2.983 | loglstar: -inf < -14.950 < inf | logz: -34.548 +/- 0.427 | dlogz: 9.534 > 0.109
iter: 1864 | bound: 16 | nc: 39 | ncall: 62500 | eff(%): 2.982 | loglstar: -inf < -14.947 < inf | logz: -34.520 +/- 0.427 | dlogz: 9.495 > 0.109
iter: 1865 | bound: 16 | nc: 39 | ncall: 62539 | eff(%): 2.982 | loglstar: -inf < -14.920 < inf | logz: -34.493 +/- 0.427 | dlogz: 9.457 > 0.109
iter: 1866 | bound: 16 | nc: 39 | ncall: 62578 | eff(%): 2.982 | loglstar: -inf < -14.905 < inf | logz: -34.466 +/- 0.427 | dlogz: 9.419 > 0.109
iter: 1867 | bound: 16 | nc: 39 | ncall: 62617 | eff(%): 2.982 | loglstar: -inf < -14.859 < inf | logz: -34.439 +/- 0.427 | dlogz: 9.382 > 0.109
iter: 1868 | bound: 16 | nc: 39 | ncall: 62656 | eff(%): 2.981 | loglstar: -inf < -14.735 < inf | logz: -34.410 +/- 0.427 | dlogz: 9.345 > 0.109
iter: 1869 | bound: 16 | nc: 39 | ncall: 62695 | eff(%): 2.981 | loglstar: -inf < -14.730 < inf | logz: -34.381 +/- 0.427 | dlogz: 9.307 > 0.109
iter: 1870 | bound: 16 | nc: 39 | ncall: 62734 | eff(%): 2.981 | loglstar: -inf < -14.729 < inf | logz: -34.353 +/- 0.428 | dlogz: 9.268 > 0.109
iter: 1871 | bound: 16 | nc: 39 | ncall: 62773 | eff(%): 2.981 | loglstar: -inf < -14.668 < inf | logz: -34.326 +/- 0.428 | dlogz: 9.230 > 0.109
iter: 1872 | bound: 16 | nc: 39 | ncall: 62812 | eff(%): 2.980 | loglstar: -inf < -14.648 < inf | logz: -34.298 +/- 0.428 | dlogz: 9.192 > 0.109
iter: 1873 | bound: 16 | nc: 39 | ncall: 62851 | eff(%): 2.980 | loglstar: -inf < -14.610 < inf | logz: -34.270 +/- 0.428 | dlogz: 9.155 > 0.109
iter: 1874 | bound: 16 | nc: 39 | ncall: 62890 | eff(%): 2.980 | loglstar: -inf < -14.598 < inf | logz: -34.243 +/- 0.428 | dlogz: 9.117 > 0.109
iter: 1875 | bound: 16 | nc: 39 | ncall: 62929 | eff(%): 2.980 | loglstar: -inf < -14.565 < inf | logz: -34.216 +/- 0.428 | dlogz: 9.080 > 0.109
iter: 1876 | bound: 16 | nc: 39 | ncall: 62968 | eff(%): 2.979 | loglstar: -inf < -14.551 < inf | logz: -34.190 +/- 0.428 | dlogz: 9.043 > 0.109
iter: 1877 | bound: 16 | nc: 39 | ncall: 63007 | eff(%): 2.979 | loglstar: -inf < -14.529 < inf | logz: -34.163 +/- 0.428 | dlogz: 9.007 > 0.109
iter: 1878 | bound: 16 | nc: 39 | ncall: 63046 | eff(%): 2.979 | loglstar: -inf < -14.501 < inf | logz: -34.138 +/- 0.428 | dlogz: 8.971 > 0.109
iter: 1879 | bound: 16 | nc: 39 | ncall: 63085 | eff(%): 2.979 | loglstar: -inf < -14.497 < inf | logz: -34.112 +/- 0.428 | dlogz: 8.935 > 0.109
iter: 1880 | bound: 16 | nc: 39 | ncall: 63124 | eff(%): 2.978 | loglstar: -inf < -14.494 < inf | logz: -34.088 +/- 0.428 | dlogz: 8.900 > 0.109
iter: 1881 | bound: 16 | nc: 39 | ncall: 63163 | eff(%): 2.978 | loglstar: -inf < -14.476 < inf | logz: -34.064 +/- 0.428 | dlogz: 8.865 > 0.109
iter: 1882 | bound: 16 | nc: 39 | ncall: 63202 | eff(%): 2.978 | loglstar: -inf < -14.455 < inf | logz: -34.040 +/- 0.428 | dlogz: 9.838 > 0.109
iter: 1883 | bound: 16 | nc: 39 | ncall: 63241 | eff(%): 2.977 | loglstar: -inf < -14.445 < inf | logz: -34.017 +/- 0.428 | dlogz: 9.805 > 0.109
iter: 1884 | bound: 16 | nc: 39 | ncall: 63280 | eff(%): 2.977 | loglstar: -inf < -14.439 < inf | logz: -33.995 +/- 0.428 | dlogz: 9.771 > 0.109
iter: 1885 | bound: 16 | nc: 39 | ncall: 63319 | eff(%): 2.977 | loglstar: -inf < -14.407 < inf | logz: -33.972 +/- 0.428 | dlogz: 9.739 > 0.109
iter: 1886 | bound: 16 | nc: 39 | ncall: 63358 | eff(%): 2.977 | loglstar: -inf < -14.393 < inf | logz: -33.950 +/- 0.428 | dlogz: 9.707 > 0.109
iter: 1887 | bound: 16 | nc: 39 | ncall: 63397 | eff(%): 2.976 | loglstar: -inf < -14.377 < inf | logz: -33.929 +/- 0.428 | dlogz: 9.675 > 0.109
iter: 1888 | bound: 16 | nc: 39 | ncall: 63436 | eff(%): 2.976 | loglstar: -inf < -14.375 < inf | logz: -33.907 +/- 0.428 | dlogz: 9.643 > 0.109
iter: 1889 | bound: 16 | nc: 39 | ncall: 63475 | eff(%): 2.976 | loglstar: -inf < -14.334 < inf | logz: -33.886 +/- 0.428 | dlogz: 9.612 > 0.109
iter: 1890 | bound: 16 | nc: 39 | ncall: 63514 | eff(%): 2.976 | loglstar: -inf < -14.267 < inf | logz: -33.865 +/- 0.429 | dlogz: 9.581 > 0.109
iter: 1891 | bound: 16 | nc: 39 | ncall: 63553 | eff(%): 2.975 | loglstar: -inf < -14.255 < inf | logz: -33.843 +/- 0.429 | dlogz: 9.549 > 0.109
iter: 1892 | bound: 16 | nc: 39 | ncall: 63592 | eff(%): 2.975 | loglstar: -inf < -14.232 < inf | logz: -33.822 +/- 0.429 | dlogz: 9.518 > 0.109
iter: 1893 | bound: 16 | nc: 39 | ncall: 63631 | eff(%): 2.975 | loglstar: -inf < -14.212 < inf | logz: -33.801 +/- 0.429 | dlogz: 9.486 > 0.109
iter: 1894 | bound: 16 | nc: 39 | ncall: 63670 | eff(%): 2.975 | loglstar: -inf < -14.210 < inf | logz: -33.780 +/- 0.429 | dlogz: 9.455 > 0.109
iter: 1895 | bound: 16 | nc: 39 | ncall: 63709 | eff(%): 2.974 | loglstar: -inf < -14.204 < inf | logz: -33.760 +/- 0.429 | dlogz: 9.425 > 0.109
iter: 1896 | bound: 17 | nc: 39 | ncall: 63748 | eff(%): 2.974 | loglstar: -inf < -14.188 < inf | logz: -33.740 +/- 0.429 | dlogz: 9.394 > 0.109
iter: 1897 | bound: 17 | nc: 39 | ncall: 63787 | eff(%): 2.974 | loglstar: -inf < -14.142 < inf | logz: -33.720 +/- 0.429 | dlogz: 9.365 > 0.109
iter: 1898 | bound: 17 | nc: 39 | ncall: 63826 | eff(%): 2.974 | loglstar: -inf < -14.141 < inf | logz: -33.700 +/- 0.429 | dlogz: 9.335 > 0.109
iter: 1899 | bound: 17 | nc: 39 | ncall: 63865 | eff(%): 2.973 | loglstar: -inf < -14.141 < inf | logz: -33.681 +/- 0.429 | dlogz: 9.305 > 0.109
iter: 1900 | bound: 17 | nc: 39 | ncall: 63904 | eff(%): 2.973 | loglstar: -inf < -14.065 < inf | logz: -33.662 +/- 0.429 | dlogz: 9.276 > 0.109
iter: 1901 | bound: 17 | nc: 39 | ncall: 63943 | eff(%): 2.973 | loglstar: -inf < -13.997 < inf | logz: -33.641 +/- 0.429 | dlogz: 9.247 > 0.109
iter: 1902 | bound: 17 | nc: 39 | ncall: 63982 | eff(%): 2.973 | loglstar: -inf < -13.977 < inf | logz: -33.621 +/- 0.429 | dlogz: 9.216 > 0.109
iter: 1903 | bound: 17 | nc: 39 | ncall: 64021 | eff(%): 2.972 | loglstar: -inf < -13.937 < inf | logz: -33.600 +/- 0.429 | dlogz: 9.186 > 0.109
iter: 1904 | bound: 17 | nc: 39 | ncall: 64060 | eff(%): 2.972 | loglstar: -inf < -13.935 < inf | logz: -33.580 +/- 0.429 | dlogz: 9.156 > 0.109
iter: 1905 | bound: 17 | nc: 39 | ncall: 64099 | eff(%): 2.972 | loglstar: -inf < -13.929 < inf | logz: -33.560 +/- 0.429 | dlogz: 9.125 > 0.109
iter: 1906 | bound: 17 | nc: 39 | ncall: 64138 | eff(%): 2.972 | loglstar: -inf < -13.925 < inf | logz: -33.541 +/- 0.429 | dlogz: 9.096 > 0.109
iter: 1907 | bound: 17 | nc: 39 | ncall: 64177 | eff(%): 2.971 | loglstar: -inf < -13.899 < inf | logz: -33.522 +/- 0.429 | dlogz: 9.066 > 0.109
iter: 1908 | bound: 17 | nc: 39 | ncall: 64216 | eff(%): 2.971 | loglstar: -inf < -13.864 < inf | logz: -33.503 +/- 0.429 | dlogz: 9.038 > 0.109
iter: 1909 | bound: 17 | nc: 39 | ncall: 64255 | eff(%): 2.971 | loglstar: -inf < -13.768 < inf | logz: -33.483 +/- 0.429 | dlogz: 9.009 > 0.109
iter: 1910 | bound: 17 | nc: 39 | ncall: 64294 | eff(%): 2.971 | loglstar: -inf < -13.717 < inf | logz: -33.463 +/- 0.429 | dlogz: 8.979 > 0.109
iter: 1911 | bound: 17 | nc: 39 | ncall: 64333 | eff(%): 2.970 | loglstar: -inf < -13.704 < inf | logz: -33.442 +/- 0.429 | dlogz: 8.948 > 0.109
iter: 1912 | bound: 17 | nc: 39 | ncall: 64372 | eff(%): 2.970 | loglstar: -inf < -13.668 < inf | logz: -33.422 +/- 0.429 | dlogz: 8.918 > 0.109
iter: 1913 | bound: 17 | nc: 39 | ncall: 64411 | eff(%): 2.970 | loglstar: -inf < -13.642 < inf | logz: -33.401 +/- 0.429 | dlogz: 8.887 > 0.109
iter: 1914 | bound: 17 | nc: 39 | ncall: 64450 | eff(%): 2.970 | loglstar: -inf < -13.543 < inf | logz: -33.380 +/- 0.429 | dlogz: 8.857 > 0.109
iter: 1915 | bound: 17 | nc: 39 | ncall: 64489 | eff(%): 2.969 | loglstar: -inf < -13.520 < inf | logz: -33.358 +/- 0.429 | dlogz: 8.826 > 0.109
iter: 1916 | bound: 17 | nc: 39 | ncall: 64528 | eff(%): 2.969 | loglstar: -inf < -13.508 < inf | logz: -33.336 +/- 0.429 | dlogz: 8.794 > 0.109
iter: 1917 | bound: 17 | nc: 39 | ncall: 64567 | eff(%): 2.969 | loglstar: -inf < -13.507 < inf | logz: -33.315 +/- 0.430 | dlogz: 8.762 > 0.109
iter: 1918 | bound: 17 | nc: 39 | ncall: 64606 | eff(%): 2.969 | loglstar: -inf < -13.492 < inf | logz: -33.295 +/- 0.430 | dlogz: 8.731 > 0.109
iter: 1919 | bound: 17 | nc: 39 | ncall: 64645 | eff(%): 2.969 | loglstar: -inf < -13.488 < inf | logz: -33.275 +/- 0.430 | dlogz: 8.701 > 0.109
iter: 1920 | bound: 17 | nc: 39 | ncall: 64684 | eff(%): 2.968 | loglstar: -inf < -13.466 < inf | logz: -33.255 +/- 0.430 | dlogz: 8.671 > 0.109
iter: 1921 | bound: 17 | nc: 39 | ncall: 64723 | eff(%): 2.968 | loglstar: -inf < -13.424 < inf | logz: -33.235 +/- 0.430 | dlogz: 8.641 > 0.109
iter: 1922 | bound: 17 | nc: 39 | ncall: 64762 | eff(%): 2.968 | loglstar: -inf < -13.413 < inf | logz: -33.216 +/- 0.430 | dlogz: 8.612 > 0.109
iter: 1923 | bound: 17 | nc: 39 | ncall: 64801 | eff(%): 2.968 | loglstar: -inf < -13.408 < inf | logz: -33.196 +/- 0.430 | dlogz: 8.582 > 0.109
iter: 1924 | bound: 17 | nc: 39 | ncall: 64840 | eff(%): 2.967 | loglstar: -inf < -13.393 < inf | logz: -33.177 +/- 0.430 | dlogz: 8.553 > 0.109
iter: 1925 | bound: 17 | nc: 39 | ncall: 64879 | eff(%): 2.967 | loglstar: -inf < -13.386 < inf | logz: -33.159 +/- 0.430 | dlogz: 8.524 > 0.109
iter: 1926 | bound: 17 | nc: 39 | ncall: 64918 | eff(%): 2.967 | loglstar: -inf < -13.376 < inf | logz: -33.140 +/- 0.430 | dlogz: 8.495 > 0.109
iter: 1927 | bound: 17 | nc: 39 | ncall: 64957 | eff(%): 2.967 | loglstar: -inf < -13.343 < inf | logz: -33.122 +/- 0.430 | dlogz: 8.467 > 0.109
iter: 1928 | bound: 17 | nc: 39 | ncall: 64996 | eff(%): 2.966 | loglstar: -inf < -13.336 < inf | logz: -33.104 +/- 0.430 | dlogz: 8.439 > 0.109
iter: 1929 | bound: 17 | nc: 39 | ncall: 65035 | eff(%): 2.966 | loglstar: -inf < -13.300 < inf | logz: -33.086 +/- 0.430 | dlogz: 8.411 > 0.109
iter: 1930 | bound: 17 | nc: 39 | ncall: 65074 | eff(%): 2.966 | loglstar: -inf < -13.258 < inf | logz: -33.068 +/- 0.430 | dlogz: 8.383 > 0.109
iter: 1931 | bound: 17 | nc: 39 | ncall: 65113 | eff(%): 2.966 | loglstar: -inf < -13.236 < inf | logz: -33.050 +/- 0.430 | dlogz: 8.355 > 0.109
iter: 1932 | bound: 17 | nc: 39 | ncall: 65152 | eff(%): 2.965 | loglstar: -inf < -13.214 < inf | logz: -33.032 +/- 0.430 | dlogz: 8.327 > 0.109
iter: 1933 | bound: 17 | nc: 39 | ncall: 65191 | eff(%): 2.965 | loglstar: -inf < -13.195 < inf | logz: -33.014 +/- 0.430 | dlogz: 8.299 > 0.109
iter: 1934 | bound: 17 | nc: 39 | ncall: 65230 | eff(%): 2.965 | loglstar: -inf < -13.151 < inf | logz: -32.996 +/- 0.430 | dlogz: 8.271 > 0.109
iter: 1935 | bound: 17 | nc: 39 | ncall: 65269 | eff(%): 2.965 | loglstar: -inf < -13.143 < inf | logz: -32.978 +/- 0.430 | dlogz: 8.243 > 0.109
iter: 1936 | bound: 17 | nc: 39 | ncall: 65308 | eff(%): 2.964 | loglstar: -inf < -13.134 < inf | logz: -32.961 +/- 0.430 | dlogz: 8.215 > 0.109
iter: 1937 | bound: 17 | nc: 39 | ncall: 65347 | eff(%): 2.964 | loglstar: -inf < -13.125 < inf | logz: -32.943 +/- 0.430 | dlogz: 8.188 > 0.109
iter: 1938 | bound: 17 | nc: 39 | ncall: 65386 | eff(%): 2.964 | loglstar: -inf < -13.104 < inf | logz: -32.926 +/- 0.430 | dlogz: 8.161 > 0.109
iter: 1939 | bound: 17 | nc: 39 | ncall: 65425 | eff(%): 2.964 | loglstar: -inf < -13.101 < inf | logz: -32.910 +/- 0.430 | dlogz: 8.134 > 0.109
iter: 1940 | bound: 17 | nc: 39 | ncall: 65464 | eff(%): 2.963 | loglstar: -inf < -13.100 < inf | logz: -32.893 +/- 0.431 | dlogz: 8.107 > 0.109
iter: 1941 | bound: 17 | nc: 39 | ncall: 65503 | eff(%): 2.963 | loglstar: -inf < -13.092 < inf | logz: -32.877 +/- 0.431 | dlogz: 8.080 > 0.109
iter: 1942 | bound: 17 | nc: 39 | ncall: 65542 | eff(%): 2.963 | loglstar: -inf < -13.048 < inf | logz: -32.861 +/- 0.431 | dlogz: 8.054 > 0.109
iter: 1943 | bound: 17 | nc: 39 | ncall: 65581 | eff(%): 2.963 | loglstar: -inf < -13.039 < inf | logz: -32.845 +/- 0.431 | dlogz: 8.028 > 0.109
iter: 1944 | bound: 17 | nc: 39 | ncall: 65620 | eff(%): 2.963 | loglstar: -inf < -13.016 < inf | logz: -32.829 +/- 0.431 | dlogz: 8.002 > 0.109
iter: 1945 | bound: 17 | nc: 39 | ncall: 65659 | eff(%): 2.962 | loglstar: -inf < -12.997 < inf | logz: -32.813 +/- 0.431 | dlogz: 7.977 > 0.109
iter: 1946 | bound: 17 | nc: 39 | ncall: 65698 | eff(%): 2.962 | loglstar: -inf < -12.971 < inf | logz: -32.797 +/- 0.431 | dlogz: 7.951 > 0.109
iter: 1947 | bound: 17 | nc: 39 | ncall: 65737 | eff(%): 2.962 | loglstar: -inf < -12.947 < inf | logz: -32.782 +/- 0.431 | dlogz: 7.925 > 0.109
iter: 1948 | bound: 17 | nc: 39 | ncall: 65776 | eff(%): 2.962 | loglstar: -inf < -12.862 < inf | logz: -32.766 +/- 0.431 | dlogz: 7.899 > 0.109
iter: 1949 | bound: 17 | nc: 39 | ncall: 65815 | eff(%): 2.961 | loglstar: -inf < -12.847 < inf | logz: -32.749 +/- 0.431 | dlogz: 8.132 > 0.109
iter: 1950 | bound: 17 | nc: 39 | ncall: 65854 | eff(%): 2.961 | loglstar: -inf < -12.833 < inf | logz: -32.732 +/- 0.431 | dlogz: 8.105 > 0.109
iter: 1951 | bound: 17 | nc: 39 | ncall: 65893 | eff(%): 2.961 | loglstar: -inf < -12.805 < inf | logz: -32.716 +/- 0.431 | dlogz: 8.079 > 0.109
iter: 1952 | bound: 17 | nc: 39 | ncall: 65932 | eff(%): 2.961 | loglstar: -inf < -12.792 < inf | logz: -32.700 +/- 0.431 | dlogz: 8.053 > 0.109
iter: 1953 | bound: 17 | nc: 39 | ncall: 65971 | eff(%): 2.960 | loglstar: -inf < -12.741 < inf | logz: -32.684 +/- 0.431 | dlogz: 8.027 > 0.109
iter: 1954 | bound: 17 | nc: 39 | ncall: 66010 | eff(%): 2.960 | loglstar: -inf < -12.703 < inf | logz: -32.667 +/- 0.431 | dlogz: 8.000 > 0.109
iter: 1955 | bound: 17 | nc: 39 | ncall: 66049 | eff(%): 2.960 | loglstar: -inf < -12.677 < inf | logz: -32.650 +/- 0.431 | dlogz: 7.974 > 0.109
iter: 1956 | bound: 17 | nc: 39 | ncall: 66088 | eff(%): 2.960 | loglstar: -inf < -12.647 < inf | logz: -32.634 +/- 0.431 | dlogz: 7.947 > 0.109
iter: 1957 | bound: 17 | nc: 39 | ncall: 66127 | eff(%): 2.959 | loglstar: -inf < -12.609 < inf | logz: -32.617 +/- 0.431 | dlogz: 7.920 > 0.109
iter: 1958 | bound: 17 | nc: 39 | ncall: 66166 | eff(%): 2.959 | loglstar: -inf < -12.555 < inf | logz: -32.599 +/- 0.431 | dlogz: 7.894 > 0.109
iter: 1959 | bound: 17 | nc: 39 | ncall: 66205 | eff(%): 2.959 | loglstar: -inf < -12.555 < inf | logz: -32.582 +/- 0.431 | dlogz: 7.867 > 0.109
iter: 1960 | bound: 17 | nc: 39 | ncall: 66244 | eff(%): 2.959 | loglstar: -inf < -12.539 < inf | logz: -32.565 +/- 0.431 | dlogz: 7.839 > 0.109
iter: 1961 | bound: 17 | nc: 39 | ncall: 66283 | eff(%): 2.959 | loglstar: -inf < -12.526 < inf | logz: -32.549 +/- 0.431 | dlogz: 7.813 > 0.109
iter: 1962 | bound: 17 | nc: 39 | ncall: 66322 | eff(%): 2.958 | loglstar: -inf < -12.513 < inf | logz: -32.532 +/- 0.432 | dlogz: 7.940 > 0.109
iter: 1963 | bound: 17 | nc: 39 | ncall: 66361 | eff(%): 2.958 | loglstar: -inf < -12.488 < inf | logz: -32.516 +/- 0.432 | dlogz: 7.914 > 0.109
iter: 1964 | bound: 17 | nc: 39 | ncall: 66400 | eff(%): 2.958 | loglstar: -inf < -12.482 < inf | logz: -32.500 +/- 0.432 | dlogz: 7.888 > 0.109
iter: 1965 | bound: 17 | nc: 39 | ncall: 66439 | eff(%): 2.958 | loglstar: -inf < -12.470 < inf | logz: -32.484 +/- 0.432 | dlogz: 7.862 > 0.109
iter: 1966 | bound: 17 | nc: 39 | ncall: 66478 | eff(%): 2.957 | loglstar: -inf < -12.462 < inf | logz: -32.468 +/- 0.432 | dlogz: 7.836 > 0.109
iter: 1967 | bound: 17 | nc: 39 | ncall: 66517 | eff(%): 2.957 | loglstar: -inf < -12.454 < inf | logz: -32.453 +/- 0.432 | dlogz: 7.810 > 0.109
iter: 1968 | bound: 17 | nc: 39 | ncall: 66556 | eff(%): 2.957 | loglstar: -inf < -12.449 < inf | logz: -32.438 +/- 0.432 | dlogz: 7.785 > 0.109
iter: 1969 | bound: 17 | nc: 39 | ncall: 66595 | eff(%): 2.957 | loglstar: -inf < -12.445 < inf | logz: -32.423 +/- 0.432 | dlogz: 7.760 > 0.109
iter: 1970 | bound: 17 | nc: 39 | ncall: 66634 | eff(%): 2.956 | loglstar: -inf < -12.403 < inf | logz: -32.409 +/- 0.432 | dlogz: 7.735 > 0.109
iter: 1971 | bound: 17 | nc: 39 | ncall: 66673 | eff(%): 2.956 | loglstar: -inf < -12.358 < inf | logz: -32.394 +/- 0.432 | dlogz: 7.711 > 0.109
iter: 1972 | bound: 17 | nc: 39 | ncall: 66712 | eff(%): 2.956 | loglstar: -inf < -12.355 < inf | logz: -32.379 +/- 0.432 | dlogz: 7.686 > 0.109
iter: 1973 | bound: 17 | nc: 39 | ncall: 66751 | eff(%): 2.956 | loglstar: -inf < -12.329 < inf | logz: -32.364 +/- 0.432 | dlogz: 7.661 > 0.109
iter: 1974 | bound: 17 | nc: 39 | ncall: 66790 | eff(%): 2.956 | loglstar: -inf < -12.318 < inf | logz: -32.349 +/- 0.432 | dlogz: 7.636 > 0.109
iter: 1975 | bound: 17 | nc: 39 | ncall: 66829 | eff(%): 2.955 | loglstar: -inf < -12.294 < inf | logz: -32.334 +/- 0.432 | dlogz: 7.611 > 0.109
iter: 1976 | bound: 17 | nc: 39 | ncall: 66868 | eff(%): 2.955 | loglstar: -inf < -12.230 < inf | logz: -32.319 +/- 0.432 | dlogz: 7.587 > 0.109
iter: 1977 | bound: 17 | nc: 39 | ncall: 66907 | eff(%): 2.955 | loglstar: -inf < -12.197 < inf | logz: -32.304 +/- 0.432 | dlogz: 7.562 > 0.109
iter: 1978 | bound: 17 | nc: 39 | ncall: 66946 | eff(%): 2.955 | loglstar: -inf < -12.188 < inf | logz: -32.289 +/- 0.432 | dlogz: 7.537 > 0.109
iter: 1979 | bound: 17 | nc: 39 | ncall: 66985 | eff(%): 2.954 | loglstar: -inf < -12.112 < inf | logz: -32.273 +/- 0.432 | dlogz: 7.511 > 0.109
iter: 1980 | bound: 17 | nc: 39 | ncall: 67024 | eff(%): 2.954 | loglstar: -inf < -12.099 < inf | logz: -32.258 +/- 0.432 | dlogz: 7.486 > 0.109
iter: 1981 | bound: 17 | nc: 39 | ncall: 67063 | eff(%): 2.954 | loglstar: -inf < -12.074 < inf | logz: -32.242 +/- 0.432 | dlogz: 7.460 > 0.109
iter: 1982 | bound: 17 | nc: 39 | ncall: 67102 | eff(%): 2.954 | loglstar: -inf < -12.071 < inf | logz: -32.226 +/- 0.433 | dlogz: 7.435 > 0.109
iter: 1983 | bound: 17 | nc: 39 | ncall: 67141 | eff(%): 2.953 | loglstar: -inf < -12.069 < inf | logz: -32.211 +/- 0.433 | dlogz: 7.409 > 0.109
iter: 1984 | bound: 17 | nc: 39 | ncall: 67180 | eff(%): 2.953 | loglstar: -inf < -12.038 < inf | logz: -32.196 +/- 0.433 | dlogz: 7.384 > 0.109
iter: 1985 | bound: 17 | nc: 39 | ncall: 67219 | eff(%): 2.953 | loglstar: -inf < -11.981 < inf | logz: -32.181 +/- 0.433 | dlogz: 7.359 > 0.109
iter: 1986 | bound: 17 | nc: 39 | ncall: 67258 | eff(%): 2.953 | loglstar: -inf < -11.866 < inf | logz: -32.165 +/- 0.433 | dlogz: 7.334 > 0.109
iter: 1987 | bound: 17 | nc: 39 | ncall: 67297 | eff(%): 2.953 | loglstar: -inf < -11.863 < inf | logz: -32.148 +/- 0.433 | dlogz: 7.308 > 0.109
iter: 1988 | bound: 17 | nc: 39 | ncall: 67336 | eff(%): 2.952 | loglstar: -inf < -11.840 < inf | logz: -32.131 +/- 0.433 | dlogz: 7.281 > 0.109
iter: 1989 | bound: 17 | nc: 39 | ncall: 67375 | eff(%): 2.952 | loglstar: -inf < -11.831 < inf | logz: -32.115 +/- 0.433 | dlogz: 9.507 > 0.109
iter: 1990 | bound: 17 | nc: 39 | ncall: 67414 | eff(%): 2.952 | loglstar: -inf < -11.823 < inf | logz: -32.099 +/- 0.433 | dlogz: 9.480 > 0.109
iter: 1991 | bound: 17 | nc: 39 | ncall: 67453 | eff(%): 2.952 | loglstar: -inf < -11.819 < inf | logz: -32.083 +/- 0.433 | dlogz: 9.454 > 0.109
iter: 1992 | bound: 17 | nc: 39 | ncall: 67492 | eff(%): 2.951 | loglstar: -inf < -11.802 < inf | logz: -32.067 +/- 0.433 | dlogz: 9.429 > 0.109
iter: 1993 | bound: 17 | nc: 39 | ncall: 67531 | eff(%): 2.951 | loglstar: -inf < -11.768 < inf | logz: -32.052 +/- 0.433 | dlogz: 9.403 > 0.109
iter: 1994 | bound: 17 | nc: 39 | ncall: 67570 | eff(%): 2.951 | loglstar: -inf < -11.749 < inf | logz: -32.036 +/- 0.433 | dlogz: 9.378 > 0.109
iter: 1995 | bound: 17 | nc: 39 | ncall: 67609 | eff(%): 2.951 | loglstar: -inf < -11.673 < inf | logz: -32.020 +/- 0.433 | dlogz: 9.352 > 0.109
iter: 1996 | bound: 18 | nc: 39 | ncall: 67648 | eff(%): 2.951 | loglstar: -inf < -11.639 < inf | logz: -32.004 +/- 0.434 | dlogz: 9.326 > 0.109
iter: 1997 | bound: 18 | nc: 39 | ncall: 67687 | eff(%): 2.950 | loglstar: -inf < -11.634 < inf | logz: -31.988 +/- 0.434 | dlogz: 9.300 > 0.109
iter: 1998 | bound: 18 | nc: 39 | ncall: 67726 | eff(%): 2.950 | loglstar: -inf < -11.633 < inf | logz: -31.972 +/- 0.434 | dlogz: 9.274 > 0.109
iter: 1999 | bound: 18 | nc: 39 | ncall: 67765 | eff(%): 2.950 | loglstar: -inf < -11.604 < inf | logz: -31.956 +/- 0.434 | dlogz: 9.248 > 0.109
iter: 2000 | bound: 18 | nc: 39 | ncall: 67804 | eff(%): 2.950 | loglstar: -inf < -11.575 < inf | logz: -31.940 +/- 0.434 | dlogz: 9.222 > 0.109
iter: 2001 | bound: 18 | nc: 39 | ncall: 67843 | eff(%): 2.949 | loglstar: -inf < -11.559 < inf | logz: -31.925 +/- 0.434 | dlogz: 9.196 > 0.109
iter: 2002 | bound: 18 | nc: 39 | ncall: 67882 | eff(%): 2.949 | loglstar: -inf < -11.453 < inf | logz: -31.908 +/- 0.434 | dlogz: 9.171 > 0.109
iter: 2003 | bound: 18 | nc: 39 | ncall: 67921 | eff(%): 2.949 | loglstar: -inf < -11.416 < inf | logz: -31.891 +/- 0.434 | dlogz: 9.144 > 0.109
iter: 2004 | bound: 18 | nc: 39 | ncall: 67960 | eff(%): 2.949 | loglstar: -inf < -11.414 < inf | logz: -31.874 +/- 0.434 | dlogz: 9.118 > 0.109
iter: 2005 | bound: 18 | nc: 39 | ncall: 67999 | eff(%): 2.949 | loglstar: -inf < -11.411 < inf | logz: -31.858 +/- 0.434 | dlogz: 9.091 > 0.109
iter: 2006 | bound: 18 | nc: 39 | ncall: 68038 | eff(%): 2.948 | loglstar: -inf < -11.386 < inf | logz: -31.842 +/- 0.434 | dlogz: 9.064 > 0.109
iter: 2007 | bound: 18 | nc: 39 | ncall: 68077 | eff(%): 2.948 | loglstar: -inf < -11.356 < inf | logz: -31.825 +/- 0.435 | dlogz: 9.038 > 0.109
iter: 2008 | bound: 18 | nc: 39 | ncall: 68116 | eff(%): 2.948 | loglstar: -inf < -11.351 < inf | logz: -31.809 +/- 0.435 | dlogz: 9.012 > 0.109
iter: 2009 | bound: 18 | nc: 39 | ncall: 68155 | eff(%): 2.948 | loglstar: -inf < -11.325 < inf | logz: -31.793 +/- 0.435 | dlogz: 8.986 > 0.109
iter: 2010 | bound: 18 | nc: 39 | ncall: 68194 | eff(%): 2.947 | loglstar: -inf < -11.318 < inf | logz: -31.777 +/- 0.435 | dlogz: 8.960 > 0.109
iter: 2011 | bound: 18 | nc: 39 | ncall: 68233 | eff(%): 2.947 | loglstar: -inf < -11.297 < inf | logz: -31.762 +/- 0.435 | dlogz: 8.934 > 0.109
iter: 2012 | bound: 18 | nc: 39 | ncall: 68272 | eff(%): 2.947 | loglstar: -inf < -11.278 < inf | logz: -31.746 +/- 0.435 | dlogz: 8.908 > 0.109
iter: 2013 | bound: 18 | nc: 39 | ncall: 68311 | eff(%): 2.947 | loglstar: -inf < -11.249 < inf | logz: -31.730 +/- 0.435 | dlogz: 8.883 > 0.109
iter: 2014 | bound: 18 | nc: 39 | ncall: 68350 | eff(%): 2.947 | loglstar: -inf < -11.222 < inf | logz: -31.715 +/- 0.435 | dlogz: 8.857 > 0.109
iter: 2015 | bound: 18 | nc: 39 | ncall: 68389 | eff(%): 2.946 | loglstar: -inf < -11.216 < inf | logz: -31.699 +/- 0.435 | dlogz: 8.832 > 0.109
iter: 2016 | bound: 18 | nc: 39 | ncall: 68428 | eff(%): 2.946 | loglstar: -inf < -11.209 < inf | logz: -31.684 +/- 0.435 | dlogz: 8.806 > 0.109
iter: 2017 | bound: 18 | nc: 39 | ncall: 68467 | eff(%): 2.946 | loglstar: -inf < -11.156 < inf | logz: -31.669 +/- 0.435 | dlogz: 8.781 > 0.109
iter: 2018 | bound: 18 | nc: 39 | ncall: 68506 | eff(%): 2.946 | loglstar: -inf < -11.135 < inf | logz: -31.654 +/- 0.435 | dlogz: 8.756 > 0.109
iter: 2019 | bound: 18 | nc: 39 | ncall: 68545 | eff(%): 2.946 | loglstar: -inf < -11.102 < inf | logz: -31.638 +/- 0.435 | dlogz: 8.730 > 0.109
iter: 2020 | bound: 18 | nc: 39 | ncall: 68584 | eff(%): 2.945 | loglstar: -inf < -11.096 < inf | logz: -31.623 +/- 0.436 | dlogz: 8.705 > 0.109
iter: 2021 | bound: 18 | nc: 39 | ncall: 68623 | eff(%): 2.945 | loglstar: -inf < -11.069 < inf | logz: -31.607 +/- 0.436 | dlogz: 8.680 > 0.109
iter: 2022 | bound: 18 | nc: 39 | ncall: 68662 | eff(%): 2.945 | loglstar: -inf < -10.998 < inf | logz: -31.592 +/- 0.436 | dlogz: 8.655 > 0.109
iter: 2023 | bound: 18 | nc: 39 | ncall: 68701 | eff(%): 2.945 | loglstar: -inf < -10.938 < inf | logz: -31.576 +/- 0.436 | dlogz: 8.629 > 0.109
iter: 2024 | bound: 18 | nc: 39 | ncall: 68740 | eff(%): 2.944 | loglstar: -inf < -10.914 < inf | logz: -31.559 +/- 0.436 | dlogz: 8.603 > 0.109
iter: 2025 | bound: 18 | nc: 39 | ncall: 68779 | eff(%): 2.944 | loglstar: -inf < -10.888 < inf | logz: -31.543 +/- 0.436 | dlogz: 8.576 > 0.109
iter: 2026 | bound: 18 | nc: 39 | ncall: 68818 | eff(%): 2.944 | loglstar: -inf < -10.880 < inf | logz: -31.526 +/- 0.436 | dlogz: 8.550 > 0.109
iter: 2027 | bound: 18 | nc: 39 | ncall: 68857 | eff(%): 2.944 | loglstar: -inf < -10.832 < inf | logz: -31.510 +/- 0.436 | dlogz: 8.524 > 0.109
iter: 2028 | bound: 18 | nc: 39 | ncall: 68896 | eff(%): 2.944 | loglstar: -inf < -10.797 < inf | logz: -31.493 +/- 0.436 | dlogz: 8.498 > 0.109
iter: 2029 | bound: 18 | nc: 39 | ncall: 68935 | eff(%): 2.943 | loglstar: -inf < -10.732 < inf | logz: -31.476 +/- 0.436 | dlogz: 8.471 > 0.109
iter: 2030 | bound: 18 | nc: 39 | ncall: 68974 | eff(%): 2.943 | loglstar: -inf < -10.715 < inf | logz: -31.459 +/- 0.437 | dlogz: 8.444 > 0.109
iter: 2031 | bound: 18 | nc: 39 | ncall: 69013 | eff(%): 2.943 | loglstar: -inf < -10.712 < inf | logz: -31.442 +/- 0.437 | dlogz: 8.417 > 0.109
iter: 2032 | bound: 18 | nc: 39 | ncall: 69052 | eff(%): 2.943 | loglstar: -inf < -10.678 < inf | logz: -31.426 +/- 0.437 | dlogz: 8.390 > 0.109
iter: 2033 | bound: 18 | nc: 39 | ncall: 69091 | eff(%): 2.942 | loglstar: -inf < -10.666 < inf | logz: -31.409 +/- 0.437 | dlogz: 8.363 > 0.109
iter: 2034 | bound: 18 | nc: 39 | ncall: 69130 | eff(%): 2.942 | loglstar: -inf < -10.643 < inf | logz: -31.392 +/- 0.437 | dlogz: 8.337 > 0.109
iter: 2035 | bound: 18 | nc: 39 | ncall: 69169 | eff(%): 2.942 | loglstar: -inf < -10.638 < inf | logz: -31.376 +/- 0.437 | dlogz: 8.310 > 0.109
iter: 2036 | bound: 18 | nc: 39 | ncall: 69208 | eff(%): 2.942 | loglstar: -inf < -10.634 < inf | logz: -31.360 +/- 0.437 | dlogz: 8.284 > 0.109
iter: 2037 | bound: 18 | nc: 39 | ncall: 69247 | eff(%): 2.942 | loglstar: -inf < -10.621 < inf | logz: -31.344 +/- 0.437 | dlogz: 8.258 > 0.109
iter: 2038 | bound: 18 | nc: 39 | ncall: 69286 | eff(%): 2.941 | loglstar: -inf < -10.614 < inf | logz: -31.329 +/- 0.437 | dlogz: 8.232 > 0.109
iter: 2039 | bound: 18 | nc: 39 | ncall: 69325 | eff(%): 2.941 | loglstar: -inf < -10.590 < inf | logz: -31.313 +/- 0.437 | dlogz: 8.207 > 0.109
iter: 2040 | bound: 18 | nc: 39 | ncall: 69364 | eff(%): 2.941 | loglstar: -inf < -10.583 < inf | logz: -31.298 +/- 0.438 | dlogz: 8.181 > 0.109
iter: 2041 | bound: 18 | nc: 39 | ncall: 69403 | eff(%): 2.941 | loglstar: -inf < -10.552 < inf | logz: -31.283 +/- 0.438 | dlogz: 8.156 > 0.109
iter: 2042 | bound: 18 | nc: 39 | ncall: 69442 | eff(%): 2.941 | loglstar: -inf < -10.543 < inf | logz: -31.268 +/- 0.438 | dlogz: 8.131 > 0.109
iter: 2043 | bound: 18 | nc: 39 | ncall: 69481 | eff(%): 2.940 | loglstar: -inf < -10.502 < inf | logz: -31.253 +/- 0.438 | dlogz: 8.106 > 0.109
iter: 2044 | bound: 18 | nc: 39 | ncall: 69520 | eff(%): 2.940 | loglstar: -inf < -10.494 < inf | logz: -31.238 +/- 0.438 | dlogz: 8.081 > 0.109
iter: 2045 | bound: 18 | nc: 39 | ncall: 69559 | eff(%): 2.940 | loglstar: -inf < -10.475 < inf | logz: -31.223 +/- 0.438 | dlogz: 8.056 > 0.109
iter: 2046 | bound: 18 | nc: 39 | ncall: 69598 | eff(%): 2.940 | loglstar: -inf < -10.440 < inf | logz: -31.208 +/- 0.438 | dlogz: 8.032 > 0.109
iter: 2047 | bound: 18 | nc: 39 | ncall: 69637 | eff(%): 2.940 | loglstar: -inf < -10.418 < inf | logz: -31.193 +/- 0.438 | dlogz: 8.007 > 0.109
iter: 2048 | bound: 18 | nc: 39 | ncall: 69676 | eff(%): 2.939 | loglstar: -inf < -10.416 < inf | logz: -31.179 +/- 0.438 | dlogz: 7.982 > 0.109
iter: 2049 | bound: 18 | nc: 39 | ncall: 69715 | eff(%): 2.939 | loglstar: -inf < -10.350 < inf | logz: -31.164 +/- 0.438 | dlogz: 7.957 > 0.109
iter: 2050 | bound: 18 | nc: 39 | ncall: 69754 | eff(%): 2.939 | loglstar: -inf < -10.346 < inf | logz: -31.149 +/- 0.438 | dlogz: 7.932 > 0.109
iter: 2051 | bound: 18 | nc: 39 | ncall: 69793 | eff(%): 2.939 | loglstar: -inf < -10.340 < inf | logz: -31.134 +/- 0.438 | dlogz: 7.907 > 0.109
iter: 2052 | bound: 18 | nc: 39 | ncall: 69832 | eff(%): 2.938 | loglstar: -inf < -10.287 < inf | logz: -31.119 +/- 0.438 | dlogz: 7.883 > 0.109
iter: 2053 | bound: 18 | nc: 39 | ncall: 69871 | eff(%): 2.938 | loglstar: -inf < -10.269 < inf | logz: -31.104 +/- 0.439 | dlogz: 7.858 > 0.109
iter: 2054 | bound: 18 | nc: 39 | ncall: 69910 | eff(%): 2.938 | loglstar: -inf < -10.268 < inf | logz: -31.089 +/- 0.439 | dlogz: 7.833 > 0.109
iter: 2055 | bound: 18 | nc: 39 | ncall: 69949 | eff(%): 2.938 | loglstar: -inf < -10.250 < inf | logz: -31.075 +/- 0.439 | dlogz: 7.808 > 0.109
iter: 2056 | bound: 18 | nc: 39 | ncall: 69988 | eff(%): 2.938 | loglstar: -inf < -10.247 < inf | logz: -31.061 +/- 0.439 | dlogz: 7.784 > 0.109
iter: 2057 | bound: 18 | nc: 39 | ncall: 70027 | eff(%): 2.937 | loglstar: -inf < -10.168 < inf | logz: -31.046 +/- 0.439 | dlogz: 7.760 > 0.109
iter: 2058 | bound: 18 | nc: 39 | ncall: 70066 | eff(%): 2.937 | loglstar: -inf < -10.162 < inf | logz: -31.031 +/- 0.439 | dlogz: 7.735 > 0.109
iter: 2059 | bound: 18 | nc: 39 | ncall: 70105 | eff(%): 2.937 | loglstar: -inf < -10.140 < inf | logz: -31.017 +/- 0.439 | dlogz: 7.710 > 0.109
iter: 2060 | bound: 18 | nc: 39 | ncall: 70144 | eff(%): 2.937 | loglstar: -inf < -10.126 < inf | logz: -31.002 +/- 0.439 | dlogz: 7.686 > 0.109
iter: 2061 | bound: 18 | nc: 39 | ncall: 70183 | eff(%): 2.937 | loglstar: -inf < -10.098 < inf | logz: -30.987 +/- 0.439 | dlogz: 7.661 > 0.109
iter: 2062 | bound: 18 | nc: 39 | ncall: 70222 | eff(%): 2.936 | loglstar: -inf < -10.055 < inf | logz: -30.973 +/- 0.439 | dlogz: 7.637 > 0.109
iter: 2063 | bound: 18 | nc: 39 | ncall: 70261 | eff(%): 2.936 | loglstar: -inf < -10.017 < inf | logz: -30.958 +/- 0.439 | dlogz: 7.612 > 0.109
iter: 2064 | bound: 18 | nc: 39 | ncall: 70300 | eff(%): 2.936 | loglstar: -inf < -10.013 < inf | logz: -30.943 +/- 0.439 | dlogz: 7.587 > 0.109
iter: 2065 | bound: 18 | nc: 39 | ncall: 70339 | eff(%): 2.936 | loglstar: -inf < -10.006 < inf | logz: -30.928 +/- 0.440 | dlogz: 7.563 > 0.109
iter: 2066 | bound: 18 | nc: 39 | ncall: 70378 | eff(%): 2.936 | loglstar: -inf < -9.982 < inf | logz: -30.914 +/- 0.440 | dlogz: 7.538 > 0.109
iter: 2067 | bound: 18 | nc: 39 | ncall: 70417 | eff(%): 2.935 | loglstar: -inf < -9.973 < inf | logz: -30.900 +/- 0.440 | dlogz: 7.514 > 0.109
iter: 2068 | bound: 18 | nc: 39 | ncall: 70456 | eff(%): 2.935 | loglstar: -inf < -9.890 < inf | logz: -30.885 +/- 0.440 | dlogz: 7.489 > 0.109
iter: 2069 | bound: 18 | nc: 39 | ncall: 70495 | eff(%): 2.935 | loglstar: -inf < -9.886 < inf | logz: -30.870 +/- 0.440 | dlogz: 7.465 > 0.109
iter: 2070 | bound: 18 | nc: 39 | ncall: 70534 | eff(%): 2.935 | loglstar: -inf < -9.876 < inf | logz: -30.855 +/- 0.440 | dlogz: 7.440 > 0.109
iter: 2071 | bound: 18 | nc: 39 | ncall: 70573 | eff(%): 2.935 | loglstar: -inf < -9.850 < inf | logz: -30.841 +/- 0.440 | dlogz: 7.415 > 0.109
iter: 2072 | bound: 18 | nc: 39 | ncall: 70612 | eff(%): 2.934 | loglstar: -inf < -9.829 < inf | logz: -30.826 +/- 0.440 | dlogz: 7.391 > 0.109
iter: 2073 | bound: 18 | nc: 39 | ncall: 70651 | eff(%): 2.934 | loglstar: -inf < -9.801 < inf | logz: -30.812 +/- 0.440 | dlogz: 7.366 > 0.109
iter: 2074 | bound: 18 | nc: 39 | ncall: 70690 | eff(%): 2.934 | loglstar: -inf < -9.794 < inf | logz: -30.797 +/- 0.440 | dlogz: 7.342 > 0.109
iter: 2075 | bound: 18 | nc: 39 | ncall: 70729 | eff(%): 2.934 | loglstar: -inf < -9.793 < inf | logz: -30.783 +/- 0.440 | dlogz: 7.318 > 0.109
iter: 2076 | bound: 18 | nc: 39 | ncall: 70768 | eff(%): 2.934 | loglstar: -inf < -9.764 < inf | logz: -30.769 +/- 0.440 | dlogz: 7.293 > 0.109
iter: 2077 | bound: 18 | nc: 39 | ncall: 70807 | eff(%): 2.933 | loglstar: -inf < -9.739 < inf | logz: -30.755 +/- 0.441 | dlogz: 7.270 > 0.109
iter: 2078 | bound: 18 | nc: 39 | ncall: 70846 | eff(%): 2.933 | loglstar: -inf < -9.725 < inf | logz: -30.741 +/- 0.441 | dlogz: 7.246 > 0.109
iter: 2079 | bound: 18 | nc: 39 | ncall: 70885 | eff(%): 2.933 | loglstar: -inf < -9.719 < inf | logz: -30.727 +/- 0.441 | dlogz: 7.222 > 0.109
iter: 2080 | bound: 18 | nc: 39 | ncall: 70924 | eff(%): 2.933 | loglstar: -inf < -9.706 < inf | logz: -30.714 +/- 0.441 | dlogz: 7.198 > 0.109
iter: 2081 | bound: 18 | nc: 39 | ncall: 70963 | eff(%): 2.933 | loglstar: -inf < -9.682 < inf | logz: -30.700 +/- 0.441 | dlogz: 7.174 > 0.109
iter: 2082 | bound: 18 | nc: 39 | ncall: 71002 | eff(%): 2.932 | loglstar: -inf < -9.671 < inf | logz: -30.687 +/- 0.441 | dlogz: 7.151 > 0.109
iter: 2083 | bound: 18 | nc: 39 | ncall: 71041 | eff(%): 2.932 | loglstar: -inf < -9.619 < inf | logz: -30.673 +/- 0.441 | dlogz: 7.127 > 0.109
iter: 2084 | bound: 18 | nc: 39 | ncall: 71080 | eff(%): 2.932 | loglstar: -inf < -9.598 < inf | logz: -30.659 +/- 0.441 | dlogz: 7.104 > 0.109
iter: 2085 | bound: 18 | nc: 39 | ncall: 71119 | eff(%): 2.932 | loglstar: -inf < -9.596 < inf | logz: -30.646 +/- 0.441 | dlogz: 7.080 > 0.109
iter: 2086 | bound: 18 | nc: 39 | ncall: 71158 | eff(%): 2.932 | loglstar: -inf < -9.581 < inf | logz: -30.632 +/- 0.441 | dlogz: 7.057 > 0.109
iter: 2087 | bound: 18 | nc: 39 | ncall: 71197 | eff(%): 2.931 | loglstar: -inf < -9.539 < inf | logz: -30.619 +/- 0.441 | dlogz: 7.033 > 0.109
iter: 2088 | bound: 18 | nc: 39 | ncall: 71236 | eff(%): 2.931 | loglstar: -inf < -9.525 < inf | logz: -30.605 +/- 0.441 | dlogz: 7.010 > 0.109
iter: 2089 | bound: 18 | nc: 39 | ncall: 71275 | eff(%): 2.931 | loglstar: -inf < -9.493 < inf | logz: -30.592 +/- 0.441 | dlogz: 6.986 > 0.109
iter: 2090 | bound: 18 | nc: 39 | ncall: 71314 | eff(%): 2.931 | loglstar: -inf < -9.485 < inf | logz: -30.578 +/- 0.442 | dlogz: 6.963 > 0.109
iter: 2091 | bound: 18 | nc: 39 | ncall: 71353 | eff(%): 2.931 | loglstar: -inf < -9.431 < inf | logz: -30.565 +/- 0.442 | dlogz: 6.940 > 0.109
iter: 2092 | bound: 18 | nc: 39 | ncall: 71392 | eff(%): 2.930 | loglstar: -inf < -9.427 < inf | logz: -30.551 +/- 0.442 | dlogz: 6.916 > 0.109
iter: 2093 | bound: 18 | nc: 39 | ncall: 71431 | eff(%): 2.930 | loglstar: -inf < -9.419 < inf | logz: -30.538 +/- 0.442 | dlogz: 6.893 > 0.109
iter: 2094 | bound: 18 | nc: 39 | ncall: 71470 | eff(%): 2.930 | loglstar: -inf < -9.412 < inf | logz: -30.524 +/- 0.442 | dlogz: 6.869 > 0.109
iter: 2095 | bound: 18 | nc: 39 | ncall: 71509 | eff(%): 2.930 | loglstar: -inf < -9.371 < inf | logz: -30.511 +/- 0.442 | dlogz: 6.846 > 0.109
iter: 2096 | bound: 19 | nc: 39 | ncall: 71548 | eff(%): 2.930 | loglstar: -inf < -9.350 < inf | logz: -30.498 +/- 0.442 | dlogz: 6.823 > 0.109
iter: 2097 | bound: 19 | nc: 39 | ncall: 71587 | eff(%): 2.929 | loglstar: -inf < -9.346 < inf | logz: -30.485 +/- 0.442 | dlogz: 6.800 > 0.109
iter: 2098 | bound: 19 | nc: 39 | ncall: 71626 | eff(%): 2.929 | loglstar: -inf < -9.334 < inf | logz: -30.472 +/- 0.442 | dlogz: 6.777 > 0.109
iter: 2099 | bound: 19 | nc: 39 | ncall: 71665 | eff(%): 2.929 | loglstar: -inf < -9.321 < inf | logz: -30.459 +/- 0.442 | dlogz: 6.754 > 0.109
iter: 2100 | bound: 19 | nc: 39 | ncall: 71704 | eff(%): 2.929 | loglstar: -inf < -9.311 < inf | logz: -30.446 +/- 0.442 | dlogz: 6.731 > 0.109
iter: 2101 | bound: 19 | nc: 39 | ncall: 71743 | eff(%): 2.929 | loglstar: -inf < -9.309 < inf | logz: -30.434 +/- 0.442 | dlogz: 6.708 > 0.109
iter: 2102 | bound: 19 | nc: 39 | ncall: 71782 | eff(%): 2.928 | loglstar: -inf < -9.279 < inf | logz: -30.421 +/- 0.442 | dlogz: 6.686 > 0.109
iter: 2103 | bound: 19 | nc: 39 | ncall: 71821 | eff(%): 2.928 | loglstar: -inf < -9.264 < inf | logz: -30.409 +/- 0.442 | dlogz: 6.664 > 0.109
iter: 2104 | bound: 19 | nc: 39 | ncall: 71860 | eff(%): 2.928 | loglstar: -inf < -9.193 < inf | logz: -30.396 +/- 0.443 | dlogz: 6.641 > 0.109
iter: 2105 | bound: 19 | nc: 39 | ncall: 71899 | eff(%): 2.928 | loglstar: -inf < -9.183 < inf | logz: -30.383 +/- 0.443 | dlogz: 6.619 > 0.109
iter: 2106 | bound: 19 | nc: 39 | ncall: 71938 | eff(%): 2.928 | loglstar: -inf < -9.166 < inf | logz: -30.371 +/- 0.443 | dlogz: 6.596 > 0.109
iter: 2107 | bound: 19 | nc: 39 | ncall: 71977 | eff(%): 2.927 | loglstar: -inf < -9.151 < inf | logz: -30.358 +/- 0.443 | dlogz: 6.573 > 0.109
iter: 2108 | bound: 19 | nc: 39 | ncall: 72016 | eff(%): 2.927 | loglstar: -inf < -9.120 < inf | logz: -30.345 +/- 0.443 | dlogz: 6.551 > 0.109
iter: 2109 | bound: 19 | nc: 39 | ncall: 72055 | eff(%): 2.927 | loglstar: -inf < -9.067 < inf | logz: -30.332 +/- 0.443 | dlogz: 6.528 > 0.109
iter: 2110 | bound: 19 | nc: 39 | ncall: 72094 | eff(%): 2.927 | loglstar: -inf < -9.056 < inf | logz: -30.319 +/- 0.443 | dlogz: 6.505 > 0.109
iter: 2111 | bound: 19 | nc: 39 | ncall: 72133 | eff(%): 2.927 | loglstar: -inf < -9.051 < inf | logz: -30.306 +/- 0.443 | dlogz: 6.482 > 0.109
iter: 2112 | bound: 19 | nc: 39 | ncall: 72172 | eff(%): 2.926 | loglstar: -inf < -9.034 < inf | logz: -30.294 +/- 0.443 | dlogz: 6.459 > 0.109
iter: 2113 | bound: 19 | nc: 39 | ncall: 72211 | eff(%): 2.926 | loglstar: -inf < -9.026 < inf | logz: -30.281 +/- 0.443 | dlogz: 6.437 > 0.109
iter: 2114 | bound: 19 | nc: 39 | ncall: 72250 | eff(%): 2.926 | loglstar: -inf < -9.022 < inf | logz: -30.269 +/- 0.443 | dlogz: 6.414 > 0.109
iter: 2115 | bound: 19 | nc: 39 | ncall: 72289 | eff(%): 2.926 | loglstar: -inf < -8.984 < inf | logz: -30.256 +/- 0.443 | dlogz: 6.392 > 0.109
iter: 2116 | bound: 19 | nc: 39 | ncall: 72328 | eff(%): 2.926 | loglstar: -inf < -8.974 < inf | logz: -30.244 +/- 0.443 | dlogz: 6.370 > 0.109
iter: 2117 | bound: 19 | nc: 39 | ncall: 72367 | eff(%): 2.925 | loglstar: -inf < -8.973 < inf | logz: -30.232 +/- 0.443 | dlogz: 6.347 > 0.109
iter: 2118 | bound: 19 | nc: 39 | ncall: 72406 | eff(%): 2.925 | loglstar: -inf < -8.940 < inf | logz: -30.220 +/- 0.444 | dlogz: 6.325 > 0.109
iter: 2119 | bound: 19 | nc: 39 | ncall: 72445 | eff(%): 2.925 | loglstar: -inf < -8.930 < inf | logz: -30.208 +/- 0.444 | dlogz: 6.303 > 0.109
iter: 2120 | bound: 19 | nc: 39 | ncall: 72484 | eff(%): 2.925 | loglstar: -inf < -8.847 < inf | logz: -30.195 +/- 0.444 | dlogz: 6.281 > 0.109
iter: 2121 | bound: 19 | nc: 39 | ncall: 72523 | eff(%): 2.925 | loglstar: -inf < -8.817 < inf | logz: -30.182 +/- 0.444 | dlogz: 6.259 > 0.109
iter: 2122 | bound: 19 | nc: 39 | ncall: 72562 | eff(%): 2.924 | loglstar: -inf < -8.809 < inf | logz: -30.170 +/- 0.444 | dlogz: 6.236 > 0.109
iter: 2123 | bound: 19 | nc: 39 | ncall: 72601 | eff(%): 2.924 | loglstar: -inf < -8.794 < inf | logz: -30.157 +/- 0.444 | dlogz: 6.213 > 0.109
iter: 2124 | bound: 19 | nc: 39 | ncall: 72640 | eff(%): 2.924 | loglstar: -inf < -8.784 < inf | logz: -30.144 +/- 0.444 | dlogz: 6.191 > 0.109
iter: 2125 | bound: 19 | nc: 39 | ncall: 72679 | eff(%): 2.924 | loglstar: -inf < -8.771 < inf | logz: -30.132 +/- 0.444 | dlogz: 6.169 > 0.109
iter: 2126 | bound: 19 | nc: 39 | ncall: 72718 | eff(%): 2.924 | loglstar: -inf < -8.765 < inf | logz: -30.120 +/- 0.444 | dlogz: 6.146 > 0.109
iter: 2127 | bound: 19 | nc: 39 | ncall: 72757 | eff(%): 2.923 | loglstar: -inf < -8.747 < inf | logz: -30.108 +/- 0.444 | dlogz: 6.124 > 0.109
iter: 2128 | bound: 19 | nc: 39 | ncall: 72796 | eff(%): 2.923 | loglstar: -inf < -8.711 < inf | logz: -30.095 +/- 0.444 | dlogz: 6.102 > 0.109
iter: 2129 | bound: 19 | nc: 39 | ncall: 72835 | eff(%): 2.923 | loglstar: -inf < -8.693 < inf | logz: -30.083 +/- 0.444 | dlogz: 6.080 > 0.109
iter: 2130 | bound: 19 | nc: 39 | ncall: 72874 | eff(%): 2.923 | loglstar: -inf < -8.685 < inf | logz: -30.071 +/- 0.444 | dlogz: 6.058 > 0.109
iter: 2131 | bound: 19 | nc: 39 | ncall: 72913 | eff(%): 2.923 | loglstar: -inf < -8.674 < inf | logz: -30.059 +/- 0.444 | dlogz: 6.036 > 0.109
iter: 2132 | bound: 19 | nc: 39 | ncall: 72952 | eff(%): 2.922 | loglstar: -inf < -8.671 < inf | logz: -30.047 +/- 0.445 | dlogz: 6.014 > 0.109
iter: 2133 | bound: 19 | nc: 39 | ncall: 72991 | eff(%): 2.922 | loglstar: -inf < -8.652 < inf | logz: -30.036 +/- 0.445 | dlogz: 5.992 > 0.109
iter: 2134 | bound: 19 | nc: 39 | ncall: 73030 | eff(%): 2.922 | loglstar: -inf < -8.650 < inf | logz: -30.024 +/- 0.445 | dlogz: 5.971 > 0.109
iter: 2135 | bound: 19 | nc: 39 | ncall: 73069 | eff(%): 2.922 | loglstar: -inf < -8.558 < inf | logz: -30.012 +/- 0.445 | dlogz: 5.949 > 0.109
iter: 2136 | bound: 19 | nc: 39 | ncall: 73108 | eff(%): 2.922 | loglstar: -inf < -8.534 < inf | logz: -30.000 +/- 0.445 | dlogz: 5.928 > 0.109
iter: 2137 | bound: 19 | nc: 39 | ncall: 73147 | eff(%): 2.922 | loglstar: -inf < -8.534 < inf | logz: -29.988 +/- 0.445 | dlogz: 5.905 > 0.109
iter: 2138 | bound: 19 | nc: 39 | ncall: 73186 | eff(%): 2.921 | loglstar: -inf < -8.516 < inf | logz: -29.976 +/- 0.445 | dlogz: 5.883 > 0.109
iter: 2139 | bound: 19 | nc: 39 | ncall: 73225 | eff(%): 2.921 | loglstar: -inf < -8.488 < inf | logz: -29.964 +/- 0.445 | dlogz: 5.862 > 0.109
iter: 2140 | bound: 19 | nc: 39 | ncall: 73264 | eff(%): 2.921 | loglstar: -inf < -8.487 < inf | logz: -29.952 +/- 0.445 | dlogz: 5.840 > 0.109
iter: 2141 | bound: 19 | nc: 39 | ncall: 73303 | eff(%): 2.921 | loglstar: -inf < -8.480 < inf | logz: -29.940 +/- 0.445 | dlogz: 5.818 > 0.109
iter: 2142 | bound: 19 | nc: 39 | ncall: 73342 | eff(%): 2.921 | loglstar: -inf < -8.472 < inf | logz: -29.929 +/- 0.445 | dlogz: 5.796 > 0.109
iter: 2143 | bound: 19 | nc: 39 | ncall: 73381 | eff(%): 2.920 | loglstar: -inf < -8.463 < inf | logz: -29.917 +/- 0.445 | dlogz: 5.775 > 0.109
iter: 2144 | bound: 19 | nc: 39 | ncall: 73420 | eff(%): 2.920 | loglstar: -inf < -8.462 < inf | logz: -29.906 +/- 0.445 | dlogz: 5.754 > 0.109
iter: 2145 | bound: 19 | nc: 39 | ncall: 73459 | eff(%): 2.920 | loglstar: -inf < -8.454 < inf | logz: -29.895 +/- 0.445 | dlogz: 5.733 > 0.109
iter: 2146 | bound: 19 | nc: 39 | ncall: 73498 | eff(%): 2.920 | loglstar: -inf < -8.393 < inf | logz: -29.884 +/- 0.446 | dlogz: 5.712 > 0.109
iter: 2147 | bound: 19 | nc: 39 | ncall: 73537 | eff(%): 2.920 | loglstar: -inf < -8.382 < inf | logz: -29.873 +/- 0.446 | dlogz: 5.691 > 0.109
iter: 2148 | bound: 19 | nc: 39 | ncall: 73576 | eff(%): 2.919 | loglstar: -inf < -8.369 < inf | logz: -29.861 +/- 0.446 | dlogz: 5.669 > 0.109
iter: 2149 | bound: 19 | nc: 39 | ncall: 73615 | eff(%): 2.919 | loglstar: -inf < -8.365 < inf | logz: -29.850 +/- 0.446 | dlogz: 5.648 > 0.109
iter: 2150 | bound: 19 | nc: 39 | ncall: 73654 | eff(%): 2.919 | loglstar: -inf < -8.361 < inf | logz: -29.839 +/- 0.446 | dlogz: 5.627 > 0.109
iter: 2151 | bound: 19 | nc: 39 | ncall: 73693 | eff(%): 2.919 | loglstar: -inf < -8.356 < inf | logz: -29.829 +/- 0.446 | dlogz: 5.607 > 0.109
iter: 2152 | bound: 19 | nc: 39 | ncall: 73732 | eff(%): 2.919 | loglstar: -inf < -8.337 < inf | logz: -29.818 +/- 0.446 | dlogz: 5.586 > 0.109
iter: 2153 | bound: 19 | nc: 39 | ncall: 73771 | eff(%): 2.918 | loglstar: -inf < -8.286 < inf | logz: -29.807 +/- 0.446 | dlogz: 5.565 > 0.109
iter: 2154 | bound: 19 | nc: 39 | ncall: 73810 | eff(%): 2.918 | loglstar: -inf < -8.268 < inf | logz: -29.796 +/- 0.446 | dlogz: 5.545 > 0.109
iter: 2155 | bound: 19 | nc: 39 | ncall: 73849 | eff(%): 2.918 | loglstar: -inf < -8.257 < inf | logz: -29.785 +/- 0.446 | dlogz: 5.524 > 0.109
iter: 2156 | bound: 19 | nc: 39 | ncall: 73888 | eff(%): 2.918 | loglstar: -inf < -8.230 < inf | logz: -29.775 +/- 0.446 | dlogz: 5.503 > 0.109
iter: 2157 | bound: 19 | nc: 39 | ncall: 73927 | eff(%): 2.918 | loglstar: -inf < -8.229 < inf | logz: -29.764 +/- 0.446 | dlogz: 5.482 > 0.109
iter: 2158 | bound: 19 | nc: 39 | ncall: 73966 | eff(%): 2.918 | loglstar: -inf < -8.212 < inf | logz: -29.753 +/- 0.446 | dlogz: 5.462 > 0.109
iter: 2159 | bound: 19 | nc: 39 | ncall: 74005 | eff(%): 2.917 | loglstar: -inf < -8.206 < inf | logz: -29.743 +/- 0.446 | dlogz: 5.441 > 0.109
iter: 2160 | bound: 19 | nc: 39 | ncall: 74044 | eff(%): 2.917 | loglstar: -inf < -8.200 < inf | logz: -29.732 +/- 0.446 | dlogz: 5.421 > 0.109
iter: 2161 | bound: 19 | nc: 39 | ncall: 74083 | eff(%): 2.917 | loglstar: -inf < -8.190 < inf | logz: -29.722 +/- 0.446 | dlogz: 5.401 > 0.109
iter: 2162 | bound: 19 | nc: 39 | ncall: 74122 | eff(%): 2.917 | loglstar: -inf < -8.177 < inf | logz: -29.712 +/- 0.446 | dlogz: 5.381 > 0.109
iter: 2163 | bound: 19 | nc: 39 | ncall: 74161 | eff(%): 2.917 | loglstar: -inf < -8.110 < inf | logz: -29.701 +/- 0.447 | dlogz: 5.360 > 0.109
iter: 2164 | bound: 19 | nc: 39 | ncall: 74200 | eff(%): 2.916 | loglstar: -inf < -8.070 < inf | logz: -29.691 +/- 0.447 | dlogz: 5.340 > 0.109
iter: 2165 | bound: 19 | nc: 39 | ncall: 74239 | eff(%): 2.916 | loglstar: -inf < -8.066 < inf | logz: -29.680 +/- 0.447 | dlogz: 5.320 > 0.109
iter: 2166 | bound: 19 | nc: 39 | ncall: 74278 | eff(%): 2.916 | loglstar: -inf < -8.053 < inf | logz: -29.669 +/- 0.447 | dlogz: 5.299 > 0.109
iter: 2167 | bound: 19 | nc: 39 | ncall: 74317 | eff(%): 2.916 | loglstar: -inf < -8.051 < inf | logz: -29.659 +/- 0.447 | dlogz: 5.279 > 0.109
iter: 2168 | bound: 19 | nc: 39 | ncall: 74356 | eff(%): 2.916 | loglstar: -inf < -8.025 < inf | logz: -29.648 +/- 0.447 | dlogz: 5.258 > 0.109
iter: 2169 | bound: 19 | nc: 39 | ncall: 74395 | eff(%): 2.916 | loglstar: -inf < -8.016 < inf | logz: -29.638 +/- 0.447 | dlogz: 5.238 > 0.109
iter: 2170 | bound: 19 | nc: 39 | ncall: 74434 | eff(%): 2.915 | loglstar: -inf < -8.005 < inf | logz: -29.628 +/- 0.447 | dlogz: 5.218 > 0.109
iter: 2171 | bound: 19 | nc: 39 | ncall: 74473 | eff(%): 2.915 | loglstar: -inf < -7.981 < inf | logz: -29.617 +/- 0.447 | dlogz: 5.198 > 0.109
iter: 2172 | bound: 19 | nc: 39 | ncall: 74512 | eff(%): 2.915 | loglstar: -inf < -7.979 < inf | logz: -29.607 +/- 0.447 | dlogz: 5.178 > 0.109
iter: 2173 | bound: 19 | nc: 39 | ncall: 74551 | eff(%): 2.915 | loglstar: -inf < -7.975 < inf | logz: -29.597 +/- 0.447 | dlogz: 5.158 > 0.109
iter: 2174 | bound: 19 | nc: 39 | ncall: 74590 | eff(%): 2.915 | loglstar: -inf < -7.943 < inf | logz: -29.587 +/- 0.447 | dlogz: 5.138 > 0.109
iter: 2175 | bound: 19 | nc: 39 | ncall: 74629 | eff(%): 2.914 | loglstar: -inf < -7.934 < inf | logz: -29.577 +/- 0.447 | dlogz: 5.118 > 0.109
iter: 2176 | bound: 19 | nc: 39 | ncall: 74668 | eff(%): 2.914 | loglstar: -inf < -7.924 < inf | logz: -29.567 +/- 0.447 | dlogz: 5.098 > 0.109
iter: 2177 | bound: 19 | nc: 39 | ncall: 74707 | eff(%): 2.914 | loglstar: -inf < -7.909 < inf | logz: -29.558 +/- 0.447 | dlogz: 5.078 > 0.109
iter: 2178 | bound: 19 | nc: 39 | ncall: 74746 | eff(%): 2.914 | loglstar: -inf < -7.883 < inf | logz: -29.548 +/- 0.447 | dlogz: 5.059 > 0.109
iter: 2179 | bound: 19 | nc: 39 | ncall: 74785 | eff(%): 2.914 | loglstar: -inf < -7.867 < inf | logz: -29.538 +/- 0.448 | dlogz: 5.039 > 0.109
iter: 2180 | bound: 19 | nc: 39 | ncall: 74824 | eff(%): 2.914 | loglstar: -inf < -7.852 < inf | logz: -29.528 +/- 0.448 | dlogz: 5.019 > 0.109
iter: 2181 | bound: 19 | nc: 39 | ncall: 74863 | eff(%): 2.913 | loglstar: -inf < -7.838 < inf | logz: -29.518 +/- 0.448 | dlogz: 5.000 > 0.109
iter: 2182 | bound: 19 | nc: 39 | ncall: 74902 | eff(%): 2.913 | loglstar: -inf < -7.805 < inf | logz: -29.509 +/- 0.448 | dlogz: 4.980 > 0.109
iter: 2183 | bound: 19 | nc: 39 | ncall: 74941 | eff(%): 2.913 | loglstar: -inf < -7.777 < inf | logz: -29.499 +/- 0.448 | dlogz: 4.961 > 0.109
iter: 2184 | bound: 19 | nc: 39 | ncall: 74980 | eff(%): 2.913 | loglstar: -inf < -7.770 < inf | logz: -29.489 +/- 0.448 | dlogz: 4.941 > 0.109
iter: 2185 | bound: 19 | nc: 39 | ncall: 75019 | eff(%): 2.913 | loglstar: -inf < -7.752 < inf | logz: -29.479 +/- 0.448 | dlogz: 4.921 > 0.109
iter: 2186 | bound: 19 | nc: 39 | ncall: 75058 | eff(%): 2.912 | loglstar: -inf < -7.739 < inf | logz: -29.469 +/- 0.448 | dlogz: 4.902 > 0.109
iter: 2187 | bound: 19 | nc: 39 | ncall: 75097 | eff(%): 2.912 | loglstar: -inf < -7.736 < inf | logz: -29.460 +/- 0.448 | dlogz: 4.882 > 0.109
iter: 2188 | bound: 19 | nc: 39 | ncall: 75136 | eff(%): 2.912 | loglstar: -inf < -7.716 < inf | logz: -29.450 +/- 0.448 | dlogz: 4.863 > 0.109
iter: 2189 | bound: 19 | nc: 39 | ncall: 75175 | eff(%): 2.912 | loglstar: -inf < -7.709 < inf | logz: -29.441 +/- 0.448 | dlogz: 4.843 > 0.109
iter: 2190 | bound: 19 | nc: 39 | ncall: 75214 | eff(%): 2.912 | loglstar: -inf < -7.670 < inf | logz: -29.431 +/- 0.448 | dlogz: 4.824 > 0.109
iter: 2191 | bound: 19 | nc: 39 | ncall: 75253 | eff(%): 2.912 | loglstar: -inf < -7.660 < inf | logz: -29.421 +/- 0.448 | dlogz: 4.805 > 0.109
iter: 2192 | bound: 19 | nc: 39 | ncall: 75292 | eff(%): 2.911 | loglstar: -inf < -7.657 < inf | logz: -29.412 +/- 0.448 | dlogz: 4.785 > 0.109
iter: 2193 | bound: 19 | nc: 39 | ncall: 75331 | eff(%): 2.911 | loglstar: -inf < -7.651 < inf | logz: -29.403 +/- 0.448 | dlogz: 4.766 > 0.109
iter: 2194 | bound: 19 | nc: 39 | ncall: 75370 | eff(%): 2.911 | loglstar: -inf < -7.635 < inf | logz: -29.393 +/- 0.448 | dlogz: 4.747 > 0.109
iter: 2195 | bound: 19 | nc: 39 | ncall: 75409 | eff(%): 2.911 | loglstar: -inf < -7.634 < inf | logz: -29.384 +/- 0.448 | dlogz: 4.728 > 0.109
iter: 2196 | bound: 20 | nc: 39 | ncall: 75448 | eff(%): 2.911 | loglstar: -inf < -7.633 < inf | logz: -29.375 +/- 0.448 | dlogz: 4.709 > 0.109
iter: 2197 | bound: 20 | nc: 39 | ncall: 75487 | eff(%): 2.910 | loglstar: -inf < -7.620 < inf | logz: -29.366 +/- 0.449 | dlogz: 4.690 > 0.109
iter: 2198 | bound: 20 | nc: 39 | ncall: 75526 | eff(%): 2.910 | loglstar: -inf < -7.607 < inf | logz: -29.358 +/- 0.449 | dlogz: 4.672 > 0.109
iter: 2199 | bound: 20 | nc: 39 | ncall: 75565 | eff(%): 2.910 | loglstar: -inf < -7.592 < inf | logz: -29.349 +/- 0.449 | dlogz: 4.653 > 0.109
iter: 2200 | bound: 20 | nc: 39 | ncall: 75604 | eff(%): 2.910 | loglstar: -inf < -7.591 < inf | logz: -29.340 +/- 0.449 | dlogz: 4.634 > 0.109
iter: 2201 | bound: 20 | nc: 39 | ncall: 75643 | eff(%): 2.910 | loglstar: -inf < -7.588 < inf | logz: -29.332 +/- 0.449 | dlogz: 4.616 > 0.109
iter: 2202 | bound: 20 | nc: 39 | ncall: 75682 | eff(%): 2.910 | loglstar: -inf < -7.553 < inf | logz: -29.323 +/- 0.449 | dlogz: 4.598 > 0.109
iter: 2203 | bound: 20 | nc: 39 | ncall: 75721 | eff(%): 2.909 | loglstar: -inf < -7.543 < inf | logz: -29.314 +/- 0.449 | dlogz: 4.579 > 0.109
iter: 2204 | bound: 20 | nc: 39 | ncall: 75760 | eff(%): 2.909 | loglstar: -inf < -7.525 < inf | logz: -29.306 +/- 0.449 | dlogz: 4.561 > 0.109
iter: 2205 | bound: 20 | nc: 39 | ncall: 75799 | eff(%): 2.909 | loglstar: -inf < -7.519 < inf | logz: -29.297 +/- 0.449 | dlogz: 4.543 > 0.109
iter: 2206 | bound: 20 | nc: 39 | ncall: 75838 | eff(%): 2.909 | loglstar: -inf < -7.495 < inf | logz: -29.289 +/- 0.449 | dlogz: 4.524 > 0.109
iter: 2207 | bound: 20 | nc: 39 | ncall: 75877 | eff(%): 2.909 | loglstar: -inf < -7.493 < inf | logz: -29.280 +/- 0.449 | dlogz: 4.506 > 0.109
iter: 2208 | bound: 20 | nc: 39 | ncall: 75916 | eff(%): 2.908 | loglstar: -inf < -7.466 < inf | logz: -29.272 +/- 0.449 | dlogz: 4.488 > 0.109
iter: 2209 | bound: 20 | nc: 39 | ncall: 75955 | eff(%): 2.908 | loglstar: -inf < -7.453 < inf | logz: -29.264 +/- 0.449 | dlogz: 4.470 > 0.109
iter: 2210 | bound: 20 | nc: 39 | ncall: 75994 | eff(%): 2.908 | loglstar: -inf < -7.383 < inf | logz: -29.255 +/- 0.449 | dlogz: 4.452 > 0.109
iter: 2211 | bound: 20 | nc: 39 | ncall: 76033 | eff(%): 2.908 | loglstar: -inf < -7.360 < inf | logz: -29.246 +/- 0.449 | dlogz: 4.433 > 0.109
iter: 2212 | bound: 20 | nc: 39 | ncall: 76072 | eff(%): 2.908 | loglstar: -inf < -7.352 < inf | logz: -29.237 +/- 0.449 | dlogz: 4.415 > 0.109
iter: 2213 | bound: 20 | nc: 39 | ncall: 76111 | eff(%): 2.908 | loglstar: -inf < -7.335 < inf | logz: -29.229 +/- 0.449 | dlogz: 4.396 > 0.109
iter: 2214 | bound: 20 | nc: 39 | ncall: 76150 | eff(%): 2.907 | loglstar: -inf < -7.296 < inf | logz: -29.220 +/- 0.449 | dlogz: 4.378 > 0.109
iter: 2215 | bound: 20 | nc: 39 | ncall: 76189 | eff(%): 2.907 | loglstar: -inf < -7.285 < inf | logz: -29.211 +/- 0.449 | dlogz: 4.359 > 0.109
iter: 2216 | bound: 20 | nc: 39 | ncall: 76228 | eff(%): 2.907 | loglstar: -inf < -7.267 < inf | logz: -29.202 +/- 0.450 | dlogz: 4.341 > 0.109
iter: 2217 | bound: 20 | nc: 39 | ncall: 76267 | eff(%): 2.907 | loglstar: -inf < -7.265 < inf | logz: -29.193 +/- 0.450 | dlogz: 4.322 > 0.109
iter: 2218 | bound: 20 | nc: 39 | ncall: 76306 | eff(%): 2.907 | loglstar: -inf < -7.265 < inf | logz: -29.185 +/- 0.450 | dlogz: 4.304 > 0.109
iter: 2219 | bound: 20 | nc: 39 | ncall: 76345 | eff(%): 2.907 | loglstar: -inf < -7.261 < inf | logz: -29.176 +/- 0.450 | dlogz: 4.285 > 0.109
iter: 2220 | bound: 20 | nc: 39 | ncall: 76384 | eff(%): 2.906 | loglstar: -inf < -7.259 < inf | logz: -29.168 +/- 0.450 | dlogz: 4.267 > 0.109
iter: 2221 | bound: 20 | nc: 39 | ncall: 76423 | eff(%): 2.906 | loglstar: -inf < -7.258 < inf | logz: -29.160 +/- 0.450 | dlogz: 4.249 > 0.109
iter: 2222 | bound: 20 | nc: 39 | ncall: 76462 | eff(%): 2.906 | loglstar: -inf < -7.230 < inf | logz: -29.151 +/- 0.450 | dlogz: 4.231 > 0.109
iter: 2223 | bound: 20 | nc: 39 | ncall: 76501 | eff(%): 2.906 | loglstar: -inf < -7.196 < inf | logz: -29.143 +/- 0.450 | dlogz: 4.213 > 0.109
iter: 2224 | bound: 20 | nc: 39 | ncall: 76540 | eff(%): 2.906 | loglstar: -inf < -7.193 < inf | logz: -29.135 +/- 0.450 | dlogz: 4.195 > 0.109
iter: 2225 | bound: 20 | nc: 39 | ncall: 76579 | eff(%): 2.905 | loglstar: -inf < -7.189 < inf | logz: -29.127 +/- 0.450 | dlogz: 4.177 > 0.109
iter: 2226 | bound: 20 | nc: 39 | ncall: 76618 | eff(%): 2.905 | loglstar: -inf < -7.180 < inf | logz: -29.119 +/- 0.450 | dlogz: 4.160 > 0.109
iter: 2227 | bound: 20 | nc: 39 | ncall: 76657 | eff(%): 2.905 | loglstar: -inf < -7.173 < inf | logz: -29.111 +/- 0.450 | dlogz: 4.142 > 0.109
iter: 2228 | bound: 20 | nc: 39 | ncall: 76696 | eff(%): 2.905 | loglstar: -inf < -7.163 < inf | logz: -29.103 +/- 0.450 | dlogz: 4.124 > 0.109
iter: 2229 | bound: 20 | nc: 39 | ncall: 76735 | eff(%): 2.905 | loglstar: -inf < -7.156 < inf | logz: -29.095 +/- 0.450 | dlogz: 4.107 > 0.109
iter: 2230 | bound: 20 | nc: 39 | ncall: 76774 | eff(%): 2.905 | loglstar: -inf < -7.147 < inf | logz: -29.087 +/- 0.450 | dlogz: 4.089 > 0.109
iter: 2231 | bound: 20 | nc: 39 | ncall: 76813 | eff(%): 2.904 | loglstar: -inf < -7.139 < inf | logz: -29.079 +/- 0.450 | dlogz: 4.072 > 0.109
iter: 2232 | bound: 20 | nc: 39 | ncall: 76852 | eff(%): 2.904 | loglstar: -inf < -7.113 < inf | logz: -29.072 +/- 0.450 | dlogz: 4.054 > 0.109
iter: 2233 | bound: 20 | nc: 39 | ncall: 76891 | eff(%): 2.904 | loglstar: -inf < -7.078 < inf | logz: -29.064 +/- 0.450 | dlogz: 4.037 > 0.109
iter: 2234 | bound: 20 | nc: 39 | ncall: 76930 | eff(%): 2.904 | loglstar: -inf < -7.049 < inf | logz: -29.056 +/- 0.450 | dlogz: 4.020 > 0.109
iter: 2235 | bound: 20 | nc: 39 | ncall: 76969 | eff(%): 2.904 | loglstar: -inf < -7.047 < inf | logz: -29.048 +/- 0.451 | dlogz: 4.002 > 0.109
iter: 2236 | bound: 20 | nc: 39 | ncall: 77008 | eff(%): 2.904 | loglstar: -inf < -7.044 < inf | logz: -29.040 +/- 0.451 | dlogz: 3.984 > 0.109
iter: 2237 | bound: 20 | nc: 39 | ncall: 77047 | eff(%): 2.903 | loglstar: -inf < -7.018 < inf | logz: -29.033 +/- 0.451 | dlogz: 3.967 > 0.109
iter: 2238 | bound: 20 | nc: 39 | ncall: 77086 | eff(%): 2.903 | loglstar: -inf < -7.006 < inf | logz: -29.025 +/- 0.451 | dlogz: 3.950 > 0.109
iter: 2239 | bound: 20 | nc: 39 | ncall: 77125 | eff(%): 2.903 | loglstar: -inf < -7.006 < inf | logz: -29.017 +/- 0.451 | dlogz: 3.932 > 0.109
iter: 2240 | bound: 20 | nc: 39 | ncall: 77164 | eff(%): 2.903 | loglstar: -inf < -6.999 < inf | logz: -29.010 +/- 0.451 | dlogz: 3.915 > 0.109
iter: 2241 | bound: 20 | nc: 39 | ncall: 77203 | eff(%): 2.903 | loglstar: -inf < -6.973 < inf | logz: -29.002 +/- 0.451 | dlogz: 3.898 > 0.109
iter: 2242 | bound: 20 | nc: 39 | ncall: 77242 | eff(%): 2.903 | loglstar: -inf < -6.958 < inf | logz: -28.994 +/- 0.451 | dlogz: 3.881 > 0.109
iter: 2243 | bound: 20 | nc: 39 | ncall: 77281 | eff(%): 2.902 | loglstar: -inf < -6.939 < inf | logz: -28.987 +/- 0.451 | dlogz: 3.864 > 0.109
iter: 2244 | bound: 20 | nc: 39 | ncall: 77320 | eff(%): 2.902 | loglstar: -inf < -6.919 < inf | logz: -28.979 +/- 0.451 | dlogz: 3.846 > 0.109
iter: 2245 | bound: 20 | nc: 39 | ncall: 77359 | eff(%): 2.902 | loglstar: -inf < -6.909 < inf | logz: -28.972 +/- 0.451 | dlogz: 3.829 > 0.109
iter: 2246 | bound: 20 | nc: 39 | ncall: 77398 | eff(%): 2.902 | loglstar: -inf < -6.901 < inf | logz: -28.964 +/- 0.451 | dlogz: 3.812 > 0.109
iter: 2247 | bound: 20 | nc: 39 | ncall: 77437 | eff(%): 2.902 | loglstar: -inf < -6.898 < inf | logz: -28.957 +/- 0.451 | dlogz: 3.795 > 0.109
iter: 2248 | bound: 20 | nc: 39 | ncall: 77476 | eff(%): 2.902 | loglstar: -inf < -6.895 < inf | logz: -28.950 +/- 0.451 | dlogz: 3.778 > 0.109
iter: 2249 | bound: 20 | nc: 39 | ncall: 77515 | eff(%): 2.901 | loglstar: -inf < -6.887 < inf | logz: -28.942 +/- 0.451 | dlogz: 3.761 > 0.109
iter: 2250 | bound: 20 | nc: 39 | ncall: 77554 | eff(%): 2.901 | loglstar: -inf < -6.884 < inf | logz: -28.935 +/- 0.451 | dlogz: 3.745 > 0.109
iter: 2251 | bound: 20 | nc: 39 | ncall: 77593 | eff(%): 2.901 | loglstar: -inf < -6.868 < inf | logz: -28.928 +/- 0.451 | dlogz: 3.728 > 0.109
iter: 2252 | bound: 20 | nc: 39 | ncall: 77632 | eff(%): 2.901 | loglstar: -inf < -6.859 < inf | logz: -28.921 +/- 0.451 | dlogz: 3.711 > 0.109
iter: 2253 | bound: 20 | nc: 39 | ncall: 77671 | eff(%): 2.901 | loglstar: -inf < -6.834 < inf | logz: -28.914 +/- 0.451 | dlogz: 3.695 > 0.109
iter: 2254 | bound: 20 | nc: 39 | ncall: 77710 | eff(%): 2.901 | loglstar: -inf < -6.819 < inf | logz: -28.907 +/- 0.451 | dlogz: 3.678 > 0.109
iter: 2255 | bound: 20 | nc: 39 | ncall: 77749 | eff(%): 2.900 | loglstar: -inf < -6.816 < inf | logz: -28.900 +/- 0.451 | dlogz: 3.662 > 0.109
iter: 2256 | bound: 20 | nc: 39 | ncall: 77788 | eff(%): 2.900 | loglstar: -inf < -6.815 < inf | logz: -28.893 +/- 0.452 | dlogz: 3.645 > 0.109
iter: 2257 | bound: 20 | nc: 39 | ncall: 77827 | eff(%): 2.900 | loglstar: -inf < -6.792 < inf | logz: -28.886 +/- 0.452 | dlogz: 3.629 > 0.109
iter: 2258 | bound: 20 | nc: 39 | ncall: 77866 | eff(%): 2.900 | loglstar: -inf < -6.790 < inf | logz: -28.879 +/- 0.452 | dlogz: 3.612 > 0.109
iter: 2259 | bound: 20 | nc: 39 | ncall: 77905 | eff(%): 2.900 | loglstar: -inf < -6.788 < inf | logz: -28.873 +/- 0.452 | dlogz: 3.596 > 0.109
iter: 2260 | bound: 20 | nc: 39 | ncall: 77944 | eff(%): 2.900 | loglstar: -inf < -6.768 < inf | logz: -28.866 +/- 0.452 | dlogz: 3.580 > 0.109
iter: 2261 | bound: 20 | nc: 39 | ncall: 77983 | eff(%): 2.899 | loglstar: -inf < -6.742 < inf | logz: -28.859 +/- 0.452 | dlogz: 3.563 > 0.109
iter: 2262 | bound: 20 | nc: 39 | ncall: 78022 | eff(%): 2.899 | loglstar: -inf < -6.740 < inf | logz: -28.852 +/- 0.452 | dlogz: 3.547 > 0.109
iter: 2263 | bound: 20 | nc: 39 | ncall: 78061 | eff(%): 2.899 | loglstar: -inf < -6.729 < inf | logz: -28.846 +/- 0.452 | dlogz: 3.531 > 0.109
iter: 2264 | bound: 20 | nc: 39 | ncall: 78100 | eff(%): 2.899 | loglstar: -inf < -6.710 < inf | logz: -28.839 +/- 0.452 | dlogz: 3.515 > 0.109
iter: 2265 | bound: 20 | nc: 39 | ncall: 78139 | eff(%): 2.899 | loglstar: -inf < -6.693 < inf | logz: -28.832 +/- 0.452 | dlogz: 3.499 > 0.109
iter: 2266 | bound: 20 | nc: 39 | ncall: 78178 | eff(%): 2.899 | loglstar: -inf < -6.689 < inf | logz: -28.826 +/- 0.452 | dlogz: 3.483 > 0.109
iter: 2267 | bound: 20 | nc: 39 | ncall: 78217 | eff(%): 2.898 | loglstar: -inf < -6.673 < inf | logz: -28.819 +/- 0.452 | dlogz: 3.467 > 0.109
iter: 2268 | bound: 20 | nc: 39 | ncall: 78256 | eff(%): 2.898 | loglstar: -inf < -6.672 < inf | logz: -28.813 +/- 0.452 | dlogz: 3.451 > 0.109
iter: 2269 | bound: 20 | nc: 39 | ncall: 78295 | eff(%): 2.898 | loglstar: -inf < -6.591 < inf | logz: -28.806 +/- 0.452 | dlogz: 3.435 > 0.109
iter: 2270 | bound: 20 | nc: 39 | ncall: 78334 | eff(%): 2.898 | loglstar: -inf < -6.586 < inf | logz: -28.799 +/- 0.452 | dlogz: 3.419 > 0.109
iter: 2271 | bound: 20 | nc: 39 | ncall: 78373 | eff(%): 2.898 | loglstar: -inf < -6.555 < inf | logz: -28.792 +/- 0.452 | dlogz: 3.402 > 0.109
iter: 2272 | bound: 20 | nc: 39 | ncall: 78412 | eff(%): 2.898 | loglstar: -inf < -6.553 < inf | logz: -28.785 +/- 0.452 | dlogz: 3.386 > 0.109
iter: 2273 | bound: 20 | nc: 39 | ncall: 78451 | eff(%): 2.897 | loglstar: -inf < -6.547 < inf | logz: -28.778 +/- 0.452 | dlogz: 3.370 > 0.109
iter: 2274 | bound: 20 | nc: 39 | ncall: 78490 | eff(%): 2.897 | loglstar: -inf < -6.538 < inf | logz: -28.772 +/- 0.452 | dlogz: 3.354 > 0.109
iter: 2275 | bound: 20 | nc: 39 | ncall: 78529 | eff(%): 2.897 | loglstar: -inf < -6.533 < inf | logz: -28.765 +/- 0.452 | dlogz: 3.337 > 0.109
iter: 2276 | bound: 20 | nc: 39 | ncall: 78568 | eff(%): 2.897 | loglstar: -inf < -6.514 < inf | logz: -28.758 +/- 0.452 | dlogz: 3.321 > 0.109
iter: 2277 | bound: 20 | nc: 39 | ncall: 78607 | eff(%): 2.897 | loglstar: -inf < -6.502 < inf | logz: -28.752 +/- 0.452 | dlogz: 3.305 > 0.109
iter: 2278 | bound: 20 | nc: 39 | ncall: 78646 | eff(%): 2.897 | loglstar: -inf < -6.500 < inf | logz: -28.745 +/- 0.453 | dlogz: 3.290 > 0.109
iter: 2279 | bound: 20 | nc: 39 | ncall: 78685 | eff(%): 2.896 | loglstar: -inf < -6.494 < inf | logz: -28.739 +/- 0.453 | dlogz: 3.274 > 0.109
iter: 2280 | bound: 20 | nc: 39 | ncall: 78724 | eff(%): 2.896 | loglstar: -inf < -6.467 < inf | logz: -28.732 +/- 0.453 | dlogz: 3.258 > 0.109
iter: 2281 | bound: 20 | nc: 39 | ncall: 78763 | eff(%): 2.896 | loglstar: -inf < -6.449 < inf | logz: -28.726 +/- 0.453 | dlogz: 3.242 > 0.109
iter: 2282 | bound: 20 | nc: 39 | ncall: 78802 | eff(%): 2.896 | loglstar: -inf < -6.446 < inf | logz: -28.719 +/- 0.453 | dlogz: 3.226 > 0.109
iter: 2283 | bound: 20 | nc: 39 | ncall: 78841 | eff(%): 2.896 | loglstar: -inf < -6.439 < inf | logz: -28.713 +/- 0.453 | dlogz: 3.210 > 0.109
iter: 2284 | bound: 20 | nc: 39 | ncall: 78880 | eff(%): 2.896 | loglstar: -inf < -6.412 < inf | logz: -28.707 +/- 0.453 | dlogz: 3.195 > 0.109
iter: 2285 | bound: 20 | nc: 39 | ncall: 78919 | eff(%): 2.895 | loglstar: -inf < -6.412 < inf | logz: -28.700 +/- 0.453 | dlogz: 3.179 > 0.109
iter: 2286 | bound: 20 | nc: 39 | ncall: 78958 | eff(%): 2.895 | loglstar: -inf < -6.383 < inf | logz: -28.694 +/- 0.453 | dlogz: 3.163 > 0.109
iter: 2287 | bound: 20 | nc: 39 | ncall: 78997 | eff(%): 2.895 | loglstar: -inf < -6.378 < inf | logz: -28.687 +/- 0.453 | dlogz: 3.148 > 0.109
iter: 2288 | bound: 20 | nc: 39 | ncall: 79036 | eff(%): 2.895 | loglstar: -inf < -6.372 < inf | logz: -28.681 +/- 0.453 | dlogz: 3.132 > 0.109
iter: 2289 | bound: 20 | nc: 39 | ncall: 79075 | eff(%): 2.895 | loglstar: -inf < -6.359 < inf | logz: -28.675 +/- 0.453 | dlogz: 3.117 > 0.109
iter: 2290 | bound: 20 | nc: 39 | ncall: 79114 | eff(%): 2.895 | loglstar: -inf < -6.355 < inf | logz: -28.669 +/- 0.453 | dlogz: 3.101 > 0.109
iter: 2291 | bound: 20 | nc: 39 | ncall: 79153 | eff(%): 2.894 | loglstar: -inf < -6.342 < inf | logz: -28.662 +/- 0.453 | dlogz: 3.086 > 0.109
iter: 2292 | bound: 20 | nc: 39 | ncall: 79192 | eff(%): 2.894 | loglstar: -inf < -6.339 < inf | logz: -28.656 +/- 0.453 | dlogz: 3.070 > 0.109
iter: 2293 | bound: 20 | nc: 39 | ncall: 79231 | eff(%): 2.894 | loglstar: -inf < -6.338 < inf | logz: -28.650 +/- 0.453 | dlogz: 3.055 > 0.109
iter: 2294 | bound: 20 | nc: 39 | ncall: 79270 | eff(%): 2.894 | loglstar: -inf < -6.331 < inf | logz: -28.644 +/- 0.453 | dlogz: 3.040 > 0.109
iter: 2295 | bound: 20 | nc: 39 | ncall: 79309 | eff(%): 2.894 | loglstar: -inf < -6.322 < inf | logz: -28.638 +/- 0.453 | dlogz: 3.025 > 0.109
iter: 2296 | bound: 21 | nc: 39 | ncall: 79348 | eff(%): 2.894 | loglstar: -inf < -6.318 < inf | logz: -28.632 +/- 0.453 | dlogz: 3.009 > 0.109
iter: 2297 | bound: 21 | nc: 39 | ncall: 79387 | eff(%): 2.893 | loglstar: -inf < -6.317 < inf | logz: -28.627 +/- 0.453 | dlogz: 2.994 > 0.109
iter: 2298 | bound: 21 | nc: 39 | ncall: 79426 | eff(%): 2.893 | loglstar: -inf < -6.314 < inf | logz: -28.621 +/- 0.453 | dlogz: 2.979 > 0.109
iter: 2299 | bound: 21 | nc: 39 | ncall: 79465 | eff(%): 2.893 | loglstar: -inf < -6.314 < inf | logz: -28.615 +/- 0.453 | dlogz: 2.965 > 0.109
iter: 2300 | bound: 21 | nc: 39 | ncall: 79504 | eff(%): 2.893 | loglstar: -inf < -6.281 < inf | logz: -28.610 +/- 0.454 | dlogz: 2.950 > 0.109
iter: 2301 | bound: 21 | nc: 39 | ncall: 79543 | eff(%): 2.893 | loglstar: -inf < -6.277 < inf | logz: -28.604 +/- 0.454 | dlogz: 2.935 > 0.109
iter: 2302 | bound: 21 | nc: 39 | ncall: 79582 | eff(%): 2.893 | loglstar: -inf < -6.269 < inf | logz: -28.598 +/- 0.454 | dlogz: 2.920 > 0.109
iter: 2303 | bound: 21 | nc: 39 | ncall: 79621 | eff(%): 2.892 | loglstar: -inf < -6.263 < inf | logz: -28.593 +/- 0.454 | dlogz: 2.906 > 0.109
iter: 2304 | bound: 21 | nc: 39 | ncall: 79660 | eff(%): 2.892 | loglstar: -inf < -6.234 < inf | logz: -28.587 +/- 0.454 | dlogz: 2.891 > 0.109
iter: 2305 | bound: 21 | nc: 39 | ncall: 79699 | eff(%): 2.892 | loglstar: -inf < -6.234 < inf | logz: -28.582 +/- 0.454 | dlogz: 2.876 > 0.109
iter: 2306 | bound: 21 | nc: 39 | ncall: 79738 | eff(%): 2.892 | loglstar: -inf < -6.202 < inf | logz: -28.576 +/- 0.454 | dlogz: 2.862 > 0.109
iter: 2307 | bound: 21 | nc: 39 | ncall: 79777 | eff(%): 2.892 | loglstar: -inf < -6.194 < inf | logz: -28.571 +/- 0.454 | dlogz: 2.847 > 0.109
iter: 2308 | bound: 21 | nc: 39 | ncall: 79816 | eff(%): 2.892 | loglstar: -inf < -6.186 < inf | logz: -28.565 +/- 0.454 | dlogz: 2.832 > 0.109
iter: 2309 | bound: 21 | nc: 39 | ncall: 79855 | eff(%): 2.891 | loglstar: -inf < -6.158 < inf | logz: -28.559 +/- 0.454 | dlogz: 2.818 > 0.109
iter: 2310 | bound: 21 | nc: 39 | ncall: 79894 | eff(%): 2.891 | loglstar: -inf < -6.147 < inf | logz: -28.554 +/- 0.454 | dlogz: 2.803 > 0.109
iter: 2311 | bound: 21 | nc: 39 | ncall: 79933 | eff(%): 2.891 | loglstar: -inf < -6.145 < inf | logz: -28.548 +/- 0.454 | dlogz: 2.789 > 0.109
iter: 2312 | bound: 21 | nc: 39 | ncall: 79972 | eff(%): 2.891 | loglstar: -inf < -6.141 < inf | logz: -28.543 +/- 0.454 | dlogz: 2.774 > 0.109
iter: 2313 | bound: 21 | nc: 39 | ncall: 80011 | eff(%): 2.891 | loglstar: -inf < -6.115 < inf | logz: -28.537 +/- 0.454 | dlogz: 2.760 > 0.109
iter: 2314 | bound: 21 | nc: 39 | ncall: 80050 | eff(%): 2.891 | loglstar: -inf < -6.076 < inf | logz: -28.532 +/- 0.454 | dlogz: 2.745 > 0.109
iter: 2315 | bound: 21 | nc: 39 | ncall: 80089 | eff(%): 2.891 | loglstar: -inf < -6.065 < inf | logz: -28.526 +/- 0.454 | dlogz: 2.731 > 0.109
iter: 2316 | bound: 21 | nc: 39 | ncall: 80128 | eff(%): 2.890 | loglstar: -inf < -6.063 < inf | logz: -28.521 +/- 0.454 | dlogz: 2.716 > 0.109
iter: 2317 | bound: 21 | nc: 39 | ncall: 80167 | eff(%): 2.890 | loglstar: -inf < -6.052 < inf | logz: -28.515 +/- 0.454 | dlogz: 2.702 > 0.109
iter: 2318 | bound: 21 | nc: 39 | ncall: 80206 | eff(%): 2.890 | loglstar: -inf < -6.012 < inf | logz: -28.510 +/- 0.454 | dlogz: 2.687 > 0.109
iter: 2319 | bound: 21 | nc: 39 | ncall: 80245 | eff(%): 2.890 | loglstar: -inf < -5.982 < inf | logz: -28.504 +/- 0.454 | dlogz: 2.673 > 0.109
iter: 2320 | bound: 21 | nc: 39 | ncall: 80284 | eff(%): 2.890 | loglstar: -inf < -5.978 < inf | logz: -28.498 +/- 0.454 | dlogz: 2.658 > 0.109
iter: 2321 | bound: 21 | nc: 39 | ncall: 80323 | eff(%): 2.890 | loglstar: -inf < -5.974 < inf | logz: -28.493 +/- 0.454 | dlogz: 2.644 > 0.109
iter: 2322 | bound: 21 | nc: 39 | ncall: 80362 | eff(%): 2.889 | loglstar: -inf < -5.950 < inf | logz: -28.487 +/- 0.454 | dlogz: 2.629 > 0.109
iter: 2323 | bound: 21 | nc: 39 | ncall: 80401 | eff(%): 2.889 | loglstar: -inf < -5.949 < inf | logz: -28.482 +/- 0.454 | dlogz: 2.615 > 0.109
iter: 2324 | bound: 21 | nc: 39 | ncall: 80440 | eff(%): 2.889 | loglstar: -inf < -5.904 < inf | logz: -28.476 +/- 0.455 | dlogz: 2.601 > 0.109
iter: 2325 | bound: 21 | nc: 39 | ncall: 80479 | eff(%): 2.889 | loglstar: -inf < -5.892 < inf | logz: -28.470 +/- 0.455 | dlogz: 2.586 > 0.109
iter: 2326 | bound: 21 | nc: 39 | ncall: 80518 | eff(%): 2.889 | loglstar: -inf < -5.892 < inf | logz: -28.465 +/- 0.455 | dlogz: 3.939 > 0.109
iter: 2327 | bound: 21 | nc: 39 | ncall: 80557 | eff(%): 2.889 | loglstar: -inf < -5.887 < inf | logz: -28.459 +/- 0.455 | dlogz: 3.924 > 0.109
iter: 2328 | bound: 21 | nc: 39 | ncall: 80596 | eff(%): 2.888 | loglstar: -inf < -5.864 < inf | logz: -28.453 +/- 0.455 | dlogz: 3.909 > 0.109
iter: 2329 | bound: 21 | nc: 39 | ncall: 80635 | eff(%): 2.888 | loglstar: -inf < -5.833 < inf | logz: -28.448 +/- 0.455 | dlogz: 3.894 > 0.109
iter: 2330 | bound: 21 | nc: 39 | ncall: 80674 | eff(%): 2.888 | loglstar: -inf < -5.817 < inf | logz: -28.442 +/- 0.455 | dlogz: 3.878 > 0.109
iter: 2331 | bound: 21 | nc: 39 | ncall: 80713 | eff(%): 2.888 | loglstar: -inf < -5.803 < inf | logz: -28.436 +/- 0.455 | dlogz: 3.863 > 0.109
iter: 2332 | bound: 21 | nc: 39 | ncall: 80752 | eff(%): 2.888 | loglstar: -inf < -5.786 < inf | logz: -28.431 +/- 0.455 | dlogz: 3.848 > 0.109
iter: 2333 | bound: 21 | nc: 39 | ncall: 80791 | eff(%): 2.888 | loglstar: -inf < -5.783 < inf | logz: -28.425 +/- 0.455 | dlogz: 3.832 > 0.109
iter: 2334 | bound: 21 | nc: 39 | ncall: 80830 | eff(%): 2.888 | loglstar: -inf < -5.764 < inf | logz: -28.420 +/- 0.455 | dlogz: 3.817 > 0.109
iter: 2335 | bound: 21 | nc: 39 | ncall: 80869 | eff(%): 2.887 | loglstar: -inf < -5.754 < inf | logz: -28.414 +/- 0.455 | dlogz: 3.802 > 0.109
iter: 2336 | bound: 21 | nc: 39 | ncall: 80908 | eff(%): 2.887 | loglstar: -inf < -5.733 < inf | logz: -28.408 +/- 0.455 | dlogz: 3.787 > 0.109
iter: 2337 | bound: 21 | nc: 39 | ncall: 80947 | eff(%): 2.887 | loglstar: -inf < -5.724 < inf | logz: -28.403 +/- 0.455 | dlogz: 3.771 > 0.109
iter: 2338 | bound: 21 | nc: 39 | ncall: 80986 | eff(%): 2.887 | loglstar: -inf < -5.721 < inf | logz: -28.397 +/- 0.455 | dlogz: 3.756 > 0.109
iter: 2339 | bound: 21 | nc: 39 | ncall: 81025 | eff(%): 2.887 | loglstar: -inf < -5.709 < inf | logz: -28.392 +/- 0.455 | dlogz: 3.741 > 0.109
iter: 2340 | bound: 21 | nc: 39 | ncall: 81064 | eff(%): 2.887 | loglstar: -inf < -5.690 < inf | logz: -28.386 +/- 0.455 | dlogz: 3.726 > 0.109
iter: 2341 | bound: 21 | nc: 39 | ncall: 81103 | eff(%): 2.886 | loglstar: -inf < -5.678 < inf | logz: -28.381 +/- 0.455 | dlogz: 3.711 > 0.109
iter: 2342 | bound: 21 | nc: 39 | ncall: 81142 | eff(%): 2.886 | loglstar: -inf < -5.678 < inf | logz: -28.375 +/- 0.455 | dlogz: 3.696 > 0.109
iter: 2343 | bound: 21 | nc: 39 | ncall: 81181 | eff(%): 2.886 | loglstar: -inf < -5.660 < inf | logz: -28.370 +/- 0.455 | dlogz: 3.681 > 0.109
iter: 2344 | bound: 21 | nc: 39 | ncall: 81220 | eff(%): 2.886 | loglstar: -inf < -5.650 < inf | logz: -28.364 +/- 0.456 | dlogz: 3.666 > 0.109
iter: 2345 | bound: 21 | nc: 39 | ncall: 81259 | eff(%): 2.886 | loglstar: -inf < -5.641 < inf | logz: -28.359 +/- 0.456 | dlogz: 3.651 > 0.109
iter: 2346 | bound: 21 | nc: 39 | ncall: 81298 | eff(%): 2.886 | loglstar: -inf < -5.637 < inf | logz: -28.354 +/- 0.456 | dlogz: 3.636 > 0.109
iter: 2347 | bound: 21 | nc: 39 | ncall: 81337 | eff(%): 2.886 | loglstar: -inf < -5.635 < inf | logz: -28.348 +/- 0.456 | dlogz: 3.621 > 0.109
iter: 2348 | bound: 21 | nc: 39 | ncall: 81376 | eff(%): 2.885 | loglstar: -inf < -5.629 < inf | logz: -28.343 +/- 0.456 | dlogz: 3.606 > 0.109
iter: 2349 | bound: 21 | nc: 39 | ncall: 81415 | eff(%): 2.885 | loglstar: -inf < -5.612 < inf | logz: -28.338 +/- 0.456 | dlogz: 3.592 > 0.109
iter: 2350 | bound: 21 | nc: 39 | ncall: 81454 | eff(%): 2.885 | loglstar: -inf < -5.584 < inf | logz: -28.333 +/- 0.456 | dlogz: 3.577 > 0.109
iter: 2351 | bound: 21 | nc: 39 | ncall: 81493 | eff(%): 2.885 | loglstar: -inf < -5.574 < inf | logz: -28.327 +/- 0.456 | dlogz: 3.562 > 0.109
iter: 2352 | bound: 21 | nc: 39 | ncall: 81532 | eff(%): 2.885 | loglstar: -inf < -5.573 < inf | logz: -28.322 +/- 0.456 | dlogz: 3.547 > 0.109
iter: 2353 | bound: 21 | nc: 39 | ncall: 81571 | eff(%): 2.885 | loglstar: -inf < -5.571 < inf | logz: -28.317 +/- 0.456 | dlogz: 3.533 > 0.109
iter: 2354 | bound: 21 | nc: 39 | ncall: 81610 | eff(%): 2.884 | loglstar: -inf < -5.558 < inf | logz: -28.312 +/- 0.456 | dlogz: 3.518 > 0.109
iter: 2355 | bound: 21 | nc: 39 | ncall: 81649 | eff(%): 2.884 | loglstar: -inf < -5.556 < inf | logz: -28.307 +/- 0.456 | dlogz: 3.503 > 0.109
iter: 2356 | bound: 21 | nc: 39 | ncall: 81688 | eff(%): 2.884 | loglstar: -inf < -5.547 < inf | logz: -28.302 +/- 0.456 | dlogz: 3.489 > 0.109
iter: 2357 | bound: 21 | nc: 39 | ncall: 81727 | eff(%): 2.884 | loglstar: -inf < -5.536 < inf | logz: -28.297 +/- 0.456 | dlogz: 3.474 > 0.109
iter: 2358 | bound: 21 | nc: 39 | ncall: 81766 | eff(%): 2.884 | loglstar: -inf < -5.528 < inf | logz: -28.292 +/- 0.456 | dlogz: 3.460 > 0.109
iter: 2359 | bound: 21 | nc: 39 | ncall: 81805 | eff(%): 2.884 | loglstar: -inf < -5.510 < inf | logz: -28.287 +/- 0.456 | dlogz: 3.445 > 0.109
iter: 2360 | bound: 21 | nc: 39 | ncall: 81844 | eff(%): 2.884 | loglstar: -inf < -5.507 < inf | logz: -28.282 +/- 0.456 | dlogz: 3.431 > 0.109
iter: 2361 | bound: 21 | nc: 39 | ncall: 81883 | eff(%): 2.883 | loglstar: -inf < -5.506 < inf | logz: -28.277 +/- 0.456 | dlogz: 3.417 > 0.109
iter: 2362 | bound: 21 | nc: 39 | ncall: 81922 | eff(%): 2.883 | loglstar: -inf < -5.499 < inf | logz: -28.273 +/- 0.456 | dlogz: 3.402 > 0.109
iter: 2363 | bound: 21 | nc: 39 | ncall: 81961 | eff(%): 2.883 | loglstar: -inf < -5.488 < inf | logz: -28.268 +/- 0.456 | dlogz: 3.388 > 0.109
iter: 2364 | bound: 21 | nc: 39 | ncall: 82000 | eff(%): 2.883 | loglstar: -inf < -5.481 < inf | logz: -28.263 +/- 0.456 | dlogz: 3.374 > 0.109
iter: 2365 | bound: 21 | nc: 39 | ncall: 82039 | eff(%): 2.883 | loglstar: -inf < -5.470 < inf | logz: -28.258 +/- 0.457 | dlogz: 3.360 > 0.109
iter: 2366 | bound: 21 | nc: 39 | ncall: 82078 | eff(%): 2.883 | loglstar: -inf < -5.469 < inf | logz: -28.254 +/- 0.457 | dlogz: 3.346 > 0.109
iter: 2367 | bound: 21 | nc: 39 | ncall: 82117 | eff(%): 2.882 | loglstar: -inf < -5.467 < inf | logz: -28.249 +/- 0.457 | dlogz: 3.331 > 0.109
iter: 2368 | bound: 21 | nc: 39 | ncall: 82156 | eff(%): 2.882 | loglstar: -inf < -5.465 < inf | logz: -28.244 +/- 0.457 | dlogz: 3.317 > 0.109
iter: 2369 | bound: 21 | nc: 39 | ncall: 82195 | eff(%): 2.882 | loglstar: -inf < -5.452 < inf | logz: -28.240 +/- 0.457 | dlogz: 3.303 > 0.109
iter: 2370 | bound: 21 | nc: 39 | ncall: 82234 | eff(%): 2.882 | loglstar: -inf < -5.445 < inf | logz: -28.235 +/- 0.457 | dlogz: 3.289 > 0.109
iter: 2371 | bound: 21 | nc: 39 | ncall: 82273 | eff(%): 2.882 | loglstar: -inf < -5.442 < inf | logz: -28.231 +/- 0.457 | dlogz: 3.275 > 0.109
iter: 2372 | bound: 21 | nc: 39 | ncall: 82312 | eff(%): 2.882 | loglstar: -inf < -5.442 < inf | logz: -28.226 +/- 0.457 | dlogz: 3.262 > 0.109
iter: 2373 | bound: 21 | nc: 39 | ncall: 82351 | eff(%): 2.882 | loglstar: -inf < -5.414 < inf | logz: -28.222 +/- 0.457 | dlogz: 3.248 > 0.109
iter: 2374 | bound: 21 | nc: 39 | ncall: 82390 | eff(%): 2.881 | loglstar: -inf < -5.399 < inf | logz: -28.218 +/- 0.457 | dlogz: 3.234 > 0.109
iter: 2375 | bound: 21 | nc: 39 | ncall: 82429 | eff(%): 2.881 | loglstar: -inf < -5.390 < inf | logz: -28.213 +/- 0.457 | dlogz: 3.220 > 0.109
iter: 2376 | bound: 21 | nc: 39 | ncall: 82468 | eff(%): 2.881 | loglstar: -inf < -5.383 < inf | logz: -28.209 +/- 0.457 | dlogz: 3.206 > 0.109
iter: 2377 | bound: 21 | nc: 39 | ncall: 82507 | eff(%): 2.881 | loglstar: -inf < -5.377 < inf | logz: -28.204 +/- 0.457 | dlogz: 3.193 > 0.109
iter: 2378 | bound: 21 | nc: 39 | ncall: 82546 | eff(%): 2.881 | loglstar: -inf < -5.364 < inf | logz: -28.200 +/- 0.457 | dlogz: 3.179 > 0.109
iter: 2379 | bound: 21 | nc: 39 | ncall: 82585 | eff(%): 2.881 | loglstar: -inf < -5.362 < inf | logz: -28.196 +/- 0.457 | dlogz: 3.165 > 0.109
iter: 2380 | bound: 21 | nc: 39 | ncall: 82624 | eff(%): 2.881 | loglstar: -inf < -5.327 < inf | logz: -28.191 +/- 0.457 | dlogz: 3.152 > 0.109
iter: 2381 | bound: 21 | nc: 39 | ncall: 82663 | eff(%): 2.880 | loglstar: -inf < -5.299 < inf | logz: -28.187 +/- 0.457 | dlogz: 3.138 > 0.109
iter: 2382 | bound: 21 | nc: 39 | ncall: 82702 | eff(%): 2.880 | loglstar: -inf < -5.285 < inf | logz: -28.183 +/- 0.457 | dlogz: 3.124 > 0.109
iter: 2383 | bound: 21 | nc: 39 | ncall: 82741 | eff(%): 2.880 | loglstar: -inf < -5.285 < inf | logz: -28.178 +/- 0.457 | dlogz: 3.110 > 0.109
iter: 2384 | bound: 21 | nc: 39 | ncall: 82780 | eff(%): 2.880 | loglstar: -inf < -5.283 < inf | logz: -28.174 +/- 0.457 | dlogz: 3.097 > 0.109
iter: 2385 | bound: 21 | nc: 39 | ncall: 82819 | eff(%): 2.880 | loglstar: -inf < -5.268 < inf | logz: -28.169 +/- 0.457 | dlogz: 3.083 > 0.109
iter: 2386 | bound: 21 | nc: 39 | ncall: 82858 | eff(%): 2.880 | loglstar: -inf < -5.257 < inf | logz: -28.165 +/- 0.457 | dlogz: 3.069 > 0.109
iter: 2387 | bound: 21 | nc: 39 | ncall: 82897 | eff(%): 2.879 | loglstar: -inf < -5.248 < inf | logz: -28.161 +/- 0.457 | dlogz: 3.056 > 0.109
iter: 2388 | bound: 21 | nc: 39 | ncall: 82936 | eff(%): 2.879 | loglstar: -inf < -5.224 < inf | logz: -28.156 +/- 0.457 | dlogz: 3.042 > 0.109
iter: 2389 | bound: 21 | nc: 39 | ncall: 82975 | eff(%): 2.879 | loglstar: -inf < -5.223 < inf | logz: -28.152 +/- 0.457 | dlogz: 3.029 > 0.109
iter: 2390 | bound: 21 | nc: 39 | ncall: 83014 | eff(%): 2.879 | loglstar: -inf < -5.210 < inf | logz: -28.148 +/- 0.458 | dlogz: 3.015 > 0.109
iter: 2391 | bound: 21 | nc: 39 | ncall: 83053 | eff(%): 2.879 | loglstar: -inf < -5.194 < inf | logz: -28.144 +/- 0.458 | dlogz: 3.002 > 0.109
iter: 2392 | bound: 21 | nc: 39 | ncall: 83092 | eff(%): 2.879 | loglstar: -inf < -5.180 < inf | logz: -28.139 +/- 0.458 | dlogz: 2.988 > 0.109
iter: 2393 | bound: 21 | nc: 39 | ncall: 83131 | eff(%): 2.879 | loglstar: -inf < -5.169 < inf | logz: -28.135 +/- 0.458 | dlogz: 2.974 > 0.109
iter: 2394 | bound: 21 | nc: 39 | ncall: 83170 | eff(%): 2.878 | loglstar: -inf < -5.132 < inf | logz: -28.131 +/- 0.458 | dlogz: 2.961 > 0.109
iter: 2395 | bound: 21 | nc: 39 | ncall: 83209 | eff(%): 2.878 | loglstar: -inf < -5.128 < inf | logz: -28.126 +/- 0.458 | dlogz: 2.947 > 0.109
iter: 2396 | bound: 22 | nc: 39 | ncall: 83248 | eff(%): 2.878 | loglstar: -inf < -5.120 < inf | logz: -28.122 +/- 0.458 | dlogz: 2.934 > 0.109
iter: 2397 | bound: 22 | nc: 39 | ncall: 83287 | eff(%): 2.878 | loglstar: -inf < -5.110 < inf | logz: -28.118 +/- 0.458 | dlogz: 2.920 > 0.109
iter: 2398 | bound: 22 | nc: 39 | ncall: 83326 | eff(%): 2.878 | loglstar: -inf < -5.106 < inf | logz: -28.114 +/- 0.458 | dlogz: 2.907 > 0.109
iter: 2399 | bound: 22 | nc: 39 | ncall: 83365 | eff(%): 2.878 | loglstar: -inf < -5.105 < inf | logz: -28.109 +/- 0.458 | dlogz: 2.894 > 0.109
iter: 2400 | bound: 22 | nc: 39 | ncall: 83404 | eff(%): 2.878 | loglstar: -inf < -5.096 < inf | logz: -28.105 +/- 0.458 | dlogz: 2.880 > 0.109
iter: 2401 | bound: 22 | nc: 39 | ncall: 83443 | eff(%): 2.877 | loglstar: -inf < -5.094 < inf | logz: -28.101 +/- 0.458 | dlogz: 2.867 > 0.109
iter: 2402 | bound: 22 | nc: 39 | ncall: 83482 | eff(%): 2.877 | loglstar: -inf < -5.072 < inf | logz: -28.097 +/- 0.458 | dlogz: 2.854 > 0.109
iter: 2403 | bound: 22 | nc: 39 | ncall: 83521 | eff(%): 2.877 | loglstar: -inf < -5.071 < inf | logz: -28.093 +/- 0.458 | dlogz: 2.840 > 0.109
iter: 2404 | bound: 22 | nc: 39 | ncall: 83560 | eff(%): 2.877 | loglstar: -inf < -5.066 < inf | logz: -28.089 +/- 0.458 | dlogz: 2.827 > 0.109
iter: 2405 | bound: 22 | nc: 39 | ncall: 83599 | eff(%): 2.877 | loglstar: -inf < -5.063 < inf | logz: -28.085 +/- 0.458 | dlogz: 2.814 > 0.109
iter: 2406 | bound: 22 | nc: 39 | ncall: 83638 | eff(%): 2.877 | loglstar: -inf < -5.048 < inf | logz: -28.081 +/- 0.458 | dlogz: 2.801 > 0.109
iter: 2407 | bound: 22 | nc: 39 | ncall: 83677 | eff(%): 2.877 | loglstar: -inf < -5.029 < inf | logz: -28.077 +/- 0.458 | dlogz: 2.788 > 0.109
iter: 2408 | bound: 22 | nc: 39 | ncall: 83716 | eff(%): 2.876 | loglstar: -inf < -5.022 < inf | logz: -28.073 +/- 0.458 | dlogz: 2.775 > 0.109
iter: 2409 | bound: 22 | nc: 39 | ncall: 83755 | eff(%): 2.876 | loglstar: -inf < -5.021 < inf | logz: -28.069 +/- 0.458 | dlogz: 2.762 > 0.109
iter: 2410 | bound: 22 | nc: 39 | ncall: 83794 | eff(%): 2.876 | loglstar: -inf < -5.013 < inf | logz: -28.065 +/- 0.458 | dlogz: 2.748 > 0.109
iter: 2411 | bound: 22 | nc: 39 | ncall: 83833 | eff(%): 2.876 | loglstar: -inf < -5.011 < inf | logz: -28.061 +/- 0.458 | dlogz: 2.736 > 0.109
iter: 2412 | bound: 22 | nc: 39 | ncall: 83872 | eff(%): 2.876 | loglstar: -inf < -4.995 < inf | logz: -28.057 +/- 0.458 | dlogz: 2.723 > 0.109
iter: 2413 | bound: 22 | nc: 39 | ncall: 83911 | eff(%): 2.876 | loglstar: -inf < -4.990 < inf | logz: -28.053 +/- 0.458 | dlogz: 2.710 > 0.109
iter: 2414 | bound: 22 | nc: 39 | ncall: 83950 | eff(%): 2.876 | loglstar: -inf < -4.984 < inf | logz: -28.049 +/- 0.459 | dlogz: 2.697 > 0.109
iter: 2415 | bound: 22 | nc: 39 | ncall: 83989 | eff(%): 2.875 | loglstar: -inf < -4.949 < inf | logz: -28.046 +/- 0.459 | dlogz: 2.684 > 0.109
iter: 2416 | bound: 22 | nc: 39 | ncall: 84028 | eff(%): 2.875 | loglstar: -inf < -4.936 < inf | logz: -28.042 +/- 0.459 | dlogz: 2.671 > 0.109
iter: 2417 | bound: 22 | nc: 39 | ncall: 84067 | eff(%): 2.875 | loglstar: -inf < -4.928 < inf | logz: -28.038 +/- 0.459 | dlogz: 2.658 > 0.109
iter: 2418 | bound: 22 | nc: 39 | ncall: 84106 | eff(%): 2.875 | loglstar: -inf < -4.906 < inf | logz: -28.034 +/- 0.459 | dlogz: 2.645 > 0.109
iter: 2419 | bound: 22 | nc: 39 | ncall: 84145 | eff(%): 2.875 | loglstar: -inf < -4.897 < inf | logz: -28.030 +/- 0.459 | dlogz: 2.632 > 0.109
iter: 2420 | bound: 22 | nc: 39 | ncall: 84184 | eff(%): 2.875 | loglstar: -inf < -4.883 < inf | logz: -28.026 +/- 0.459 | dlogz: 2.620 > 0.109
iter: 2421 | bound: 22 | nc: 39 | ncall: 84223 | eff(%): 2.875 | loglstar: -inf < -4.876 < inf | logz: -28.022 +/- 0.459 | dlogz: 2.607 > 0.109
iter: 2422 | bound: 22 | nc: 39 | ncall: 84262 | eff(%): 2.874 | loglstar: -inf < -4.871 < inf | logz: -28.018 +/- 0.459 | dlogz: 2.594 > 0.109
iter: 2423 | bound: 22 | nc: 39 | ncall: 84301 | eff(%): 2.874 | loglstar: -inf < -4.870 < inf | logz: -28.015 +/- 0.459 | dlogz: 2.581 > 0.109
iter: 2424 | bound: 22 | nc: 39 | ncall: 84340 | eff(%): 2.874 | loglstar: -inf < -4.864 < inf | logz: -28.011 +/- 0.459 | dlogz: 2.568 > 0.109
iter: 2425 | bound: 22 | nc: 39 | ncall: 84379 | eff(%): 2.874 | loglstar: -inf < -4.847 < inf | logz: -28.007 +/- 0.459 | dlogz: 2.556 > 0.109
iter: 2426 | bound: 22 | nc: 39 | ncall: 84418 | eff(%): 2.874 | loglstar: -inf < -4.804 < inf | logz: -28.003 +/- 0.459 | dlogz: 2.543 > 0.109
iter: 2427 | bound: 22 | nc: 39 | ncall: 84457 | eff(%): 2.874 | loglstar: -inf < -4.803 < inf | logz: -27.999 +/- 0.459 | dlogz: 2.531 > 0.109
iter: 2428 | bound: 22 | nc: 39 | ncall: 84496 | eff(%): 2.874 | loglstar: -inf < -4.794 < inf | logz: -27.995 +/- 0.459 | dlogz: 2.518 > 0.109
iter: 2429 | bound: 22 | nc: 39 | ncall: 84535 | eff(%): 2.873 | loglstar: -inf < -4.780 < inf | logz: -27.992 +/- 0.459 | dlogz: 2.505 > 0.109
iter: 2430 | bound: 22 | nc: 39 | ncall: 84574 | eff(%): 2.873 | loglstar: -inf < -4.779 < inf | logz: -27.988 +/- 0.459 | dlogz: 2.493 > 0.109
iter: 2431 | bound: 22 | nc: 39 | ncall: 84613 | eff(%): 2.873 | loglstar: -inf < -4.778 < inf | logz: -27.984 +/- 0.459 | dlogz: 2.480 > 0.109
iter: 2432 | bound: 22 | nc: 39 | ncall: 84652 | eff(%): 2.873 | loglstar: -inf < -4.778 < inf | logz: -27.980 +/- 0.459 | dlogz: 2.467 > 0.109
iter: 2433 | bound: 22 | nc: 39 | ncall: 84691 | eff(%): 2.873 | loglstar: -inf < -4.774 < inf | logz: -27.977 +/- 0.459 | dlogz: 2.455 > 0.109
iter: 2434 | bound: 22 | nc: 39 | ncall: 84730 | eff(%): 2.873 | loglstar: -inf < -4.767 < inf | logz: -27.973 +/- 0.459 | dlogz: 2.443 > 0.109
iter: 2435 | bound: 22 | nc: 39 | ncall: 84769 | eff(%): 2.873 | loglstar: -inf < -4.748 < inf | logz: -27.970 +/- 0.459 | dlogz: 2.430 > 0.109
iter: 2436 | bound: 22 | nc: 39 | ncall: 84808 | eff(%): 2.872 | loglstar: -inf < -4.744 < inf | logz: -27.966 +/- 0.459 | dlogz: 2.418 > 0.109
iter: 2437 | bound: 22 | nc: 39 | ncall: 84847 | eff(%): 2.872 | loglstar: -inf < -4.720 < inf | logz: -27.962 +/- 0.459 | dlogz: 2.405 > 0.109
iter: 2438 | bound: 22 | nc: 39 | ncall: 84886 | eff(%): 2.872 | loglstar: -inf < -4.683 < inf | logz: -27.959 +/- 0.459 | dlogz: 2.393 > 0.109
iter: 2439 | bound: 22 | nc: 39 | ncall: 84925 | eff(%): 2.872 | loglstar: -inf < -4.677 < inf | logz: -27.955 +/- 0.460 | dlogz: 2.381 > 0.109
iter: 2440 | bound: 22 | nc: 39 | ncall: 84964 | eff(%): 2.872 | loglstar: -inf < -4.655 < inf | logz: -27.951 +/- 0.460 | dlogz: 2.368 > 0.109
iter: 2441 | bound: 22 | nc: 39 | ncall: 85003 | eff(%): 2.872 | loglstar: -inf < -4.641 < inf | logz: -27.948 +/- 0.460 | dlogz: 2.356 > 0.109
iter: 2442 | bound: 22 | nc: 39 | ncall: 85042 | eff(%): 2.872 | loglstar: -inf < -4.639 < inf | logz: -27.944 +/- 0.460 | dlogz: 2.344 > 0.109
iter: 2443 | bound: 22 | nc: 39 | ncall: 85081 | eff(%): 2.871 | loglstar: -inf < -4.634 < inf | logz: -27.940 +/- 0.460 | dlogz: 2.331 > 0.109
iter: 2444 | bound: 22 | nc: 39 | ncall: 85120 | eff(%): 2.871 | loglstar: -inf < -4.634 < inf | logz: -27.937 +/- 0.460 | dlogz: 2.319 > 0.109
iter: 2445 | bound: 22 | nc: 39 | ncall: 85159 | eff(%): 2.871 | loglstar: -inf < -4.623 < inf | logz: -27.933 +/- 0.460 | dlogz: 2.307 > 0.109
iter: 2446 | bound: 22 | nc: 39 | ncall: 85198 | eff(%): 2.871 | loglstar: -inf < -4.615 < inf | logz: -27.929 +/- 0.460 | dlogz: 2.295 > 0.109
iter: 2447 | bound: 22 | nc: 39 | ncall: 85237 | eff(%): 2.871 | loglstar: -inf < -4.615 < inf | logz: -27.926 +/- 0.460 | dlogz: 2.282 > 0.109
iter: 2448 | bound: 22 | nc: 39 | ncall: 85276 | eff(%): 2.871 | loglstar: -inf < -4.610 < inf | logz: -27.922 +/- 0.460 | dlogz: 2.270 > 0.109
iter: 2449 | bound: 22 | nc: 39 | ncall: 85315 | eff(%): 2.871 | loglstar: -inf < -4.595 < inf | logz: -27.919 +/- 0.460 | dlogz: 2.258 > 0.109
iter: 2450 | bound: 22 | nc: 39 | ncall: 85354 | eff(%): 2.870 | loglstar: -inf < -4.593 < inf | logz: -27.915 +/- 0.460 | dlogz: 2.246 > 0.109
iter: 2451 | bound: 22 | nc: 39 | ncall: 85393 | eff(%): 2.870 | loglstar: -inf < -4.575 < inf | logz: -27.912 +/- 0.460 | dlogz: 2.234 > 0.109
iter: 2452 | bound: 22 | nc: 39 | ncall: 85432 | eff(%): 2.870 | loglstar: -inf < -4.574 < inf | logz: -27.909 +/- 0.460 | dlogz: 2.222 > 0.109
iter: 2453 | bound: 22 | nc: 39 | ncall: 85471 | eff(%): 2.870 | loglstar: -inf < -4.571 < inf | logz: -27.905 +/- 0.460 | dlogz: 2.210 > 0.109
iter: 2454 | bound: 22 | nc: 39 | ncall: 85510 | eff(%): 2.870 | loglstar: -inf < -4.567 < inf | logz: -27.902 +/- 0.460 | dlogz: 2.198 > 0.109
iter: 2455 | bound: 22 | nc: 39 | ncall: 85549 | eff(%): 2.870 | loglstar: -inf < -4.519 < inf | logz: -27.898 +/- 0.460 | dlogz: 2.187 > 0.109
iter: 2456 | bound: 22 | nc: 39 | ncall: 85588 | eff(%): 2.870 | loglstar: -inf < -4.504 < inf | logz: -27.895 +/- 0.460 | dlogz: 2.175 > 0.109
iter: 2457 | bound: 22 | nc: 39 | ncall: 85627 | eff(%): 2.869 | loglstar: -inf < -4.496 < inf | logz: -27.891 +/- 0.460 | dlogz: 2.163 > 0.109
iter: 2458 | bound: 22 | nc: 39 | ncall: 85666 | eff(%): 2.869 | loglstar: -inf < -4.486 < inf | logz: -27.888 +/- 0.460 | dlogz: 2.151 > 0.109
iter: 2459 | bound: 22 | nc: 39 | ncall: 85705 | eff(%): 2.869 | loglstar: -inf < -4.463 < inf | logz: -27.884 +/- 0.460 | dlogz: 2.139 > 0.109
iter: 2460 | bound: 22 | nc: 39 | ncall: 85744 | eff(%): 2.869 | loglstar: -inf < -4.448 < inf | logz: -27.881 +/- 0.460 | dlogz: 2.127 > 0.109
iter: 2461 | bound: 22 | nc: 39 | ncall: 85783 | eff(%): 2.869 | loglstar: -inf < -4.442 < inf | logz: -27.877 +/- 0.460 | dlogz: 2.116 > 0.109
iter: 2462 | bound: 22 | nc: 39 | ncall: 85822 | eff(%): 2.869 | loglstar: -inf < -4.441 < inf | logz: -27.874 +/- 0.460 | dlogz: 2.104 > 0.109
iter: 2463 | bound: 22 | nc: 39 | ncall: 85861 | eff(%): 2.869 | loglstar: -inf < -4.395 < inf | logz: -27.871 +/- 0.461 | dlogz: 2.092 > 0.109
iter: 2464 | bound: 22 | nc: 39 | ncall: 85900 | eff(%): 2.868 | loglstar: -inf < -4.382 < inf | logz: -27.867 +/- 0.461 | dlogz: 2.080 > 0.109
iter: 2465 | bound: 22 | nc: 39 | ncall: 85939 | eff(%): 2.868 | loglstar: -inf < -4.381 < inf | logz: -27.863 +/- 0.461 | dlogz: 2.068 > 0.109
iter: 2466 | bound: 22 | nc: 39 | ncall: 85978 | eff(%): 2.868 | loglstar: -inf < -4.372 < inf | logz: -27.860 +/- 0.461 | dlogz: 2.057 > 0.109
iter: 2467 | bound: 22 | nc: 39 | ncall: 86017 | eff(%): 2.868 | loglstar: -inf < -4.360 < inf | logz: -27.857 +/- 0.461 | dlogz: 2.045 > 0.109
iter: 2468 | bound: 22 | nc: 39 | ncall: 86056 | eff(%): 2.868 | loglstar: -inf < -4.355 < inf | logz: -27.853 +/- 0.461 | dlogz: 2.033 > 0.109
iter: 2469 | bound: 22 | nc: 39 | ncall: 86095 | eff(%): 2.868 | loglstar: -inf < -4.351 < inf | logz: -27.850 +/- 0.461 | dlogz: 2.022 > 0.109
iter: 2470 | bound: 22 | nc: 39 | ncall: 86134 | eff(%): 2.868 | loglstar: -inf < -4.344 < inf | logz: -27.846 +/- 0.461 | dlogz: 2.010 > 0.109
iter: 2471 | bound: 22 | nc: 39 | ncall: 86173 | eff(%): 2.867 | loglstar: -inf < -4.330 < inf | logz: -27.843 +/- 0.461 | dlogz: 1.998 > 0.109
iter: 2472 | bound: 22 | nc: 39 | ncall: 86212 | eff(%): 2.867 | loglstar: -inf < -4.320 < inf | logz: -27.839 +/- 0.461 | dlogz: 1.987 > 0.109
iter: 2473 | bound: 22 | nc: 39 | ncall: 86251 | eff(%): 2.867 | loglstar: -inf < -4.276 < inf | logz: -27.836 +/- 0.461 | dlogz: 1.975 > 0.109
iter: 2474 | bound: 22 | nc: 39 | ncall: 86290 | eff(%): 2.867 | loglstar: -inf < -4.269 < inf | logz: -27.833 +/- 0.461 | dlogz: 1.964 > 0.109
iter: 2475 | bound: 22 | nc: 39 | ncall: 86329 | eff(%): 2.867 | loglstar: -inf < -4.268 < inf | logz: -27.829 +/- 0.461 | dlogz: 1.952 > 0.109
iter: 2476 | bound: 22 | nc: 39 | ncall: 86368 | eff(%): 2.867 | loglstar: -inf < -4.229 < inf | logz: -27.826 +/- 0.461 | dlogz: 1.941 > 0.109
iter: 2477 | bound: 22 | nc: 39 | ncall: 86407 | eff(%): 2.867 | loglstar: -inf < -4.229 < inf | logz: -27.822 +/- 0.461 | dlogz: 1.929 > 0.109
iter: 2478 | bound: 22 | nc: 39 | ncall: 86446 | eff(%): 2.867 | loglstar: -inf < -4.222 < inf | logz: -27.819 +/- 0.461 | dlogz: 1.918 > 0.109
iter: 2479 | bound: 22 | nc: 39 | ncall: 86485 | eff(%): 2.866 | loglstar: -inf < -4.209 < inf | logz: -27.815 +/- 0.461 | dlogz: 1.907 > 0.109
iter: 2480 | bound: 22 | nc: 39 | ncall: 86524 | eff(%): 2.866 | loglstar: -inf < -4.200 < inf | logz: -27.812 +/- 0.461 | dlogz: 1.895 > 0.109
iter: 2481 | bound: 22 | nc: 39 | ncall: 86563 | eff(%): 2.866 | loglstar: -inf < -4.198 < inf | logz: -27.808 +/- 0.461 | dlogz: 1.884 > 0.109
iter: 2482 | bound: 22 | nc: 39 | ncall: 86602 | eff(%): 2.866 | loglstar: -inf < -4.191 < inf | logz: -27.805 +/- 0.461 | dlogz: 1.873 > 0.109
iter: 2483 | bound: 22 | nc: 39 | ncall: 86641 | eff(%): 2.866 | loglstar: -inf < -4.181 < inf | logz: -27.802 +/- 0.461 | dlogz: 1.861 > 0.109
iter: 2484 | bound: 22 | nc: 39 | ncall: 86680 | eff(%): 2.866 | loglstar: -inf < -4.180 < inf | logz: -27.798 +/- 0.461 | dlogz: 1.850 > 0.109
iter: 2485 | bound: 22 | nc: 39 | ncall: 86719 | eff(%): 2.866 | loglstar: -inf < -4.172 < inf | logz: -27.795 +/- 0.461 | dlogz: 1.839 > 0.109
iter: 2486 | bound: 22 | nc: 39 | ncall: 86758 | eff(%): 2.865 | loglstar: -inf < -4.134 < inf | logz: -27.792 +/- 0.462 | dlogz: 1.828 > 0.109
iter: 2487 | bound: 22 | nc: 39 | ncall: 86797 | eff(%): 2.865 | loglstar: -inf < -4.127 < inf | logz: -27.788 +/- 0.462 | dlogz: 1.817 > 0.109
iter: 2488 | bound: 22 | nc: 39 | ncall: 86836 | eff(%): 2.865 | loglstar: -inf < -4.104 < inf | logz: -27.785 +/- 0.462 | dlogz: 1.805 > 0.109
iter: 2489 | bound: 22 | nc: 39 | ncall: 86875 | eff(%): 2.865 | loglstar: -inf < -4.097 < inf | logz: -27.782 +/- 0.462 | dlogz: 1.794 > 0.109
iter: 2490 | bound: 22 | nc: 39 | ncall: 86914 | eff(%): 2.865 | loglstar: -inf < -4.087 < inf | logz: -27.778 +/- 0.462 | dlogz: 1.783 > 0.109
iter: 2491 | bound: 22 | nc: 39 | ncall: 86953 | eff(%): 2.865 | loglstar: -inf < -4.085 < inf | logz: -27.775 +/- 0.462 | dlogz: 1.772 > 0.109
iter: 2492 | bound: 22 | nc: 39 | ncall: 86992 | eff(%): 2.865 | loglstar: -inf < -4.080 < inf | logz: -27.772 +/- 0.462 | dlogz: 1.761 > 0.109
iter: 2493 | bound: 22 | nc: 39 | ncall: 87031 | eff(%): 2.864 | loglstar: -inf < -4.079 < inf | logz: -27.768 +/- 0.462 | dlogz: 1.750 > 0.109
iter: 2494 | bound: 22 | nc: 39 | ncall: 87070 | eff(%): 2.864 | loglstar: -inf < -4.077 < inf | logz: -27.765 +/- 0.462 | dlogz: 1.739 > 0.109
iter: 2495 | bound: 22 | nc: 39 | ncall: 87109 | eff(%): 2.864 | loglstar: -inf < -4.072 < inf | logz: -27.762 +/- 0.462 | dlogz: 1.728 > 0.109
iter: 2496 | bound: 23 | nc: 39 | ncall: 87148 | eff(%): 2.864 | loglstar: -inf < -4.068 < inf | logz: -27.759 +/- 0.462 | dlogz: 1.718 > 0.109
iter: 2497 | bound: 23 | nc: 39 | ncall: 87187 | eff(%): 2.864 | loglstar: -inf < -4.068 < inf | logz: -27.756 +/- 0.462 | dlogz: 1.707 > 0.109
iter: 2498 | bound: 23 | nc: 39 | ncall: 87226 | eff(%): 2.864 | loglstar: -inf < -4.064 < inf | logz: -27.753 +/- 0.462 | dlogz: 1.696 > 0.109
iter: 2499 | bound: 23 | nc: 39 | ncall: 87265 | eff(%): 2.864 | loglstar: -inf < -4.059 < inf | logz: -27.749 +/- 0.462 | dlogz: 1.686 > 0.109
iter: 2500 | bound: 23 | nc: 39 | ncall: 87304 | eff(%): 2.864 | loglstar: -inf < -4.058 < inf | logz: -27.746 +/- 0.462 | dlogz: 1.675 > 0.109
iter: 2501 | bound: 23 | nc: 39 | ncall: 87343 | eff(%): 2.863 | loglstar: -inf < -4.047 < inf | logz: -27.743 +/- 0.462 | dlogz: 1.664 > 0.109
iter: 2502 | bound: 23 | nc: 39 | ncall: 87382 | eff(%): 2.863 | loglstar: -inf < -4.018 < inf | logz: -27.740 +/- 0.462 | dlogz: 1.654 > 0.109
iter: 2503 | bound: 23 | nc: 39 | ncall: 87421 | eff(%): 2.863 | loglstar: -inf < -4.012 < inf | logz: -27.737 +/- 0.462 | dlogz: 1.643 > 0.109
iter: 2504 | bound: 23 | nc: 39 | ncall: 87460 | eff(%): 2.863 | loglstar: -inf < -3.973 < inf | logz: -27.734 +/- 0.462 | dlogz: 1.633 > 0.109
iter: 2505 | bound: 23 | nc: 39 | ncall: 87499 | eff(%): 2.863 | loglstar: -inf < -3.958 < inf | logz: -27.731 +/- 0.462 | dlogz: 1.622 > 0.109
iter: 2506 | bound: 23 | nc: 39 | ncall: 87538 | eff(%): 2.863 | loglstar: -inf < -3.953 < inf | logz: -27.728 +/- 0.462 | dlogz: 1.612 > 0.109
iter: 2507 | bound: 23 | nc: 39 | ncall: 87577 | eff(%): 2.863 | loglstar: -inf < -3.939 < inf | logz: -27.725 +/- 0.462 | dlogz: 1.601 > 0.109
iter: 2508 | bound: 23 | nc: 39 | ncall: 87616 | eff(%): 2.862 | loglstar: -inf < -3.927 < inf | logz: -27.722 +/- 0.462 | dlogz: 1.591 > 0.109
iter: 2509 | bound: 23 | nc: 39 | ncall: 87655 | eff(%): 2.862 | loglstar: -inf < -3.924 < inf | logz: -27.719 +/- 0.462 | dlogz: 1.581 > 0.109
iter: 2510 | bound: 23 | nc: 39 | ncall: 87694 | eff(%): 2.862 | loglstar: -inf < -3.909 < inf | logz: -27.716 +/- 0.463 | dlogz: 1.570 > 0.109
iter: 2511 | bound: 23 | nc: 39 | ncall: 87733 | eff(%): 2.862 | loglstar: -inf < -3.887 < inf | logz: -27.712 +/- 0.463 | dlogz: 1.560 > 0.109
iter: 2512 | bound: 23 | nc: 39 | ncall: 87772 | eff(%): 2.862 | loglstar: -inf < -3.883 < inf | logz: -27.709 +/- 0.463 | dlogz: 1.550 > 0.109
iter: 2513 | bound: 23 | nc: 39 | ncall: 87811 | eff(%): 2.862 | loglstar: -inf < -3.879 < inf | logz: -27.706 +/- 0.463 | dlogz: 1.539 > 0.109
iter: 2514 | bound: 23 | nc: 39 | ncall: 87850 | eff(%): 2.862 | loglstar: -inf < -3.847 < inf | logz: -27.703 +/- 0.463 | dlogz: 1.529 > 0.109
iter: 2515 | bound: 23 | nc: 39 | ncall: 87889 | eff(%): 2.862 | loglstar: -inf < -3.845 < inf | logz: -27.700 +/- 0.463 | dlogz: 1.519 > 0.109
iter: 2516 | bound: 23 | nc: 39 | ncall: 87928 | eff(%): 2.861 | loglstar: -inf < -3.838 < inf | logz: -27.697 +/- 0.463 | dlogz: 1.509 > 0.109
iter: 2517 | bound: 23 | nc: 39 | ncall: 87967 | eff(%): 2.861 | loglstar: -inf < -3.826 < inf | logz: -27.694 +/- 0.463 | dlogz: 1.499 > 0.109
iter: 2518 | bound: 23 | nc: 39 | ncall: 88006 | eff(%): 2.861 | loglstar: -inf < -3.823 < inf | logz: -27.691 +/- 0.463 | dlogz: 1.489 > 0.109
iter: 2519 | bound: 24 | nc: 39 | ncall: 88045 | eff(%): 2.861 | loglstar: -inf < -3.820 < inf | logz: -27.688 +/- 0.463 | dlogz: 1.479 > 0.109
iter: 2520 | bound: 24 | nc: 39 | ncall: 88084 | eff(%): 2.861 | loglstar: -inf < -3.819 < inf | logz: -27.685 +/- 0.463 | dlogz: 1.469 > 0.109
iter: 2521 | bound: 24 | nc: 39 | ncall: 88123 | eff(%): 2.861 | loglstar: -inf < -3.794 < inf | logz: -27.682 +/- 0.463 | dlogz: 1.459 > 0.109
iter: 2522 | bound: 24 | nc: 39 | ncall: 88162 | eff(%): 2.861 | loglstar: -inf < -3.792 < inf | logz: -27.679 +/- 0.463 | dlogz: 1.449 > 0.109
iter: 2523 | bound: 24 | nc: 39 | ncall: 88201 | eff(%): 2.861 | loglstar: -inf < -3.768 < inf | logz: -27.676 +/- 0.463 | dlogz: 1.439 > 0.109
iter: 2524 | bound: 24 | nc: 39 | ncall: 88240 | eff(%): 2.860 | loglstar: -inf < -3.757 < inf | logz: -27.673 +/- 0.463 | dlogz: 1.429 > 0.109
iter: 2525 | bound: 24 | nc: 39 | ncall: 88279 | eff(%): 2.860 | loglstar: -inf < -3.753 < inf | logz: -27.670 +/- 0.463 | dlogz: 1.419 > 0.109
iter: 2526 | bound: 24 | nc: 39 | ncall: 88318 | eff(%): 2.860 | loglstar: -inf < -3.750 < inf | logz: -27.667 +/- 0.463 | dlogz: 1.409 > 0.109
iter: 2527 | bound: 24 | nc: 39 | ncall: 88357 | eff(%): 2.860 | loglstar: -inf < -3.747 < inf | logz: -27.664 +/- 0.463 | dlogz: 1.400 > 0.109
iter: 2528 | bound: 24 | nc: 39 | ncall: 88396 | eff(%): 2.860 | loglstar: -inf < -3.732 < inf | logz: -27.661 +/- 0.463 | dlogz: 1.390 > 0.109
iter: 2529 | bound: 24 | nc: 39 | ncall: 88435 | eff(%): 2.860 | loglstar: -inf < -3.732 < inf | logz: -27.658 +/- 0.463 | dlogz: 1.380 > 0.109
iter: 2530 | bound: 24 | nc: 39 | ncall: 88474 | eff(%): 2.860 | loglstar: -inf < -3.727 < inf | logz: -27.655 +/- 0.463 | dlogz: 1.371 > 0.109
iter: 2531 | bound: 24 | nc: 39 | ncall: 88513 | eff(%): 2.859 | loglstar: -inf < -3.727 < inf | logz: -27.653 +/- 0.463 | dlogz: 1.361 > 0.109
iter: 2532 | bound: 24 | nc: 39 | ncall: 88552 | eff(%): 2.859 | loglstar: -inf < -3.688 < inf | logz: -27.650 +/- 0.463 | dlogz: 1.352 > 0.109
iter: 2533 | bound: 24 | nc: 39 | ncall: 88591 | eff(%): 2.859 | loglstar: -inf < -3.686 < inf | logz: -27.647 +/- 0.464 | dlogz: 1.342 > 0.109
iter: 2534 | bound: 24 | nc: 39 | ncall: 88630 | eff(%): 2.859 | loglstar: -inf < -3.675 < inf | logz: -27.644 +/- 0.464 | dlogz: 1.333 > 0.109
iter: 2535 | bound: 24 | nc: 39 | ncall: 88669 | eff(%): 2.859 | loglstar: -inf < -3.669 < inf | logz: -27.641 +/- 0.464 | dlogz: 1.323 > 0.109
iter: 2536 | bound: 24 | nc: 39 | ncall: 88708 | eff(%): 2.859 | loglstar: -inf < -3.668 < inf | logz: -27.638 +/- 0.464 | dlogz: 1.314 > 0.109
iter: 2537 | bound: 24 | nc: 39 | ncall: 88747 | eff(%): 2.859 | loglstar: -inf < -3.653 < inf | logz: -27.636 +/- 0.464 | dlogz: 1.305 > 0.109
iter: 2538 | bound: 24 | nc: 39 | ncall: 88786 | eff(%): 2.859 | loglstar: -inf < -3.651 < inf | logz: -27.633 +/- 0.464 | dlogz: 1.295 > 0.109
iter: 2539 | bound: 24 | nc: 39 | ncall: 88825 | eff(%): 2.858 | loglstar: -inf < -3.649 < inf | logz: -27.630 +/- 0.464 | dlogz: 1.453 > 0.109
iter: 2540 | bound: 24 | nc: 39 | ncall: 88864 | eff(%): 2.858 | loglstar: -inf < -3.649 < inf | logz: -27.627 +/- 0.464 | dlogz: 1.443 > 0.109
iter: 2541 | bound: 24 | nc: 39 | ncall: 88903 | eff(%): 2.858 | loglstar: -inf < -3.648 < inf | logz: -27.625 +/- 0.464 | dlogz: 1.434 > 0.109
iter: 2542 | bound: 24 | nc: 39 | ncall: 88942 | eff(%): 2.858 | loglstar: -inf < -3.639 < inf | logz: -27.622 +/- 0.464 | dlogz: 1.424 > 0.109
iter: 2543 | bound: 24 | nc: 39 | ncall: 88981 | eff(%): 2.858 | loglstar: -inf < -3.639 < inf | logz: -27.619 +/- 0.464 | dlogz: 1.414 > 0.109
iter: 2544 | bound: 24 | nc: 39 | ncall: 89020 | eff(%): 2.858 | loglstar: -inf < -3.638 < inf | logz: -27.617 +/- 0.464 | dlogz: 1.405 > 0.109
iter: 2545 | bound: 24 | nc: 39 | ncall: 89059 | eff(%): 2.858 | loglstar: -inf < -3.627 < inf | logz: -27.614 +/- 0.464 | dlogz: 1.395 > 0.109
iter: 2546 | bound: 24 | nc: 39 | ncall: 89098 | eff(%): 2.858 | loglstar: -inf < -3.616 < inf | logz: -27.611 +/- 0.464 | dlogz: 1.386 > 0.109
iter: 2547 | bound: 24 | nc: 39 | ncall: 89137 | eff(%): 2.857 | loglstar: -inf < -3.596 < inf | logz: -27.609 +/- 0.464 | dlogz: 1.377 > 0.109
iter: 2548 | bound: 24 | nc: 39 | ncall: 89176 | eff(%): 2.857 | loglstar: -inf < -3.578 < inf | logz: -27.606 +/- 0.464 | dlogz: 1.367 > 0.109
iter: 2549 | bound: 24 | nc: 39 | ncall: 89215 | eff(%): 2.857 | loglstar: -inf < -3.573 < inf | logz: -27.603 +/- 0.464 | dlogz: 1.414 > 0.109
iter: 2550 | bound: 24 | nc: 39 | ncall: 89254 | eff(%): 2.857 | loglstar: -inf < -3.567 < inf | logz: -27.601 +/- 0.464 | dlogz: 1.405 > 0.109
iter: 2551 | bound: 24 | nc: 39 | ncall: 89293 | eff(%): 2.857 | loglstar: -inf < -3.565 < inf | logz: -27.598 +/- 0.464 | dlogz: 1.395 > 0.109
iter: 2552 | bound: 24 | nc: 39 | ncall: 89332 | eff(%): 2.857 | loglstar: -inf < -3.560 < inf | logz: -27.596 +/- 0.464 | dlogz: 1.386 > 0.109
iter: 2553 | bound: 24 | nc: 39 | ncall: 89371 | eff(%): 2.857 | loglstar: -inf < -3.556 < inf | logz: -27.593 +/- 0.464 | dlogz: 1.376 > 0.109
iter: 2554 | bound: 24 | nc: 39 | ncall: 89410 | eff(%): 2.857 | loglstar: -inf < -3.555 < inf | logz: -27.591 +/- 0.464 | dlogz: 1.367 > 0.109
iter: 2555 | bound: 24 | nc: 39 | ncall: 89449 | eff(%): 2.856 | loglstar: -inf < -3.553 < inf | logz: -27.588 +/- 0.464 | dlogz: 1.358 > 0.109
iter: 2556 | bound: 24 | nc: 39 | ncall: 89488 | eff(%): 2.856 | loglstar: -inf < -3.546 < inf | logz: -27.586 +/- 0.464 | dlogz: 1.349 > 0.109
iter: 2557 | bound: 24 | nc: 39 | ncall: 89527 | eff(%): 2.856 | loglstar: -inf < -3.544 < inf | logz: -27.583 +/- 0.464 | dlogz: 1.339 > 0.109
iter: 2558 | bound: 24 | nc: 39 | ncall: 89566 | eff(%): 2.856 | loglstar: -inf < -3.538 < inf | logz: -27.581 +/- 0.464 | dlogz: 1.330 > 0.109
iter: 2559 | bound: 24 | nc: 39 | ncall: 89605 | eff(%): 2.856 | loglstar: -inf < -3.522 < inf | logz: -27.578 +/- 0.465 | dlogz: 1.321 > 0.109
iter: 2560 | bound: 24 | nc: 39 | ncall: 89644 | eff(%): 2.856 | loglstar: -inf < -3.515 < inf | logz: -27.576 +/- 0.465 | dlogz: 1.312 > 0.109
iter: 2561 | bound: 24 | nc: 39 | ncall: 89683 | eff(%): 2.856 | loglstar: -inf < -3.511 < inf | logz: -27.574 +/- 0.465 | dlogz: 1.303 > 0.109
iter: 2562 | bound: 24 | nc: 39 | ncall: 89722 | eff(%): 2.855 | loglstar: -inf < -3.509 < inf | logz: -27.571 +/- 0.465 | dlogz: 1.294 > 0.109
iter: 2563 | bound: 24 | nc: 39 | ncall: 89761 | eff(%): 2.855 | loglstar: -inf < -3.508 < inf | logz: -27.569 +/- 0.465 | dlogz: 1.285 > 0.109
iter: 2564 | bound: 24 | nc: 39 | ncall: 89800 | eff(%): 2.855 | loglstar: -inf < -3.499 < inf | logz: -27.566 +/- 0.465 | dlogz: 1.276 > 0.109
iter: 2565 | bound: 24 | nc: 39 | ncall: 89839 | eff(%): 2.855 | loglstar: -inf < -3.488 < inf | logz: -27.564 +/- 0.465 | dlogz: 1.267 > 0.109
iter: 2566 | bound: 24 | nc: 39 | ncall: 89878 | eff(%): 2.855 | loglstar: -inf < -3.467 < inf | logz: -27.562 +/- 0.465 | dlogz: 1.259 > 0.109
iter: 2567 | bound: 24 | nc: 39 | ncall: 89917 | eff(%): 2.855 | loglstar: -inf < -3.465 < inf | logz: -27.559 +/- 0.465 | dlogz: 1.250 > 0.109
iter: 2568 | bound: 24 | nc: 39 | ncall: 89956 | eff(%): 2.855 | loglstar: -inf < -3.461 < inf | logz: -27.557 +/- 0.465 | dlogz: 1.241 > 0.109
iter: 2569 | bound: 24 | nc: 39 | ncall: 89995 | eff(%): 2.855 | loglstar: -inf < -3.452 < inf | logz: -27.555 +/- 0.465 | dlogz: 1.232 > 0.109
iter: 2570 | bound: 24 | nc: 39 | ncall: 90034 | eff(%): 2.854 | loglstar: -inf < -3.450 < inf | logz: -27.552 +/- 0.465 | dlogz: 1.224 > 0.109
iter: 2571 | bound: 24 | nc: 39 | ncall: 90073 | eff(%): 2.854 | loglstar: -inf < -3.450 < inf | logz: -27.550 +/- 0.465 | dlogz: 1.215 > 0.109
iter: 2572 | bound: 24 | nc: 39 | ncall: 90112 | eff(%): 2.854 | loglstar: -inf < -3.447 < inf | logz: -27.548 +/- 0.465 | dlogz: 1.207 > 0.109
iter: 2573 | bound: 24 | nc: 39 | ncall: 90151 | eff(%): 2.854 | loglstar: -inf < -3.446 < inf | logz: -27.546 +/- 0.465 | dlogz: 1.198 > 0.109
iter: 2574 | bound: 24 | nc: 39 | ncall: 90190 | eff(%): 2.854 | loglstar: -inf < -3.434 < inf | logz: -27.544 +/- 0.465 | dlogz: 1.190 > 0.109
iter: 2575 | bound: 24 | nc: 39 | ncall: 90229 | eff(%): 2.854 | loglstar: -inf < -3.416 < inf | logz: -27.541 +/- 0.465 | dlogz: 1.181 > 0.109
iter: 2576 | bound: 24 | nc: 39 | ncall: 90268 | eff(%): 2.854 | loglstar: -inf < -3.411 < inf | logz: -27.539 +/- 0.465 | dlogz: 1.173 > 0.109
iter: 2577 | bound: 24 | nc: 39 | ncall: 90307 | eff(%): 2.854 | loglstar: -inf < -3.411 < inf | logz: -27.537 +/- 0.465 | dlogz: 1.164 > 0.109
iter: 2578 | bound: 24 | nc: 39 | ncall: 90346 | eff(%): 2.853 | loglstar: -inf < -3.408 < inf | logz: -27.535 +/- 0.465 | dlogz: 1.156 > 0.109
iter: 2579 | bound: 24 | nc: 39 | ncall: 90385 | eff(%): 2.853 | loglstar: -inf < -3.400 < inf | logz: -27.533 +/- 0.465 | dlogz: 1.148 > 0.109
iter: 2580 | bound: 24 | nc: 39 | ncall: 90424 | eff(%): 2.853 | loglstar: -inf < -3.400 < inf | logz: -27.530 +/- 0.465 | dlogz: 1.139 > 0.109
iter: 2581 | bound: 24 | nc: 39 | ncall: 90463 | eff(%): 2.853 | loglstar: -inf < -3.377 < inf | logz: -27.528 +/- 0.465 | dlogz: 1.131 > 0.109
iter: 2582 | bound: 24 | nc: 39 | ncall: 90502 | eff(%): 2.853 | loglstar: -inf < -3.375 < inf | logz: -27.526 +/- 0.465 | dlogz: 1.123 > 0.109
iter: 2583 | bound: 24 | nc: 39 | ncall: 90541 | eff(%): 2.853 | loglstar: -inf < -3.369 < inf | logz: -27.524 +/- 0.465 | dlogz: 1.115 > 0.109
iter: 2584 | bound: 24 | nc: 39 | ncall: 90580 | eff(%): 2.853 | loglstar: -inf < -3.363 < inf | logz: -27.522 +/- 0.465 | dlogz: 1.107 > 0.109
iter: 2585 | bound: 24 | nc: 39 | ncall: 90619 | eff(%): 2.853 | loglstar: -inf < -3.356 < inf | logz: -27.520 +/- 0.465 | dlogz: 1.099 > 0.109
iter: 2586 | bound: 24 | nc: 39 | ncall: 90658 | eff(%): 2.852 | loglstar: -inf < -3.339 < inf | logz: -27.518 +/- 0.465 | dlogz: 1.091 > 0.109
iter: 2587 | bound: 24 | nc: 39 | ncall: 90697 | eff(%): 2.852 | loglstar: -inf < -3.333 < inf | logz: -27.516 +/- 0.465 | dlogz: 1.083 > 0.109
iter: 2588 | bound: 24 | nc: 39 | ncall: 90736 | eff(%): 2.852 | loglstar: -inf < -3.320 < inf | logz: -27.514 +/- 0.465 | dlogz: 1.075 > 0.109
iter: 2589 | bound: 24 | nc: 39 | ncall: 90775 | eff(%): 2.852 | loglstar: -inf < -3.309 < inf | logz: -27.511 +/- 0.465 | dlogz: 1.067 > 0.109
iter: 2590 | bound: 24 | nc: 39 | ncall: 90814 | eff(%): 2.852 | loglstar: -inf < -3.305 < inf | logz: -27.509 +/- 0.466 | dlogz: 1.059 > 0.109
iter: 2591 | bound: 24 | nc: 39 | ncall: 90853 | eff(%): 2.852 | loglstar: -inf < -3.287 < inf | logz: -27.507 +/- 0.466 | dlogz: 1.051 > 0.109
iter: 2592 | bound: 24 | nc: 39 | ncall: 90892 | eff(%): 2.852 | loglstar: -inf < -3.251 < inf | logz: -27.505 +/- 0.466 | dlogz: 1.043 > 0.109
iter: 2593 | bound: 24 | nc: 39 | ncall: 90931 | eff(%): 2.852 | loglstar: -inf < -3.221 < inf | logz: -27.503 +/- 0.466 | dlogz: 1.036 > 0.109
iter: 2594 | bound: 24 | nc: 39 | ncall: 90970 | eff(%): 2.851 | loglstar: -inf < -3.219 < inf | logz: -27.501 +/- 0.466 | dlogz: 1.028 > 0.109
iter: 2595 | bound: 24 | nc: 39 | ncall: 91009 | eff(%): 2.851 | loglstar: -inf < -3.219 < inf | logz: -27.499 +/- 0.466 | dlogz: 1.020 > 0.109
iter: 2596 | bound: 24 | nc: 39 | ncall: 91048 | eff(%): 2.851 | loglstar: -inf < -3.218 < inf | logz: -27.497 +/- 0.466 | dlogz: 1.012 > 0.109
iter: 2597 | bound: 24 | nc: 39 | ncall: 91087 | eff(%): 2.851 | loglstar: -inf < -3.215 < inf | logz: -27.495 +/- 0.466 | dlogz: 1.005 > 0.109
iter: 2598 | bound: 24 | nc: 39 | ncall: 91126 | eff(%): 2.851 | loglstar: -inf < -3.204 < inf | logz: -27.492 +/- 0.466 | dlogz: 0.997 > 0.109
iter: 2599 | bound: 24 | nc: 39 | ncall: 91165 | eff(%): 2.851 | loglstar: -inf < -3.202 < inf | logz: -27.490 +/- 0.466 | dlogz: 0.989 > 0.109
iter: 2600 | bound: 24 | nc: 39 | ncall: 91204 | eff(%): 2.851 | loglstar: -inf < -3.190 < inf | logz: -27.488 +/- 0.466 | dlogz: 0.982 > 0.109
iter: 2601 | bound: 24 | nc: 39 | ncall: 91243 | eff(%): 2.851 | loglstar: -inf < -3.165 < inf | logz: -27.486 +/- 0.466 | dlogz: 0.974 > 0.109
iter: 2602 | bound: 24 | nc: 39 | ncall: 91282 | eff(%): 2.851 | loglstar: -inf < -3.157 < inf | logz: -27.484 +/- 0.466 | dlogz: 0.967 > 0.109
iter: 2603 | bound: 24 | nc: 39 | ncall: 91321 | eff(%): 2.850 | loglstar: -inf < -3.151 < inf | logz: -27.482 +/- 0.466 | dlogz: 0.960 > 0.109
iter: 2604 | bound: 24 | nc: 39 | ncall: 91360 | eff(%): 2.850 | loglstar: -inf < -3.148 < inf | logz: -27.480 +/- 0.466 | dlogz: 0.952 > 0.109
iter: 2605 | bound: 24 | nc: 39 | ncall: 91399 | eff(%): 2.850 | loglstar: -inf < -3.148 < inf | logz: -27.478 +/- 0.466 | dlogz: 0.945 > 0.109
iter: 2606 | bound: 24 | nc: 39 | ncall: 91438 | eff(%): 2.850 | loglstar: -inf < -3.143 < inf | logz: -27.476 +/- 0.466 | dlogz: 0.937 > 0.109
iter: 2607 | bound: 24 | nc: 39 | ncall: 91477 | eff(%): 2.850 | loglstar: -inf < -3.127 < inf | logz: -27.474 +/- 0.466 | dlogz: 0.930 > 0.109
iter: 2608 | bound: 24 | nc: 39 | ncall: 91516 | eff(%): 2.850 | loglstar: -inf < -3.123 < inf | logz: -27.472 +/- 0.466 | dlogz: 0.923 > 0.109
iter: 2609 | bound: 24 | nc: 39 | ncall: 91555 | eff(%): 2.850 | loglstar: -inf < -3.121 < inf | logz: -27.470 +/- 0.466 | dlogz: 0.916 > 0.109
iter: 2610 | bound: 24 | nc: 39 | ncall: 91594 | eff(%): 2.850 | loglstar: -inf < -3.111 < inf | logz: -27.468 +/- 0.466 | dlogz: 0.909 > 0.109
iter: 2611 | bound: 24 | nc: 39 | ncall: 91633 | eff(%): 2.849 | loglstar: -inf < -3.110 < inf | logz: -27.466 +/- 0.466 | dlogz: 0.902 > 0.109
iter: 2612 | bound: 24 | nc: 39 | ncall: 91672 | eff(%): 2.849 | loglstar: -inf < -3.109 < inf | logz: -27.464 +/- 0.466 | dlogz: 0.894 > 0.109
iter: 2613 | bound: 24 | nc: 39 | ncall: 91711 | eff(%): 2.849 | loglstar: -inf < -3.104 < inf | logz: -27.462 +/- 0.466 | dlogz: 0.887 > 0.109
iter: 2614 | bound: 24 | nc: 39 | ncall: 91750 | eff(%): 2.849 | loglstar: -inf < -3.101 < inf | logz: -27.460 +/- 0.466 | dlogz: 0.880 > 0.109
iter: 2615 | bound: 24 | nc: 39 | ncall: 91789 | eff(%): 2.849 | loglstar: -inf < -3.098 < inf | logz: -27.458 +/- 0.466 | dlogz: 0.874 > 0.109
iter: 2616 | bound: 24 | nc: 39 | ncall: 91828 | eff(%): 2.849 | loglstar: -inf < -3.087 < inf | logz: -27.456 +/- 0.466 | dlogz: 0.867 > 0.109
iter: 2617 | bound: 24 | nc: 39 | ncall: 91867 | eff(%): 2.849 | loglstar: -inf < -3.085 < inf | logz: -27.455 +/- 0.466 | dlogz: 0.860 > 0.109
iter: 2618 | bound: 25 | nc: 39 | ncall: 91906 | eff(%): 2.849 | loglstar: -inf < -3.084 < inf | logz: -27.453 +/- 0.466 | dlogz: 0.853 > 0.109
iter: 2619 | bound: 25 | nc: 39 | ncall: 91945 | eff(%): 2.848 | loglstar: -inf < -3.083 < inf | logz: -27.451 +/- 0.466 | dlogz: 0.846 > 0.109
iter: 2620 | bound: 25 | nc: 39 | ncall: 91984 | eff(%): 2.848 | loglstar: -inf < -3.079 < inf | logz: -27.449 +/- 0.466 | dlogz: 0.840 > 0.109
iter: 2621 | bound: 25 | nc: 39 | ncall: 92023 | eff(%): 2.848 | loglstar: -inf < -3.072 < inf | logz: -27.447 +/- 0.467 | dlogz: 0.833 > 0.109
iter: 2622 | bound: 25 | nc: 39 | ncall: 92062 | eff(%): 2.848 | loglstar: -inf < -3.070 < inf | logz: -27.445 +/- 0.467 | dlogz: 0.826 > 0.109
iter: 2623 | bound: 25 | nc: 39 | ncall: 92101 | eff(%): 2.848 | loglstar: -inf < -3.069 < inf | logz: -27.444 +/- 0.467 | dlogz: 0.820 > 0.109
iter: 2624 | bound: 25 | nc: 39 | ncall: 92140 | eff(%): 2.848 | loglstar: -inf < -3.055 < inf | logz: -27.442 +/- 0.467 | dlogz: 0.813 > 0.109
iter: 2625 | bound: 25 | nc: 39 | ncall: 92179 | eff(%): 2.848 | loglstar: -inf < -3.052 < inf | logz: -27.440 +/- 0.467 | dlogz: 0.807 > 0.109
iter: 2626 | bound: 25 | nc: 39 | ncall: 92218 | eff(%): 2.848 | loglstar: -inf < -3.037 < inf | logz: -27.438 +/- 0.467 | dlogz: 0.800 > 0.109
iter: 2627 | bound: 25 | nc: 39 | ncall: 92257 | eff(%): 2.847 | loglstar: -inf < -3.034 < inf | logz: -27.437 +/- 0.467 | dlogz: 0.794 > 0.109
iter: 2628 | bound: 25 | nc: 39 | ncall: 92296 | eff(%): 2.847 | loglstar: -inf < -3.029 < inf | logz: -27.435 +/- 0.467 | dlogz: 0.787 > 0.109
iter: 2629 | bound: 25 | nc: 39 | ncall: 92335 | eff(%): 2.847 | loglstar: -inf < -3.024 < inf | logz: -27.433 +/- 0.467 | dlogz: 0.781 > 0.109
iter: 2630 | bound: 25 | nc: 39 | ncall: 92374 | eff(%): 2.847 | loglstar: -inf < -3.008 < inf | logz: -27.431 +/- 0.467 | dlogz: 0.775 > 0.109
iter: 2631 | bound: 25 | nc: 39 | ncall: 92413 | eff(%): 2.847 | loglstar: -inf < -2.996 < inf | logz: -27.430 +/- 0.467 | dlogz: 0.768 > 0.109
iter: 2632 | bound: 25 | nc: 39 | ncall: 92452 | eff(%): 2.847 | loglstar: -inf < -2.995 < inf | logz: -27.428 +/- 0.467 | dlogz: 0.762 > 0.109
iter: 2633 | bound: 25 | nc: 39 | ncall: 92491 | eff(%): 2.847 | loglstar: -inf < -2.995 < inf | logz: -27.426 +/- 0.467 | dlogz: 0.756 > 0.109
iter: 2634 | bound: 25 | nc: 39 | ncall: 92530 | eff(%): 2.847 | loglstar: -inf < -2.993 < inf | logz: -27.425 +/- 0.467 | dlogz: 0.750 > 0.109
iter: 2635 | bound: 25 | nc: 39 | ncall: 92569 | eff(%): 2.847 | loglstar: -inf < -2.983 < inf | logz: -27.423 +/- 0.467 | dlogz: 0.744 > 0.109
iter: 2636 | bound: 25 | nc: 39 | ncall: 92608 | eff(%): 2.846 | loglstar: -inf < -2.978 < inf | logz: -27.421 +/- 0.467 | dlogz: 0.738 > 0.109
iter: 2637 | bound: 25 | nc: 39 | ncall: 92647 | eff(%): 2.846 | loglstar: -inf < -2.977 < inf | logz: -27.420 +/- 0.467 | dlogz: 0.731 > 0.109
iter: 2638 | bound: 25 | nc: 39 | ncall: 92686 | eff(%): 2.846 | loglstar: -inf < -2.975 < inf | logz: -27.418 +/- 0.467 | dlogz: 0.725 > 0.109
iter: 2639 | bound: 25 | nc: 39 | ncall: 92725 | eff(%): 2.846 | loglstar: -inf < -2.957 < inf | logz: -27.416 +/- 0.467 | dlogz: 0.720 > 0.109
iter: 2640 | bound: 25 | nc: 39 | ncall: 92764 | eff(%): 2.846 | loglstar: -inf < -2.956 < inf | logz: -27.415 +/- 0.467 | dlogz: 0.714 > 0.109
iter: 2641 | bound: 25 | nc: 39 | ncall: 92803 | eff(%): 2.846 | loglstar: -inf < -2.951 < inf | logz: -27.413 +/- 0.467 | dlogz: 0.708 > 0.109
iter: 2642 | bound: 25 | nc: 39 | ncall: 92842 | eff(%): 2.846 | loglstar: -inf < -2.946 < inf | logz: -27.411 +/- 0.467 | dlogz: 0.702 > 0.109
iter: 2643 | bound: 25 | nc: 39 | ncall: 92881 | eff(%): 2.846 | loglstar: -inf < -2.939 < inf | logz: -27.410 +/- 0.467 | dlogz: 0.696 > 0.109
iter: 2644 | bound: 25 | nc: 39 | ncall: 92920 | eff(%): 2.845 | loglstar: -inf < -2.935 < inf | logz: -27.408 +/- 0.467 | dlogz: 0.690 > 0.109
iter: 2645 | bound: 25 | nc: 39 | ncall: 92959 | eff(%): 2.845 | loglstar: -inf < -2.935 < inf | logz: -27.407 +/- 0.467 | dlogz: 0.685 > 0.109
iter: 2646 | bound: 25 | nc: 39 | ncall: 92998 | eff(%): 2.845 | loglstar: -inf < -2.927 < inf | logz: -27.405 +/- 0.467 | dlogz: 0.679 > 0.109
iter: 2647 | bound: 25 | nc: 39 | ncall: 93037 | eff(%): 2.845 | loglstar: -inf < -2.927 < inf | logz: -27.404 +/- 0.467 | dlogz: 0.673 > 0.109
iter: 2648 | bound: 26 | nc: 39 | ncall: 93076 | eff(%): 2.845 | loglstar: -inf < -2.921 < inf | logz: -27.402 +/- 0.467 | dlogz: 0.668 > 0.109
iter: 2649 | bound: 26 | nc: 39 | ncall: 93115 | eff(%): 2.845 | loglstar: -inf < -2.892 < inf | logz: -27.401 +/- 0.467 | dlogz: 0.662 > 0.109
iter: 2650 | bound: 26 | nc: 39 | ncall: 93154 | eff(%): 2.845 | loglstar: -inf < -2.890 < inf | logz: -27.399 +/- 0.467 | dlogz: 0.656 > 0.109
iter: 2651 | bound: 26 | nc: 39 | ncall: 93193 | eff(%): 2.845 | loglstar: -inf < -2.886 < inf | logz: -27.397 +/- 0.467 | dlogz: 0.651 > 0.109
iter: 2652 | bound: 26 | nc: 39 | ncall: 93232 | eff(%): 2.845 | loglstar: -inf < -2.871 < inf | logz: -27.396 +/- 0.467 | dlogz: 0.645 > 0.109
iter: 2653 | bound: 26 | nc: 39 | ncall: 93271 | eff(%): 2.844 | loglstar: -inf < -2.869 < inf | logz: -27.394 +/- 0.467 | dlogz: 0.640 > 0.109
iter: 2654 | bound: 26 | nc: 39 | ncall: 93310 | eff(%): 2.844 | loglstar: -inf < -2.864 < inf | logz: -27.393 +/- 0.467 | dlogz: 0.635 > 0.109
iter: 2655 | bound: 26 | nc: 39 | ncall: 93349 | eff(%): 2.844 | loglstar: -inf < -2.859 < inf | logz: -27.391 +/- 0.467 | dlogz: 0.629 > 0.109
iter: 2656 | bound: 26 | nc: 39 | ncall: 93388 | eff(%): 2.844 | loglstar: -inf < -2.842 < inf | logz: -27.390 +/- 0.467 | dlogz: 0.624 > 0.109
iter: 2657 | bound: 26 | nc: 39 | ncall: 93427 | eff(%): 2.844 | loglstar: -inf < -2.841 < inf | logz: -27.388 +/- 0.467 | dlogz: 0.619 > 0.109
iter: 2658 | bound: 26 | nc: 39 | ncall: 93466 | eff(%): 2.844 | loglstar: -inf < -2.836 < inf | logz: -27.387 +/- 0.467 | dlogz: 0.613 > 0.109
iter: 2659 | bound: 26 | nc: 39 | ncall: 93505 | eff(%): 2.844 | loglstar: -inf < -2.834 < inf | logz: -27.385 +/- 0.468 | dlogz: 0.608 > 0.109
iter: 2660 | bound: 26 | nc: 39 | ncall: 93544 | eff(%): 2.844 | loglstar: -inf < -2.820 < inf | logz: -27.384 +/- 0.468 | dlogz: 0.603 > 0.109
iter: 2661 | bound: 26 | nc: 39 | ncall: 93583 | eff(%): 2.843 | loglstar: -inf < -2.818 < inf | logz: -27.382 +/- 0.468 | dlogz: 0.598 > 0.109
iter: 2662 | bound: 26 | nc: 39 | ncall: 93622 | eff(%): 2.843 | loglstar: -inf < -2.806 < inf | logz: -27.381 +/- 0.468 | dlogz: 0.593 > 0.109
iter: 2663 | bound: 26 | nc: 39 | ncall: 93661 | eff(%): 2.843 | loglstar: -inf < -2.804 < inf | logz: -27.379 +/- 0.468 | dlogz: 0.587 > 0.109
iter: 2664 | bound: 26 | nc: 39 | ncall: 93700 | eff(%): 2.843 | loglstar: -inf < -2.802 < inf | logz: -27.378 +/- 0.468 | dlogz: 0.582 > 0.109
iter: 2665 | bound: 26 | nc: 39 | ncall: 93739 | eff(%): 2.843 | loglstar: -inf < -2.784 < inf | logz: -27.377 +/- 0.468 | dlogz: 0.577 > 0.109
iter: 2666 | bound: 26 | nc: 39 | ncall: 93778 | eff(%): 2.843 | loglstar: -inf < -2.774 < inf | logz: -27.375 +/- 0.468 | dlogz: 0.572 > 0.109
iter: 2667 | bound: 26 | nc: 39 | ncall: 93817 | eff(%): 2.843 | loglstar: -inf < -2.771 < inf | logz: -27.374 +/- 0.468 | dlogz: 0.567 > 0.109
iter: 2668 | bound: 26 | nc: 39 | ncall: 93856 | eff(%): 2.843 | loglstar: -inf < -2.757 < inf | logz: -27.372 +/- 0.468 | dlogz: 0.563 > 0.109
iter: 2669 | bound: 26 | nc: 39 | ncall: 93895 | eff(%): 2.843 | loglstar: -inf < -2.751 < inf | logz: -27.371 +/- 0.468 | dlogz: 0.558 > 0.109
iter: 2670 | bound: 27 | nc: 39 | ncall: 93934 | eff(%): 2.842 | loglstar: -inf < -2.748 < inf | logz: -27.369 +/- 0.468 | dlogz: 0.553 > 0.109
iter: 2671 | bound: 27 | nc: 39 | ncall: 93973 | eff(%): 2.842 | loglstar: -inf < -2.743 < inf | logz: -27.368 +/- 0.468 | dlogz: 0.548 > 0.109
iter: 2672 | bound: 27 | nc: 39 | ncall: 94012 | eff(%): 2.842 | loglstar: -inf < -2.737 < inf | logz: -27.367 +/- 0.468 | dlogz: 0.543 > 0.109
iter: 2673 | bound: 27 | nc: 39 | ncall: 94051 | eff(%): 2.842 | loglstar: -inf < -2.733 < inf | logz: -27.365 +/- 0.468 | dlogz: 0.542 > 0.109
iter: 2674 | bound: 27 | nc: 39 | ncall: 94090 | eff(%): 2.842 | loglstar: -inf < -2.729 < inf | logz: -27.364 +/- 0.468 | dlogz: 0.538 > 0.109
iter: 2675 | bound: 27 | nc: 39 | ncall: 94129 | eff(%): 2.842 | loglstar: -inf < -2.710 < inf | logz: -27.362 +/- 0.468 | dlogz: 0.533 > 0.109
iter: 2676 | bound: 27 | nc: 39 | ncall: 94168 | eff(%): 2.842 | loglstar: -inf < -2.705 < inf | logz: -27.361 +/- 0.468 | dlogz: 0.528 > 0.109
iter: 2677 | bound: 27 | nc: 39 | ncall: 94207 | eff(%): 2.842 | loglstar: -inf < -2.693 < inf | logz: -27.360 +/- 0.468 | dlogz: 0.524 > 0.109
iter: 2678 | bound: 27 | nc: 39 | ncall: 94246 | eff(%): 2.841 | loglstar: -inf < -2.689 < inf | logz: -27.358 +/- 0.468 | dlogz: 0.519 > 0.109
iter: 2679 | bound: 27 | nc: 39 | ncall: 94285 | eff(%): 2.841 | loglstar: -inf < -2.686 < inf | logz: -27.357 +/- 0.468 | dlogz: 0.514 > 0.109
iter: 2680 | bound: 27 | nc: 39 | ncall: 94324 | eff(%): 2.841 | loglstar: -inf < -2.683 < inf | logz: -27.356 +/- 0.468 | dlogz: 0.510 > 0.109
iter: 2681 | bound: 27 | nc: 39 | ncall: 94363 | eff(%): 2.841 | loglstar: -inf < -2.669 < inf | logz: -27.354 +/- 0.468 | dlogz: 0.505 > 0.109
iter: 2682 | bound: 27 | nc: 39 | ncall: 94402 | eff(%): 2.841 | loglstar: -inf < -2.662 < inf | logz: -27.353 +/- 0.468 | dlogz: 0.501 > 0.109
iter: 2683 | bound: 27 | nc: 39 | ncall: 94441 | eff(%): 2.841 | loglstar: -inf < -2.657 < inf | logz: -27.351 +/- 0.468 | dlogz: 0.497 > 0.109
iter: 2684 | bound: 27 | nc: 39 | ncall: 94480 | eff(%): 2.841 | loglstar: -inf < -2.654 < inf | logz: -27.350 +/- 0.468 | dlogz: 0.492 > 0.109
iter: 2685 | bound: 27 | nc: 39 | ncall: 94519 | eff(%): 2.841 | loglstar: -inf < -2.648 < inf | logz: -27.349 +/- 0.468 | dlogz: 0.488 > 0.109
iter: 2686 | bound: 27 | nc: 39 | ncall: 94558 | eff(%): 2.841 | loglstar: -inf < -2.637 < inf | logz: -27.347 +/- 0.468 | dlogz: 0.483 > 0.109
iter: 2687 | bound: 27 | nc: 39 | ncall: 94597 | eff(%): 2.840 | loglstar: -inf < -2.637 < inf | logz: -27.346 +/- 0.468 | dlogz: 0.479 > 0.109
iter: 2688 | bound: 27 | nc: 39 | ncall: 94636 | eff(%): 2.840 | loglstar: -inf < -2.631 < inf | logz: -27.345 +/- 0.468 | dlogz: 0.475 > 0.109
iter: 2689 | bound: 27 | nc: 39 | ncall: 94675 | eff(%): 2.840 | loglstar: -inf < -2.630 < inf | logz: -27.344 +/- 0.468 | dlogz: 0.471 > 0.109
iter: 2690 | bound: 27 | nc: 39 | ncall: 94714 | eff(%): 2.840 | loglstar: -inf < -2.629 < inf | logz: -27.342 +/- 0.468 | dlogz: 0.466 > 0.109
iter: 2691 | bound: 27 | nc: 39 | ncall: 94753 | eff(%): 2.840 | loglstar: -inf < -2.626 < inf | logz: -27.341 +/- 0.468 | dlogz: 0.462 > 0.109
iter: 2692 | bound: 27 | nc: 39 | ncall: 94792 | eff(%): 2.840 | loglstar: -inf < -2.620 < inf | logz: -27.340 +/- 0.468 | dlogz: 0.458 > 0.109
iter: 2693 | bound: 27 | nc: 39 | ncall: 94831 | eff(%): 2.840 | loglstar: -inf < -2.616 < inf | logz: -27.338 +/- 0.468 | dlogz: 0.454 > 0.109
iter: 2694 | bound: 27 | nc: 39 | ncall: 94870 | eff(%): 2.840 | loglstar: -inf < -2.614 < inf | logz: -27.337 +/- 0.468 | dlogz: 0.450 > 0.109
iter: 2695 | bound: 27 | nc: 39 | ncall: 94909 | eff(%): 2.840 | loglstar: -inf < -2.611 < inf | logz: -27.336 +/- 0.468 | dlogz: 0.446 > 0.109
iter: 2696 | bound: 27 | nc: 39 | ncall: 94948 | eff(%): 2.839 | loglstar: -inf < -2.609 < inf | logz: -27.335 +/- 0.468 | dlogz: 0.442 > 0.109
iter: 2697 | bound: 27 | nc: 39 | ncall: 94987 | eff(%): 2.839 | loglstar: -inf < -2.601 < inf | logz: -27.334 +/- 0.468 | dlogz: 0.438 > 0.109
iter: 2698 | bound: 27 | nc: 39 | ncall: 95026 | eff(%): 2.839 | loglstar: -inf < -2.591 < inf | logz: -27.332 +/- 0.468 | dlogz: 0.434 > 0.109
iter: 2699 | bound: 27 | nc: 39 | ncall: 95065 | eff(%): 2.839 | loglstar: -inf < -2.590 < inf | logz: -27.331 +/- 0.468 | dlogz: 0.430 > 0.109
iter: 2700 | bound: 27 | nc: 39 | ncall: 95104 | eff(%): 2.839 | loglstar: -inf < -2.588 < inf | logz: -27.330 +/- 0.468 | dlogz: 0.426 > 0.109
iter: 2701 | bound: 28 | nc: 39 | ncall: 95143 | eff(%): 2.839 | loglstar: -inf < -2.583 < inf | logz: -27.329 +/- 0.469 | dlogz: 0.422 > 0.109
iter: 2702 | bound: 28 | nc: 39 | ncall: 95182 | eff(%): 2.839 | loglstar: -inf < -2.575 < inf | logz: -27.328 +/- 0.469 | dlogz: 0.418 > 0.109
iter: 2703 | bound: 28 | nc: 39 | ncall: 95221 | eff(%): 2.839 | loglstar: -inf < -2.569 < inf | logz: -27.326 +/- 0.469 | dlogz: 0.415 > 0.109
iter: 2704 | bound: 28 | nc: 39 | ncall: 95260 | eff(%): 2.839 | loglstar: -inf < -2.568 < inf | logz: -27.325 +/- 0.469 | dlogz: 0.411 > 0.109
iter: 2705 | bound: 28 | nc: 39 | ncall: 95299 | eff(%): 2.838 | loglstar: -inf < -2.566 < inf | logz: -27.324 +/- 0.469 | dlogz: 0.407 > 0.109
iter: 2706 | bound: 28 | nc: 39 | ncall: 95338 | eff(%): 2.838 | loglstar: -inf < -2.558 < inf | logz: -27.323 +/- 0.469 | dlogz: 0.403 > 0.109
iter: 2707 | bound: 28 | nc: 39 | ncall: 95377 | eff(%): 2.838 | loglstar: -inf < -2.556 < inf | logz: -27.322 +/- 0.469 | dlogz: 0.425 > 0.109
iter: 2708 | bound: 28 | nc: 39 | ncall: 95416 | eff(%): 2.838 | loglstar: -inf < -2.549 < inf | logz: -27.321 +/- 0.469 | dlogz: 0.421 > 0.109
iter: 2709 | bound: 28 | nc: 39 | ncall: 95455 | eff(%): 2.838 | loglstar: -inf < -2.546 < inf | logz: -27.320 +/- 0.469 | dlogz: 0.417 > 0.109
iter: 2710 | bound: 28 | nc: 39 | ncall: 95494 | eff(%): 2.838 | loglstar: -inf < -2.544 < inf | logz: -27.318 +/- 0.469 | dlogz: 0.413 > 0.109
iter: 2711 | bound: 28 | nc: 39 | ncall: 95533 | eff(%): 2.838 | loglstar: -inf < -2.544 < inf | logz: -27.317 +/- 0.469 | dlogz: 0.410 > 0.109
iter: 2712 | bound: 28 | nc: 39 | ncall: 95572 | eff(%): 2.838 | loglstar: -inf < -2.540 < inf | logz: -27.316 +/- 0.469 | dlogz: 0.406 > 0.109
iter: 2713 | bound: 28 | nc: 39 | ncall: 95611 | eff(%): 2.838 | loglstar: -inf < -2.533 < inf | logz: -27.315 +/- 0.469 | dlogz: 0.402 > 0.109
iter: 2714 | bound: 28 | nc: 39 | ncall: 95650 | eff(%): 2.837 | loglstar: -inf < -2.526 < inf | logz: -27.314 +/- 0.469 | dlogz: 0.399 > 0.109
iter: 2715 | bound: 28 | nc: 39 | ncall: 95689 | eff(%): 2.837 | loglstar: -inf < -2.511 < inf | logz: -27.313 +/- 0.469 | dlogz: 0.395 > 0.109
iter: 2716 | bound: 28 | nc: 39 | ncall: 95728 | eff(%): 2.837 | loglstar: -inf < -2.508 < inf | logz: -27.312 +/- 0.469 | dlogz: 0.391 > 0.109
iter: 2717 | bound: 28 | nc: 39 | ncall: 95767 | eff(%): 2.837 | loglstar: -inf < -2.507 < inf | logz: -27.311 +/- 0.469 | dlogz: 0.388 > 0.109
iter: 2718 | bound: 28 | nc: 39 | ncall: 95806 | eff(%): 2.837 | loglstar: -inf < -2.506 < inf | logz: -27.310 +/- 0.469 | dlogz: 0.384 > 0.109
iter: 2719 | bound: 28 | nc: 39 | ncall: 95845 | eff(%): 2.837 | loglstar: -inf < -2.505 < inf | logz: -27.309 +/- 0.469 | dlogz: 0.381 > 0.109
iter: 2720 | bound: 28 | nc: 39 | ncall: 95884 | eff(%): 2.837 | loglstar: -inf < -2.503 < inf | logz: -27.308 +/- 0.469 | dlogz: 0.377 > 0.109
iter: 2721 | bound: 28 | nc: 39 | ncall: 95923 | eff(%): 2.837 | loglstar: -inf < -2.464 < inf | logz: -27.307 +/- 0.469 | dlogz: 0.374 > 0.109
iter: 2722 | bound: 28 | nc: 39 | ncall: 95962 | eff(%): 2.837 | loglstar: -inf < -2.461 < inf | logz: -27.306 +/- 0.469 | dlogz: 0.370 > 0.109
iter: 2723 | bound: 28 | nc: 39 | ncall: 96001 | eff(%): 2.836 | loglstar: -inf < -2.460 < inf | logz: -27.305 +/- 0.469 | dlogz: 0.367 > 0.109
iter: 2724 | bound: 28 | nc: 39 | ncall: 96040 | eff(%): 2.836 | loglstar: -inf < -2.459 < inf | logz: -27.304 +/- 0.469 | dlogz: 0.364 > 0.109
iter: 2725 | bound: 28 | nc: 39 | ncall: 96079 | eff(%): 2.836 | loglstar: -inf < -2.458 < inf | logz: -27.302 +/- 0.469 | dlogz: 0.360 > 0.109
iter: 2726 | bound: 28 | nc: 39 | ncall: 96118 | eff(%): 2.836 | loglstar: -inf < -2.451 < inf | logz: -27.301 +/- 0.469 | dlogz: 0.357 > 0.109
iter: 2727 | bound: 28 | nc: 39 | ncall: 96157 | eff(%): 2.836 | loglstar: -inf < -2.449 < inf | logz: -27.300 +/- 0.469 | dlogz: 0.354 > 0.109
iter: 2728 | bound: 28 | nc: 39 | ncall: 96196 | eff(%): 2.836 | loglstar: -inf < -2.448 < inf | logz: -27.299 +/- 0.469 | dlogz: 0.351 > 0.109
iter: 2729 | bound: 28 | nc: 39 | ncall: 96235 | eff(%): 2.836 | loglstar: -inf < -2.417 < inf | logz: -27.298 +/- 0.469 | dlogz: 0.347 > 0.109
iter: 2730 | bound: 28 | nc: 39 | ncall: 96274 | eff(%): 2.836 | loglstar: -inf < -2.416 < inf | logz: -27.297 +/- 0.469 | dlogz: 0.344 > 0.109
iter: 2731 | bound: 28 | nc: 39 | ncall: 96313 | eff(%): 2.836 | loglstar: -inf < -2.411 < inf | logz: -27.296 +/- 0.469 | dlogz: 0.341 > 0.109
iter: 2732 | bound: 28 | nc: 39 | ncall: 96352 | eff(%): 2.835 | loglstar: -inf < -2.410 < inf | logz: -27.295 +/- 0.469 | dlogz: 0.338 > 0.109
iter: 2733 | bound: 28 | nc: 39 | ncall: 96391 | eff(%): 2.835 | loglstar: -inf < -2.400 < inf | logz: -27.294 +/- 0.469 | dlogz: 0.335 > 0.109
iter: 2734 | bound: 28 | nc: 39 | ncall: 96430 | eff(%): 2.835 | loglstar: -inf < -2.398 < inf | logz: -27.293 +/- 0.469 | dlogz: 0.332 > 0.109
iter: 2735 | bound: 28 | nc: 39 | ncall: 96469 | eff(%): 2.835 | loglstar: -inf < -2.394 < inf | logz: -27.292 +/- 0.469 | dlogz: 0.328 > 0.109
iter: 2736 | bound: 28 | nc: 39 | ncall: 96508 | eff(%): 2.835 | loglstar: -inf < -2.389 < inf | logz: -27.291 +/- 0.469 | dlogz: 0.325 > 0.109
iter: 2737 | bound: 28 | nc: 39 | ncall: 96547 | eff(%): 2.835 | loglstar: -inf < -2.363 < inf | logz: -27.290 +/- 0.469 | dlogz: 0.322 > 0.109
iter: 2738 | bound: 28 | nc: 39 | ncall: 96586 | eff(%): 2.835 | loglstar: -inf < -2.361 < inf | logz: -27.289 +/- 0.469 | dlogz: 0.319 > 0.109
iter: 2739 | bound: 28 | nc: 39 | ncall: 96625 | eff(%): 2.835 | loglstar: -inf < -2.355 < inf | logz: -27.289 +/- 0.469 | dlogz: 0.316 > 0.109
iter: 2740 | bound: 28 | nc: 39 | ncall: 96664 | eff(%): 2.835 | loglstar: -inf < -2.350 < inf | logz: -27.288 +/- 0.469 | dlogz: 0.313 > 0.109
iter: 2741 | bound: 28 | nc: 39 | ncall: 96703 | eff(%): 2.834 | loglstar: -inf < -2.349 < inf | logz: -27.287 +/- 0.469 | dlogz: 0.311 > 0.109
iter: 2742 | bound: 28 | nc: 39 | ncall: 96742 | eff(%): 2.834 | loglstar: -inf < -2.348 < inf | logz: -27.286 +/- 0.469 | dlogz: 0.308 > 0.109
iter: 2743 | bound: 28 | nc: 39 | ncall: 96781 | eff(%): 2.834 | loglstar: -inf < -2.337 < inf | logz: -27.285 +/- 0.469 | dlogz: 0.305 > 0.109
iter: 2744 | bound: 28 | nc: 39 | ncall: 96820 | eff(%): 2.834 | loglstar: -inf < -2.333 < inf | logz: -27.284 +/- 0.469 | dlogz: 0.302 > 0.109
iter: 2745 | bound: 28 | nc: 39 | ncall: 96859 | eff(%): 2.834 | loglstar: -inf < -2.327 < inf | logz: -27.283 +/- 0.469 | dlogz: 0.299 > 0.109
iter: 2746 | bound: 28 | nc: 39 | ncall: 96898 | eff(%): 2.834 | loglstar: -inf < -2.319 < inf | logz: -27.282 +/- 0.469 | dlogz: 0.296 > 0.109
iter: 2747 | bound: 28 | nc: 39 | ncall: 96937 | eff(%): 2.834 | loglstar: -inf < -2.314 < inf | logz: -27.281 +/- 0.469 | dlogz: 0.293 > 0.109
iter: 2748 | bound: 28 | nc: 39 | ncall: 96976 | eff(%): 2.834 | loglstar: -inf < -2.309 < inf | logz: -27.280 +/- 0.469 | dlogz: 0.291 > 0.109
iter: 2749 | bound: 28 | nc: 39 | ncall: 97015 | eff(%): 2.834 | loglstar: -inf < -2.303 < inf | logz: -27.279 +/- 0.469 | dlogz: 0.288 > 0.109
iter: 2750 | bound: 28 | nc: 39 | ncall: 97054 | eff(%): 2.833 | loglstar: -inf < -2.300 < inf | logz: -27.278 +/- 0.469 | dlogz: 0.285 > 0.109
iter: 2751 | bound: 28 | nc: 39 | ncall: 97093 | eff(%): 2.833 | loglstar: -inf < -2.294 < inf | logz: -27.277 +/- 0.469 | dlogz: 0.283 > 0.109
iter: 2752 | bound: 28 | nc: 39 | ncall: 97132 | eff(%): 2.833 | loglstar: -inf < -2.271 < inf | logz: -27.276 +/- 0.469 | dlogz: 0.280 > 0.109
iter: 2753 | bound: 28 | nc: 39 | ncall: 97171 | eff(%): 2.833 | loglstar: -inf < -2.264 < inf | logz: -27.275 +/- 0.469 | dlogz: 0.277 > 0.109
iter: 2754 | bound: 28 | nc: 39 | ncall: 97210 | eff(%): 2.833 | loglstar: -inf < -2.261 < inf | logz: -27.274 +/- 0.470 | dlogz: 0.275 > 0.109
iter: 2755 | bound: 28 | nc: 39 | ncall: 97249 | eff(%): 2.833 | loglstar: -inf < -2.259 < inf | logz: -27.274 +/- 0.470 | dlogz: 0.272 > 0.109
iter: 2756 | bound: 28 | nc: 39 | ncall: 97288 | eff(%): 2.833 | loglstar: -inf < -2.257 < inf | logz: -27.273 +/- 0.470 | dlogz: 0.270 > 0.109
iter: 2757 | bound: 28 | nc: 39 | ncall: 97327 | eff(%): 2.833 | loglstar: -inf < -2.254 < inf | logz: -27.272 +/- 0.470 | dlogz: 0.267 > 0.109
iter: 2758 | bound: 28 | nc: 39 | ncall: 97366 | eff(%): 2.833 | loglstar: -inf < -2.247 < inf | logz: -27.271 +/- 0.470 | dlogz: 0.264 > 0.109
iter: 2759 | bound: 28 | nc: 39 | ncall: 97405 | eff(%): 2.833 | loglstar: -inf < -2.246 < inf | logz: -27.270 +/- 0.470 | dlogz: 0.262 > 0.109
iter: 2760 | bound: 28 | nc: 39 | ncall: 97444 | eff(%): 2.832 | loglstar: -inf < -2.238 < inf | logz: -27.269 +/- 0.470 | dlogz: 0.259 > 0.109
iter: 2761 | bound: 28 | nc: 39 | ncall: 97483 | eff(%): 2.832 | loglstar: -inf < -2.236 < inf | logz: -27.268 +/- 0.470 | dlogz: 0.257 > 0.109
iter: 2762 | bound: 28 | nc: 39 | ncall: 97522 | eff(%): 2.832 | loglstar: -inf < -2.234 < inf | logz: -27.267 +/- 0.470 | dlogz: 0.255 > 0.109
iter: 2763 | bound: 28 | nc: 39 | ncall: 97561 | eff(%): 2.832 | loglstar: -inf < -2.219 < inf | logz: -27.267 +/- 0.470 | dlogz: 0.252 > 0.109
iter: 2764 | bound: 28 | nc: 39 | ncall: 97600 | eff(%): 2.832 | loglstar: -inf < -2.218 < inf | logz: -27.266 +/- 0.470 | dlogz: 0.250 > 0.109
iter: 2765 | bound: 28 | nc: 39 | ncall: 97639 | eff(%): 2.832 | loglstar: -inf < -2.209 < inf | logz: -27.265 +/- 0.470 | dlogz: 0.247 > 0.109
iter: 2766 | bound: 28 | nc: 39 | ncall: 97678 | eff(%): 2.832 | loglstar: -inf < -2.209 < inf | logz: -27.264 +/- 0.470 | dlogz: 0.245 > 0.109
iter: 2767 | bound: 28 | nc: 39 | ncall: 97717 | eff(%): 2.832 | loglstar: -inf < -2.205 < inf | logz: -27.263 +/- 0.470 | dlogz: 0.243 > 0.109
iter: 2768 | bound: 28 | nc: 39 | ncall: 97756 | eff(%): 2.832 | loglstar: -inf < -2.204 < inf | logz: -27.262 +/- 0.470 | dlogz: 0.240 > 0.109
iter: 2769 | bound: 28 | nc: 39 | ncall: 97795 | eff(%): 2.831 | loglstar: -inf < -2.199 < inf | logz: -27.262 +/- 0.470 | dlogz: 0.238 > 0.109
iter: 2770 | bound: 28 | nc: 39 | ncall: 97834 | eff(%): 2.831 | loglstar: -inf < -2.193 < inf | logz: -27.261 +/- 0.470 | dlogz: 0.236 > 0.109
iter: 2771 | bound: 28 | nc: 39 | ncall: 97873 | eff(%): 2.831 | loglstar: -inf < -2.189 < inf | logz: -27.260 +/- 0.470 | dlogz: 0.233 > 0.109
iter: 2772 | bound: 28 | nc: 39 | ncall: 97912 | eff(%): 2.831 | loglstar: -inf < -2.185 < inf | logz: -27.259 +/- 0.470 | dlogz: 0.231 > 0.109
iter: 2773 | bound: 28 | nc: 39 | ncall: 97951 | eff(%): 2.831 | loglstar: -inf < -2.179 < inf | logz: -27.258 +/- 0.470 | dlogz: 0.229 > 0.109
iter: 2774 | bound: 28 | nc: 39 | ncall: 97990 | eff(%): 2.831 | loglstar: -inf < -2.178 < inf | logz: -27.257 +/- 0.470 | dlogz: 0.227 > 0.109
iter: 2775 | bound: 28 | nc: 39 | ncall: 98029 | eff(%): 2.831 | loglstar: -inf < -2.169 < inf | logz: -27.257 +/- 0.470 | dlogz: 0.225 > 0.109
iter: 2776 | bound: 28 | nc: 39 | ncall: 98068 | eff(%): 2.831 | loglstar: -inf < -2.168 < inf | logz: -27.256 +/- 0.470 | dlogz: 0.223 > 0.109
iter: 2777 | bound: 28 | nc: 39 | ncall: 98107 | eff(%): 2.831 | loglstar: -inf < -2.167 < inf | logz: -27.255 +/- 0.470 | dlogz: 0.220 > 0.109
iter: 2778 | bound: 28 | nc: 39 | ncall: 98146 | eff(%): 2.830 | loglstar: -inf < -2.166 < inf | logz: -27.254 +/- 0.470 | dlogz: 0.218 > 0.109
iter: 2779 | bound: 28 | nc: 39 | ncall: 98185 | eff(%): 2.830 | loglstar: -inf < -2.154 < inf | logz: -27.254 +/- 0.470 | dlogz: 0.216 > 0.109
iter: 2780 | bound: 29 | nc: 39 | ncall: 98224 | eff(%): 2.830 | loglstar: -inf < -2.149 < inf | logz: -27.253 +/- 0.470 | dlogz: 0.214 > 0.109
iter: 2781 | bound: 29 | nc: 39 | ncall: 98263 | eff(%): 2.830 | loglstar: -inf < -2.147 < inf | logz: -27.252 +/- 0.470 | dlogz: 0.212 > 0.109
iter: 2782 | bound: 29 | nc: 39 | ncall: 98302 | eff(%): 2.830 | loglstar: -inf < -2.131 < inf | logz: -27.251 +/- 0.470 | dlogz: 0.210 > 0.109
iter: 2783 | bound: 29 | nc: 39 | ncall: 98341 | eff(%): 2.830 | loglstar: -inf < -2.119 < inf | logz: -27.250 +/- 0.470 | dlogz: 0.253 > 0.109
iter: 2784 | bound: 29 | nc: 39 | ncall: 98380 | eff(%): 2.830 | loglstar: -inf < -2.115 < inf | logz: -27.250 +/- 0.470 | dlogz: 0.251 > 0.109
iter: 2785 | bound: 29 | nc: 39 | ncall: 98419 | eff(%): 2.830 | loglstar: -inf < -2.113 < inf | logz: -27.249 +/- 0.470 | dlogz: 0.249 > 0.109
iter: 2786 | bound: 29 | nc: 39 | ncall: 98458 | eff(%): 2.830 | loglstar: -inf < -2.112 < inf | logz: -27.248 +/- 0.470 | dlogz: 0.246 > 0.109
iter: 2787 | bound: 29 | nc: 39 | ncall: 98497 | eff(%): 2.830 | loglstar: -inf < -2.109 < inf | logz: -27.247 +/- 0.470 | dlogz: 0.244 > 0.109
iter: 2788 | bound: 29 | nc: 39 | ncall: 98536 | eff(%): 2.829 | loglstar: -inf < -2.108 < inf | logz: -27.247 +/- 0.470 | dlogz: 0.242 > 0.109
iter: 2789 | bound: 29 | nc: 39 | ncall: 98575 | eff(%): 2.829 | loglstar: -inf < -2.108 < inf | logz: -27.246 +/- 0.470 | dlogz: 0.239 > 0.109
iter: 2790 | bound: 29 | nc: 39 | ncall: 98614 | eff(%): 2.829 | loglstar: -inf < -2.105 < inf | logz: -27.245 +/- 0.470 | dlogz: 0.237 > 0.109
iter: 2791 | bound: 29 | nc: 39 | ncall: 98653 | eff(%): 2.829 | loglstar: -inf < -2.104 < inf | logz: -27.245 +/- 0.470 | dlogz: 0.235 > 0.109
iter: 2792 | bound: 29 | nc: 39 | ncall: 98692 | eff(%): 2.829 | loglstar: -inf < -2.096 < inf | logz: -27.244 +/- 0.470 | dlogz: 0.233 > 0.109
iter: 2793 | bound: 29 | nc: 39 | ncall: 98731 | eff(%): 2.829 | loglstar: -inf < -2.094 < inf | logz: -27.243 +/- 0.470 | dlogz: 0.230 > 0.109
iter: 2794 | bound: 29 | nc: 39 | ncall: 98770 | eff(%): 2.829 | loglstar: -inf < -2.089 < inf | logz: -27.242 +/- 0.470 | dlogz: 0.228 > 0.109
iter: 2795 | bound: 29 | nc: 39 | ncall: 98809 | eff(%): 2.829 | loglstar: -inf < -2.079 < inf | logz: -27.242 +/- 0.470 | dlogz: 0.226 > 0.109
iter: 2796 | bound: 29 | nc: 39 | ncall: 98848 | eff(%): 2.829 | loglstar: -inf < -2.076 < inf | logz: -27.241 +/- 0.470 | dlogz: 0.224 > 0.109
iter: 2797 | bound: 29 | nc: 39 | ncall: 98887 | eff(%): 2.828 | loglstar: -inf < -2.068 < inf | logz: -27.240 +/- 0.470 | dlogz: 0.222 > 0.109
iter: 2798 | bound: 29 | nc: 39 | ncall: 98926 | eff(%): 2.828 | loglstar: -inf < -2.066 < inf | logz: -27.240 +/- 0.470 | dlogz: 0.220 > 0.109
iter: 2799 | bound: 29 | nc: 39 | ncall: 98965 | eff(%): 2.828 | loglstar: -inf < -2.061 < inf | logz: -27.239 +/- 0.470 | dlogz: 0.218 > 0.109
iter: 2800 | bound: 29 | nc: 39 | ncall: 99004 | eff(%): 2.828 | loglstar: -inf < -2.061 < inf | logz: -27.238 +/- 0.470 | dlogz: 0.216 > 0.109
iter: 2801 | bound: 29 | nc: 39 | ncall: 99043 | eff(%): 2.828 | loglstar: -inf < -2.055 < inf | logz: -27.238 +/- 0.470 | dlogz: 0.214 > 0.109
iter: 2802 | bound: 29 | nc: 39 | ncall: 99082 | eff(%): 2.828 | loglstar: -inf < -2.054 < inf | logz: -27.237 +/- 0.470 | dlogz: 0.211 > 0.109
iter: 2803 | bound: 29 | nc: 39 | ncall: 99121 | eff(%): 2.828 | loglstar: -inf < -2.054 < inf | logz: -27.236 +/- 0.470 | dlogz: 0.209 > 0.109
iter: 2804 | bound: 29 | nc: 39 | ncall: 99160 | eff(%): 2.828 | loglstar: -inf < -2.049 < inf | logz: -27.236 +/- 0.470 | dlogz: 0.207 > 0.109
iter: 2805 | bound: 29 | nc: 39 | ncall: 99199 | eff(%): 2.828 | loglstar: -inf < -2.043 < inf | logz: -27.235 +/- 0.470 | dlogz: 0.205 > 0.109
iter: 2806 | bound: 29 | nc: 39 | ncall: 99238 | eff(%): 2.828 | loglstar: -inf < -2.039 < inf | logz: -27.234 +/- 0.470 | dlogz: 0.204 > 0.109
iter: 2807 | bound: 29 | nc: 39 | ncall: 99277 | eff(%): 2.827 | loglstar: -inf < -2.035 < inf | logz: -27.234 +/- 0.470 | dlogz: 0.202 > 0.109
iter: 2808 | bound: 29 | nc: 39 | ncall: 99316 | eff(%): 2.827 | loglstar: -inf < -2.029 < inf | logz: -27.233 +/- 0.470 | dlogz: 0.200 > 0.109
iter: 2809 | bound: 29 | nc: 39 | ncall: 99355 | eff(%): 2.827 | loglstar: -inf < -2.026 < inf | logz: -27.232 +/- 0.470 | dlogz: 0.198 > 0.109
iter: 2810 | bound: 29 | nc: 39 | ncall: 99394 | eff(%): 2.827 | loglstar: -inf < -2.024 < inf | logz: -27.232 +/- 0.470 | dlogz: 0.196 > 0.109
iter: 2811 | bound: 29 | nc: 39 | ncall: 99433 | eff(%): 2.827 | loglstar: -inf < -2.019 < inf | logz: -27.231 +/- 0.470 | dlogz: 0.194 > 0.109
iter: 2812 | bound: 29 | nc: 39 | ncall: 99472 | eff(%): 2.827 | loglstar: -inf < -2.014 < inf | logz: -27.230 +/- 0.470 | dlogz: 0.192 > 0.109
iter: 2813 | bound: 29 | nc: 39 | ncall: 99511 | eff(%): 2.827 | loglstar: -inf < -2.014 < inf | logz: -27.230 +/- 0.470 | dlogz: 0.190 > 0.109
iter: 2814 | bound: 29 | nc: 39 | ncall: 99550 | eff(%): 2.827 | loglstar: -inf < -2.013 < inf | logz: -27.229 +/- 0.470 | dlogz: 0.188 > 0.109
iter: 2815 | bound: 29 | nc: 39 | ncall: 99589 | eff(%): 2.827 | loglstar: -inf < -2.010 < inf | logz: -27.229 +/- 0.470 | dlogz: 0.187 > 0.109
iter: 2816 | bound: 29 | nc: 39 | ncall: 99628 | eff(%): 2.827 | loglstar: -inf < -2.006 < inf | logz: -27.228 +/- 0.470 | dlogz: 0.185 > 0.109
iter: 2817 | bound: 29 | nc: 39 | ncall: 99667 | eff(%): 2.826 | loglstar: -inf < -2.005 < inf | logz: -27.227 +/- 0.470 | dlogz: 0.183 > 0.109
iter: 2818 | bound: 29 | nc: 39 | ncall: 99706 | eff(%): 2.826 | loglstar: -inf < -2.005 < inf | logz: -27.227 +/- 0.470 | dlogz: 0.181 > 0.109
iter: 2819 | bound: 29 | nc: 39 | ncall: 99745 | eff(%): 2.826 | loglstar: -inf < -1.985 < inf | logz: -27.226 +/- 0.470 | dlogz: 0.180 > 0.109
iter: 2820 | bound: 29 | nc: 39 | ncall: 99784 | eff(%): 2.826 | loglstar: -inf < -1.985 < inf | logz: -27.226 +/- 0.470 | dlogz: 0.178 > 0.109
iter: 2821 | bound: 29 | nc: 39 | ncall: 99823 | eff(%): 2.826 | loglstar: -inf < -1.982 < inf | logz: -27.225 +/- 0.471 | dlogz: 0.176 > 0.109
iter: 2822 | bound: 29 | nc: 39 | ncall: 99862 | eff(%): 2.826 | loglstar: -inf < -1.981 < inf | logz: -27.224 +/- 0.471 | dlogz: 0.174 > 0.109
iter: 2823 | bound: 29 | nc: 39 | ncall: 99901 | eff(%): 2.826 | loglstar: -inf < -1.977 < inf | logz: -27.224 +/- 0.471 | dlogz: 0.173 > 0.109
iter: 2824 | bound: 29 | nc: 39 | ncall: 99940 | eff(%): 2.826 | loglstar: -inf < -1.975 < inf | logz: -27.223 +/- 0.471 | dlogz: 0.171 > 0.109
iter: 2825 | bound: 29 | nc: 39 | ncall: 99979 | eff(%): 2.826 | loglstar: -inf < -1.961 < inf | logz: -27.223 +/- 0.471 | dlogz: 0.169 > 0.109
iter: 2826 | bound: 29 | nc: 39 | ncall: 100018 | eff(%): 2.825 | loglstar: -inf < -1.961 < inf | logz: -27.222 +/- 0.471 | dlogz: 0.168 > 0.109
iter: 2827 | bound: 29 | nc: 39 | ncall: 100057 | eff(%): 2.825 | loglstar: -inf < -1.959 < inf | logz: -27.222 +/- 0.471 | dlogz: 0.166 > 0.109
iter: 2828 | bound: 29 | nc: 39 | ncall: 100096 | eff(%): 2.825 | loglstar: -inf < -1.958 < inf | logz: -27.221 +/- 0.471 | dlogz: 0.165 > 0.109
iter: 2829 | bound: 29 | nc: 39 | ncall: 100135 | eff(%): 2.825 | loglstar: -inf < -1.958 < inf | logz: -27.220 +/- 0.471 | dlogz: 0.163 > 0.109
iter: 2830 | bound: 29 | nc: 39 | ncall: 100174 | eff(%): 2.825 | loglstar: -inf < -1.947 < inf | logz: -27.220 +/- 0.471 | dlogz: 0.161 > 0.109
iter: 2831 | bound: 29 | nc: 39 | ncall: 100213 | eff(%): 2.825 | loglstar: -inf < -1.947 < inf | logz: -27.219 +/- 0.471 | dlogz: 0.160 > 0.109
iter: 2832 | bound: 29 | nc: 39 | ncall: 100252 | eff(%): 2.825 | loglstar: -inf < -1.941 < inf | logz: -27.219 +/- 0.471 | dlogz: 0.158 > 0.109
iter: 2833 | bound: 29 | nc: 39 | ncall: 100291 | eff(%): 2.825 | loglstar: -inf < -1.929 < inf | logz: -27.218 +/- 0.471 | dlogz: 0.157 > 0.109
iter: 2834 | bound: 29 | nc: 39 | ncall: 100330 | eff(%): 2.825 | loglstar: -inf < -1.926 < inf | logz: -27.218 +/- 0.471 | dlogz: 0.155 > 0.109
iter: 2835 | bound: 29 | nc: 39 | ncall: 100369 | eff(%): 2.825 | loglstar: -inf < -1.910 < inf | logz: -27.217 +/- 0.471 | dlogz: 0.154 > 0.109
iter: 2836 | bound: 29 | nc: 39 | ncall: 100408 | eff(%): 2.824 | loglstar: -inf < -1.901 < inf | logz: -27.217 +/- 0.471 | dlogz: 0.152 > 0.109
iter: 2837 | bound: 29 | nc: 39 | ncall: 100447 | eff(%): 2.824 | loglstar: -inf < -1.900 < inf | logz: -27.216 +/- 0.471 | dlogz: 0.151 > 0.109
iter: 2838 | bound: 29 | nc: 39 | ncall: 100486 | eff(%): 2.824 | loglstar: -inf < -1.899 < inf | logz: -27.216 +/- 0.471 | dlogz: 0.149 > 0.109
iter: 2839 | bound: 29 | nc: 39 | ncall: 100525 | eff(%): 2.824 | loglstar: -inf < -1.889 < inf | logz: -27.215 +/- 0.471 | dlogz: 0.148 > 0.109
iter: 2840 | bound: 29 | nc: 39 | ncall: 100564 | eff(%): 2.824 | loglstar: -inf < -1.882 < inf | logz: -27.214 +/- 0.471 | dlogz: 0.166 > 0.109
iter: 2841 | bound: 29 | nc: 39 | ncall: 100603 | eff(%): 2.824 | loglstar: -inf < -1.880 < inf | logz: -27.214 +/- 0.471 | dlogz: 0.165 > 0.109
iter: 2842 | bound: 29 | nc: 39 | ncall: 100642 | eff(%): 2.824 | loglstar: -inf < -1.878 < inf | logz: -27.213 +/- 0.471 | dlogz: 0.163 > 0.109
iter: 2843 | bound: 29 | nc: 39 | ncall: 100681 | eff(%): 2.824 | loglstar: -inf < -1.875 < inf | logz: -27.213 +/- 0.471 | dlogz: 0.162 > 0.109
iter: 2844 | bound: 29 | nc: 39 | ncall: 100720 | eff(%): 2.824 | loglstar: -inf < -1.873 < inf | logz: -27.212 +/- 0.471 | dlogz: 0.160 > 0.109
iter: 2845 | bound: 29 | nc: 39 | ncall: 100759 | eff(%): 2.824 | loglstar: -inf < -1.870 < inf | logz: -27.212 +/- 0.471 | dlogz: 0.159 > 0.109
iter: 2846 | bound: 29 | nc: 39 | ncall: 100798 | eff(%): 2.823 | loglstar: -inf < -1.865 < inf | logz: -27.211 +/- 0.471 | dlogz: 0.157 > 0.109
iter: 2847 | bound: 29 | nc: 39 | ncall: 100837 | eff(%): 2.823 | loglstar: -inf < -1.854 < inf | logz: -27.211 +/- 0.471 | dlogz: 0.156 > 0.109
iter: 2848 | bound: 29 | nc: 39 | ncall: 100876 | eff(%): 2.823 | loglstar: -inf < -1.853 < inf | logz: -27.210 +/- 0.471 | dlogz: 0.154 > 0.109
iter: 2849 | bound: 29 | nc: 39 | ncall: 100915 | eff(%): 2.823 | loglstar: -inf < -1.845 < inf | logz: -27.210 +/- 0.471 | dlogz: 0.153 > 0.109
iter: 2850 | bound: 29 | nc: 39 | ncall: 100954 | eff(%): 2.823 | loglstar: -inf < -1.836 < inf | logz: -27.209 +/- 0.471 | dlogz: 0.151 > 0.109
iter: 2851 | bound: 29 | nc: 39 | ncall: 100993 | eff(%): 2.823 | loglstar: -inf < -1.835 < inf | logz: -27.209 +/- 0.471 | dlogz: 0.150 > 0.109
iter: 2852 | bound: 29 | nc: 39 | ncall: 101032 | eff(%): 2.823 | loglstar: -inf < -1.835 < inf | logz: -27.208 +/- 0.471 | dlogz: 0.148 > 0.109
iter: 2853 | bound: 29 | nc: 39 | ncall: 101071 | eff(%): 2.823 | loglstar: -inf < -1.832 < inf | logz: -27.208 +/- 0.471 | dlogz: 0.147 > 0.109
iter: 2854 | bound: 29 | nc: 39 | ncall: 101110 | eff(%): 2.823 | loglstar: -inf < -1.832 < inf | logz: -27.207 +/- 0.471 | dlogz: 0.145 > 0.109
iter: 2855 | bound: 29 | nc: 39 | ncall: 101149 | eff(%): 2.823 | loglstar: -inf < -1.828 < inf | logz: -27.207 +/- 0.471 | dlogz: 0.144 > 0.109
iter: 2856 | bound: 29 | nc: 39 | ncall: 101188 | eff(%): 2.822 | loglstar: -inf < -1.824 < inf | logz: -27.206 +/- 0.471 | dlogz: 0.143 > 0.109
iter: 2857 | bound: 29 | nc: 39 | ncall: 101227 | eff(%): 2.822 | loglstar: -inf < -1.821 < inf | logz: -27.206 +/- 0.471 | dlogz: 0.141 > 0.109
iter: 2858 | bound: 29 | nc: 39 | ncall: 101266 | eff(%): 2.822 | loglstar: -inf < -1.817 < inf | logz: -27.205 +/- 0.471 | dlogz: 0.140 > 0.109
iter: 2859 | bound: 29 | nc: 39 | ncall: 101305 | eff(%): 2.822 | loglstar: -inf < -1.814 < inf | logz: -27.205 +/- 0.471 | dlogz: 0.138 > 0.109
iter: 2860 | bound: 29 | nc: 39 | ncall: 101344 | eff(%): 2.822 | loglstar: -inf < -1.813 < inf | logz: -27.204 +/- 0.471 | dlogz: 0.137 > 0.109
iter: 2861 | bound: 29 | nc: 39 | ncall: 101383 | eff(%): 2.822 | loglstar: -inf < -1.807 < inf | logz: -27.204 +/- 0.471 | dlogz: 0.136 > 0.109
iter: 2862 | bound: 29 | nc: 39 | ncall: 101422 | eff(%): 2.822 | loglstar: -inf < -1.806 < inf | logz: -27.204 +/- 0.471 | dlogz: 0.134 > 0.109
iter: 2863 | bound: 29 | nc: 39 | ncall: 101461 | eff(%): 2.822 | loglstar: -inf < -1.801 < inf | logz: -27.203 +/- 0.471 | dlogz: 0.133 > 0.109
iter: 2864 | bound: 29 | nc: 39 | ncall: 101500 | eff(%): 2.822 | loglstar: -inf < -1.797 < inf | logz: -27.203 +/- 0.471 | dlogz: 0.132 > 0.109
iter: 2865 | bound: 29 | nc: 39 | ncall: 101539 | eff(%): 2.822 | loglstar: -inf < -1.796 < inf | logz: -27.202 +/- 0.471 | dlogz: 0.131 > 0.109
iter: 2866 | bound: 29 | nc: 39 | ncall: 101578 | eff(%): 2.821 | loglstar: -inf < -1.792 < inf | logz: -27.202 +/- 0.471 | dlogz: 0.129 > 0.109
iter: 2867 | bound: 29 | nc: 39 | ncall: 101617 | eff(%): 2.821 | loglstar: -inf < -1.789 < inf | logz: -27.201 +/- 0.471 | dlogz: 0.128 > 0.109
iter: 2868 | bound: 29 | nc: 39 | ncall: 101656 | eff(%): 2.821 | loglstar: -inf < -1.787 < inf | logz: -27.201 +/- 0.471 | dlogz: 0.127 > 0.109
iter: 2869 | bound: 29 | nc: 39 | ncall: 101695 | eff(%): 2.821 | loglstar: -inf < -1.787 < inf | logz: -27.200 +/- 0.471 | dlogz: 0.126 > 0.109
iter: 2870 | bound: 29 | nc: 39 | ncall: 101734 | eff(%): 2.821 | loglstar: -inf < -1.786 < inf | logz: -27.200 +/- 0.471 | dlogz: 0.124 > 0.109
iter: 2871 | bound: 29 | nc: 39 | ncall: 101773 | eff(%): 2.821 | loglstar: -inf < -1.782 < inf | logz: -27.200 +/- 0.471 | dlogz: 0.123 > 0.109
iter: 2872 | bound: 29 | nc: 39 | ncall: 101812 | eff(%): 2.821 | loglstar: -inf < -1.781 < inf | logz: -27.199 +/- 0.471 | dlogz: 0.122 > 0.109
iter: 2873 | bound: 29 | nc: 39 | ncall: 101851 | eff(%): 2.821 | loglstar: -inf < -1.778 < inf | logz: -27.199 +/- 0.471 | dlogz: 0.121 > 0.109
iter: 2874 | bound: 29 | nc: 39 | ncall: 101890 | eff(%): 2.821 | loglstar: -inf < -1.770 < inf | logz: -27.198 +/- 0.471 | dlogz: 0.120 > 0.109
iter: 2875 | bound: 29 | nc: 39 | ncall: 101929 | eff(%): 2.821 | loglstar: -inf < -1.768 < inf | logz: -27.198 +/- 0.471 | dlogz: 0.118 > 0.109
iter: 2876 | bound: 29 | nc: 39 | ncall: 101968 | eff(%): 2.820 | loglstar: -inf < -1.768 < inf | logz: -27.198 +/- 0.471 | dlogz: 0.136 > 0.109
iter: 2877 | bound: 29 | nc: 39 | ncall: 102007 | eff(%): 2.820 | loglstar: -inf < -1.759 < inf | logz: -27.197 +/- 0.471 | dlogz: 0.134 > 0.109
iter: 2878 | bound: 29 | nc: 39 | ncall: 102046 | eff(%): 2.820 | loglstar: -inf < -1.757 < inf | logz: -27.197 +/- 0.471 | dlogz: 0.133 > 0.109
iter: 2879 | bound: 30 | nc: 39 | ncall: 102085 | eff(%): 2.820 | loglstar: -inf < -1.756 < inf | logz: -27.196 +/- 0.471 | dlogz: 0.132 > 0.109
iter: 2880 | bound: 30 | nc: 39 | ncall: 102124 | eff(%): 2.820 | loglstar: -inf < -1.748 < inf | logz: -27.196 +/- 0.471 | dlogz: 0.130 > 0.109
iter: 2881 | bound: 30 | nc: 39 | ncall: 102163 | eff(%): 2.820 | loglstar: -inf < -1.746 < inf | logz: -27.195 +/- 0.471 | dlogz: 0.129 > 0.109
iter: 2882 | bound: 30 | nc: 39 | ncall: 102202 | eff(%): 2.820 | loglstar: -inf < -1.741 < inf | logz: -27.195 +/- 0.471 | dlogz: 0.128 > 0.109
iter: 2883 | bound: 30 | nc: 39 | ncall: 102241 | eff(%): 2.820 | loglstar: -inf < -1.739 < inf | logz: -27.195 +/- 0.471 | dlogz: 0.127 > 0.109
iter: 2884 | bound: 30 | nc: 39 | ncall: 102280 | eff(%): 2.820 | loglstar: -inf < -1.736 < inf | logz: -27.194 +/- 0.471 | dlogz: 0.125 > 0.109
iter: 2885 | bound: 30 | nc: 39 | ncall: 102319 | eff(%): 2.820 | loglstar: -inf < -1.735 < inf | logz: -27.194 +/- 0.471 | dlogz: 0.124 > 0.109
iter: 2886 | bound: 30 | nc: 39 | ncall: 102358 | eff(%): 2.820 | loglstar: -inf < -1.733 < inf | logz: -27.194 +/- 0.471 | dlogz: 0.123 > 0.109
iter: 2887 | bound: 30 | nc: 39 | ncall: 102397 | eff(%): 2.819 | loglstar: -inf < -1.732 < inf | logz: -27.193 +/- 0.471 | dlogz: 0.122 > 0.109
iter: 2888 | bound: 30 | nc: 39 | ncall: 102436 | eff(%): 2.819 | loglstar: -inf < -1.729 < inf | logz: -27.193 +/- 0.471 | dlogz: 0.121 > 0.109
iter: 2889 | bound: 30 | nc: 39 | ncall: 102475 | eff(%): 2.819 | loglstar: -inf < -1.719 < inf | logz: -27.192 +/- 0.471 | dlogz: 0.119 > 0.109
iter: 2890 | bound: 30 | nc: 39 | ncall: 102514 | eff(%): 2.819 | loglstar: -inf < -1.719 < inf | logz: -27.192 +/- 0.471 | dlogz: 0.118 > 0.109
iter: 2891 | bound: 30 | nc: 39 | ncall: 102553 | eff(%): 2.819 | loglstar: -inf < -1.719 < inf | logz: -27.192 +/- 0.471 | dlogz: 0.117 > 0.109
iter: 2892 | bound: 30 | nc: 39 | ncall: 102592 | eff(%): 2.819 | loglstar: -inf < -1.719 < inf | logz: -27.191 +/- 0.471 | dlogz: 0.116 > 0.109
iter: 2893 | bound: 30 | nc: 39 | ncall: 102631 | eff(%): 2.819 | loglstar: -inf < -1.708 < inf | logz: -27.191 +/- 0.471 | dlogz: 0.115 > 0.109
iter: 2894 | bound: 30 | nc: 39 | ncall: 102670 | eff(%): 2.819 | loglstar: -inf < -1.696 < inf | logz: -27.191 +/- 0.471 | dlogz: 0.114 > 0.109
iter: 2895 | bound: 30 | nc: 39 | ncall: 102709 | eff(%): 2.819 | loglstar: -inf < -1.689 < inf | logz: -27.190 +/- 0.471 | dlogz: 0.113 > 0.109
iter: 2896 | bound: 30 | nc: 39 | ncall: 102748 | eff(%): 2.819 | loglstar: -inf < -1.685 < inf | logz: -27.190 +/- 0.471 | dlogz: 0.112 > 0.109
iter: 2897 | bound: 30 | nc: 39 | ncall: 102787 | eff(%): 2.818 | loglstar: -inf < -1.685 < inf | logz: -27.189 +/- 0.471 | dlogz: 0.110 > 0.109
iter: 2898 | bound: 30 | nc: 39 | ncall: 102826 | eff(%): 2.818 | loglstar: -inf < -1.682 < inf | logz: -27.189 +/- 0.471 | dlogz: 0.109 > 0.109
iter: 2898 | +1 | bound: 30 | nc: 1 | ncall: 102827 | eff(%): 2.819 | loglstar: -inf < -1.682 < inf | logz: -27.189 +/- 0.471 | dlogz: 0.107 > 0.109
iter: 2898 | +2 | bound: 30 | nc: 1 | ncall: 102828 | eff(%): 2.820 | loglstar: -inf < -1.681 < inf | logz: -27.188 +/- 0.471 | dlogz: 0.106 > 0.109
iter: 2898 | +3 | bound: 30 | nc: 1 | ncall: 102829 | eff(%): 2.821 | loglstar: -inf < -1.677 < inf | logz: -27.188 +/- 0.471 | dlogz: 0.105 > 0.109
iter: 2898 | +4 | bound: 30 | nc: 1 | ncall: 102830 | eff(%): 2.822 | loglstar: -inf < -1.677 < inf | logz: -27.188 +/- 0.471 | dlogz: 0.104 > 0.109
iter: 2898 | +5 | bound: 30 | nc: 1 | ncall: 102831 | eff(%): 2.823 | loglstar: -inf < -1.675 < inf | logz: -27.187 +/- 0.471 | dlogz: 0.103 > 0.109
iter: 2898 | +6 | bound: 30 | nc: 1 | ncall: 102832 | eff(%): 2.824 | loglstar: -inf < -1.673 < inf | logz: -27.187 +/- 0.471 | dlogz: 0.102 > 0.109
iter: 2898 | +7 | bound: 30 | nc: 1 | ncall: 102833 | eff(%): 2.825 | loglstar: -inf < -1.656 < inf | logz: -27.187 +/- 0.471 | dlogz: 0.101 > 0.109
iter: 2898 | +8 | bound: 30 | nc: 1 | ncall: 102834 | eff(%): 2.826 | loglstar: -inf < -1.656 < inf | logz: -27.186 +/- 0.471 | dlogz: 0.100 > 0.109
iter: 2898 | +9 | bound: 30 | nc: 1 | ncall: 102835 | eff(%): 2.827 | loglstar: -inf < -1.653 < inf | logz: -27.186 +/- 0.471 | dlogz: 0.099 > 0.109
iter: 2898 | +10 | bound: 30 | nc: 1 | ncall: 102836 | eff(%): 2.828 | loglstar: -inf < -1.645 < inf | logz: -27.186 +/- 0.471 | dlogz: 0.098 > 0.109
iter: 2898 | +11 | bound: 30 | nc: 1 | ncall: 102837 | eff(%): 2.829 | loglstar: -inf < -1.637 < inf | logz: -27.185 +/- 0.471 | dlogz: 0.097 > 0.109
iter: 2898 | +12 | bound: 30 | nc: 1 | ncall: 102838 | eff(%): 2.830 | loglstar: -inf < -1.634 < inf | logz: -27.185 +/- 0.471 | dlogz: 0.096 > 0.109
iter: 2898 | +13 | bound: 30 | nc: 1 | ncall: 102839 | eff(%): 2.831 | loglstar: -inf < -1.626 < inf | logz: -27.184 +/- 0.471 | dlogz: 0.095 > 0.109
iter: 2898 | +14 | bound: 30 | nc: 1 | ncall: 102840 | eff(%): 2.832 | loglstar: -inf < -1.624 < inf | logz: -27.184 +/- 0.471 | dlogz: 0.094 > 0.109
iter: 2898 | +15 | bound: 30 | nc: 1 | ncall: 102841 | eff(%): 2.833 | loglstar: -inf < -1.624 < inf | logz: -27.184 +/- 0.471 | dlogz: 0.092 > 0.109
iter: 2898 | +16 | bound: 30 | nc: 1 | ncall: 102842 | eff(%): 2.834 | loglstar: -inf < -1.617 < inf | logz: -27.183 +/- 0.471 | dlogz: 0.091 > 0.109
iter: 2898 | +17 | bound: 30 | nc: 1 | ncall: 102843 | eff(%): 2.835 | loglstar: -inf < -1.602 < inf | logz: -27.183 +/- 0.471 | dlogz: 0.090 > 0.109
iter: 2898 | +18 | bound: 30 | nc: 1 | ncall: 102844 | eff(%): 2.836 | loglstar: -inf < -1.598 < inf | logz: -27.183 +/- 0.471 | dlogz: 0.089 > 0.109
iter: 2898 | +19 | bound: 30 | nc: 1 | ncall: 102845 | eff(%): 2.837 | loglstar: -inf < -1.597 < inf | logz: -27.182 +/- 0.471 | dlogz: 0.088 > 0.109
iter: 2898 | +20 | bound: 30 | nc: 1 | ncall: 102846 | eff(%): 2.838 | loglstar: -inf < -1.586 < inf | logz: -27.182 +/- 0.471 | dlogz: 0.087 > 0.109
iter: 2898 | +21 | bound: 30 | nc: 1 | ncall: 102847 | eff(%): 2.839 | loglstar: -inf < -1.584 < inf | logz: -27.181 +/- 0.471 | dlogz: 0.086 > 0.109
iter: 2898 | +22 | bound: 30 | nc: 1 | ncall: 102848 | eff(%): 2.840 | loglstar: -inf < -1.584 < inf | logz: -27.181 +/- 0.472 | dlogz: 0.085 > 0.109
iter: 2898 | +23 | bound: 30 | nc: 1 | ncall: 102849 | eff(%): 2.841 | loglstar: -inf < -1.572 < inf | logz: -27.181 +/- 0.472 | dlogz: 0.084 > 0.109
iter: 2898 | +24 | bound: 30 | nc: 1 | ncall: 102850 | eff(%): 2.842 | loglstar: -inf < -1.570 < inf | logz: -27.180 +/- 0.472 | dlogz: 0.083 > 0.109
iter: 2898 | +25 | bound: 30 | nc: 1 | ncall: 102851 | eff(%): 2.843 | loglstar: -inf < -1.563 < inf | logz: -27.180 +/- 0.472 | dlogz: 0.082 > 0.109
iter: 2898 | +26 | bound: 30 | nc: 1 | ncall: 102852 | eff(%): 2.844 | loglstar: -inf < -1.550 < inf | logz: -27.179 +/- 0.472 | dlogz: 0.081 > 0.109
iter: 2898 | +27 | bound: 30 | nc: 1 | ncall: 102853 | eff(%): 2.845 | loglstar: -inf < -1.547 < inf | logz: -27.179 +/- 0.472 | dlogz: 0.080 > 0.109
iter: 2898 | +28 | bound: 30 | nc: 1 | ncall: 102854 | eff(%): 2.846 | loglstar: -inf < -1.542 < inf | logz: -27.179 +/- 0.472 | dlogz: 0.079 > 0.109
iter: 2898 | +29 | bound: 30 | nc: 1 | ncall: 102855 | eff(%): 2.847 | loglstar: -inf < -1.542 < inf | logz: -27.178 +/- 0.472 | dlogz: 0.078 > 0.109
iter: 2898 | +30 | bound: 30 | nc: 1 | ncall: 102856 | eff(%): 2.848 | loglstar: -inf < -1.541 < inf | logz: -27.178 +/- 0.472 | dlogz: 0.077 > 0.109
iter: 2898 | +31 | bound: 30 | nc: 1 | ncall: 102857 | eff(%): 2.849 | loglstar: -inf < -1.541 < inf | logz: -27.177 +/- 0.472 | dlogz: 0.075 > 0.109
iter: 2898 | +32 | bound: 30 | nc: 1 | ncall: 102858 | eff(%): 2.849 | loglstar: -inf < -1.538 < inf | logz: -27.177 +/- 0.472 | dlogz: 0.074 > 0.109
iter: 2898 | +33 | bound: 30 | nc: 1 | ncall: 102859 | eff(%): 2.850 | loglstar: -inf < -1.538 < inf | logz: -27.177 +/- 0.472 | dlogz: 0.073 > 0.109
iter: 2898 | +34 | bound: 30 | nc: 1 | ncall: 102860 | eff(%): 2.851 | loglstar: -inf < -1.538 < inf | logz: -27.176 +/- 0.472 | dlogz: 0.072 > 0.109
iter: 2898 | +35 | bound: 30 | nc: 1 | ncall: 102861 | eff(%): 2.852 | loglstar: -inf < -1.533 < inf | logz: -27.176 +/- 0.472 | dlogz: 0.071 > 0.109
iter: 2898 | +36 | bound: 30 | nc: 1 | ncall: 102862 | eff(%): 2.853 | loglstar: -inf < -1.528 < inf | logz: -27.175 +/- 0.472 | dlogz: 0.070 > 0.109
iter: 2898 | +37 | bound: 30 | nc: 1 | ncall: 102863 | eff(%): 2.854 | loglstar: -inf < -1.527 < inf | logz: -27.175 +/- 0.472 | dlogz: 0.069 > 0.109
iter: 2898 | +38 | bound: 30 | nc: 1 | ncall: 102864 | eff(%): 2.855 | loglstar: -inf < -1.521 < inf | logz: -27.175 +/- 0.472 | dlogz: 0.068 > 0.109
iter: 2898 | +39 | bound: 30 | nc: 1 | ncall: 102865 | eff(%): 2.856 | loglstar: -inf < -1.521 < inf | logz: -27.174 +/- 0.472 | dlogz: 0.067 > 0.109
iter: 2898 | +40 | bound: 30 | nc: 1 | ncall: 102866 | eff(%): 2.857 | loglstar: -inf < -1.518 < inf | logz: -27.174 +/- 0.472 | dlogz: 0.066 > 0.109
iter: 2898 | +41 | bound: 30 | nc: 1 | ncall: 102867 | eff(%): 2.858 | loglstar: -inf < -1.508 < inf | logz: -27.173 +/- 0.472 | dlogz: 0.065 > 0.109
iter: 2898 | +42 | bound: 30 | nc: 1 | ncall: 102868 | eff(%): 2.859 | loglstar: -inf < -1.496 < inf | logz: -27.173 +/- 0.472 | dlogz: 0.064 > 0.109
iter: 2898 | +43 | bound: 30 | nc: 1 | ncall: 102869 | eff(%): 2.860 | loglstar: -inf < -1.484 < inf | logz: -27.173 +/- 0.472 | dlogz: 0.063 > 0.109
iter: 2898 | +44 | bound: 30 | nc: 1 | ncall: 102870 | eff(%): 2.861 | loglstar: -inf < -1.481 < inf | logz: -27.172 +/- 0.472 | dlogz: 0.062 > 0.109
iter: 2898 | +45 | bound: 30 | nc: 1 | ncall: 102871 | eff(%): 2.862 | loglstar: -inf < -1.481 < inf | logz: -27.172 +/- 0.472 | dlogz: 0.060 > 0.109
iter: 2898 | +46 | bound: 30 | nc: 1 | ncall: 102872 | eff(%): 2.863 | loglstar: -inf < -1.481 < inf | logz: -27.171 +/- 0.472 | dlogz: 0.059 > 0.109
iter: 2898 | +47 | bound: 30 | nc: 1 | ncall: 102873 | eff(%): 2.864 | loglstar: -inf < -1.474 < inf | logz: -27.171 +/- 0.472 | dlogz: 0.058 > 0.109
iter: 2898 | +48 | bound: 30 | nc: 1 | ncall: 102874 | eff(%): 2.865 | loglstar: -inf < -1.465 < inf | logz: -27.170 +/- 0.472 | dlogz: 0.057 > 0.109
iter: 2898 | +49 | bound: 30 | nc: 1 | ncall: 102875 | eff(%): 2.866 | loglstar: -inf < -1.463 < inf | logz: -27.170 +/- 0.472 | dlogz: 0.056 > 0.109
iter: 2898 | +50 | bound: 30 | nc: 1 | ncall: 102876 | eff(%): 2.867 | loglstar: -inf < -1.446 < inf | logz: -27.170 +/- 0.472 | dlogz: 0.055 > 0.109
iter: 2898 | +51 | bound: 30 | nc: 1 | ncall: 102877 | eff(%): 2.868 | loglstar: -inf < -1.442 < inf | logz: -27.169 +/- 0.472 | dlogz: 0.054 > 0.109
iter: 2898 | +52 | bound: 30 | nc: 1 | ncall: 102878 | eff(%): 2.869 | loglstar: -inf < -1.441 < inf | logz: -27.169 +/- 0.472 | dlogz: 0.053 > 0.109
iter: 2898 | +53 | bound: 30 | nc: 1 | ncall: 102879 | eff(%): 2.870 | loglstar: -inf < -1.437 < inf | logz: -27.168 +/- 0.472 | dlogz: 0.052 > 0.109
iter: 2898 | +54 | bound: 30 | nc: 1 | ncall: 102880 | eff(%): 2.871 | loglstar: -inf < -1.436 < inf | logz: -27.168 +/- 0.472 | dlogz: 0.051 > 0.109
iter: 2898 | +55 | bound: 30 | nc: 1 | ncall: 102881 | eff(%): 2.872 | loglstar: -inf < -1.435 < inf | logz: -27.167 +/- 0.472 | dlogz: 0.050 > 0.109
iter: 2898 | +56 | bound: 30 | nc: 1 | ncall: 102882 | eff(%): 2.873 | loglstar: -inf < -1.433 < inf | logz: -27.167 +/- 0.472 | dlogz: 0.049 > 0.109
iter: 2898 | +57 | bound: 30 | nc: 1 | ncall: 102883 | eff(%): 2.874 | loglstar: -inf < -1.429 < inf | logz: -27.166 +/- 0.472 | dlogz: 0.048 > 0.109
iter: 2898 | +58 | bound: 30 | nc: 1 | ncall: 102884 | eff(%): 2.875 | loglstar: -inf < -1.427 < inf | logz: -27.166 +/- 0.472 | dlogz: 0.047 > 0.109
iter: 2898 | +59 | bound: 30 | nc: 1 | ncall: 102885 | eff(%): 2.876 | loglstar: -inf < -1.422 < inf | logz: -27.166 +/- 0.472 | dlogz: 0.045 > 0.109
iter: 2898 | +60 | bound: 30 | nc: 1 | ncall: 102886 | eff(%): 2.877 | loglstar: -inf < -1.421 < inf | logz: -27.165 +/- 0.472 | dlogz: 0.044 > 0.109
iter: 2898 | +61 | bound: 30 | nc: 1 | ncall: 102887 | eff(%): 2.878 | loglstar: -inf < -1.418 < inf | logz: -27.165 +/- 0.472 | dlogz: 0.043 > 0.109
iter: 2898 | +62 | bound: 30 | nc: 1 | ncall: 102888 | eff(%): 2.879 | loglstar: -inf < -1.414 < inf | logz: -27.164 +/- 0.472 | dlogz: 0.042 > 0.109
iter: 2898 | +63 | bound: 30 | nc: 1 | ncall: 102889 | eff(%): 2.880 | loglstar: -inf < -1.394 < inf | logz: -27.164 +/- 0.472 | dlogz: 0.041 > 0.109
iter: 2898 | +64 | bound: 30 | nc: 1 | ncall: 102890 | eff(%): 2.881 | loglstar: -inf < -1.393 < inf | logz: -27.163 +/- 0.472 | dlogz: 0.040 > 0.109
iter: 2898 | +65 | bound: 30 | nc: 1 | ncall: 102891 | eff(%): 2.882 | loglstar: -inf < -1.377 < inf | logz: -27.163 +/- 0.472 | dlogz: 0.039 > 0.109
iter: 2898 | +66 | bound: 30 | nc: 1 | ncall: 102892 | eff(%): 2.883 | loglstar: -inf < -1.372 < inf | logz: -27.162 +/- 0.472 | dlogz: 0.038 > 0.109
iter: 2898 | +67 | bound: 30 | nc: 1 | ncall: 102893 | eff(%): 2.884 | loglstar: -inf < -1.364 < inf | logz: -27.162 +/- 0.472 | dlogz: 0.037 > 0.109
iter: 2898 | +68 | bound: 30 | nc: 1 | ncall: 102894 | eff(%): 2.884 | loglstar: -inf < -1.339 < inf | logz: -27.161 +/- 0.472 | dlogz: 0.036 > 0.109
iter: 2898 | +69 | bound: 30 | nc: 1 | ncall: 102895 | eff(%): 2.885 | loglstar: -inf < -1.330 < inf | logz: -27.161 +/- 0.472 | dlogz: 0.035 > 0.109
iter: 2898 | +70 | bound: 30 | nc: 1 | ncall: 102896 | eff(%): 2.886 | loglstar: -inf < -1.316 < inf | logz: -27.160 +/- 0.473 | dlogz: 0.034 > 0.109
iter: 2898 | +71 | bound: 30 | nc: 1 | ncall: 102897 | eff(%): 2.887 | loglstar: -inf < -1.309 < inf | logz: -27.160 +/- 0.473 | dlogz: 0.032 > 0.109
iter: 2898 | +72 | bound: 30 | nc: 1 | ncall: 102898 | eff(%): 2.888 | loglstar: -inf < -1.307 < inf | logz: -27.159 +/- 0.473 | dlogz: 0.031 > 0.109
iter: 2898 | +73 | bound: 30 | nc: 1 | ncall: 102899 | eff(%): 2.889 | loglstar: -inf < -1.288 < inf | logz: -27.159 +/- 0.473 | dlogz: 0.030 > 0.109
iter: 2898 | +74 | bound: 30 | nc: 1 | ncall: 102900 | eff(%): 2.890 | loglstar: -inf < -1.269 < inf | logz: -27.158 +/- 0.473 | dlogz: 0.029 > 0.109
iter: 2898 | +75 | bound: 30 | nc: 1 | ncall: 102901 | eff(%): 2.891 | loglstar: -inf < -1.246 < inf | logz: -27.158 +/- 0.473 | dlogz: 0.028 > 0.109
iter: 2898 | +76 | bound: 30 | nc: 1 | ncall: 102902 | eff(%): 2.892 | loglstar: -inf < -1.236 < inf | logz: -27.157 +/- 0.473 | dlogz: 0.027 > 0.109
iter: 2898 | +77 | bound: 30 | nc: 1 | ncall: 102903 | eff(%): 2.893 | loglstar: -inf < -1.215 < inf | logz: -27.157 +/- 0.473 | dlogz: 0.026 > 0.109
iter: 2898 | +78 | bound: 30 | nc: 1 | ncall: 102904 | eff(%): 2.894 | loglstar: -inf < -1.194 < inf | logz: -27.156 +/- 0.473 | dlogz: 0.025 > 0.109
iter: 2898 | +79 | bound: 30 | nc: 1 | ncall: 102905 | eff(%): 2.895 | loglstar: -inf < -1.192 < inf | logz: -27.156 +/- 0.473 | dlogz: 0.024 > 0.109
iter: 2898 | +80 | bound: 30 | nc: 1 | ncall: 102906 | eff(%): 2.896 | loglstar: -inf < -1.190 < inf | logz: -27.155 +/- 0.473 | dlogz: 0.023 > 0.109
iter: 2898 | +81 | bound: 30 | nc: 1 | ncall: 102907 | eff(%): 2.897 | loglstar: -inf < -1.144 < inf | logz: -27.155 +/- 0.473 | dlogz: 0.022 > 0.109
iter: 2898 | +82 | bound: 30 | nc: 1 | ncall: 102908 | eff(%): 2.898 | loglstar: -inf < -1.126 < inf | logz: -27.154 +/- 0.473 | dlogz: 0.021 > 0.109
iter: 2898 | +83 | bound: 30 | nc: 1 | ncall: 102909 | eff(%): 2.899 | loglstar: -inf < -1.126 < inf | logz: -27.153 +/- 0.473 | dlogz: 0.019 > 0.109
iter: 2898 | +84 | bound: 30 | nc: 1 | ncall: 102910 | eff(%): 2.900 | loglstar: -inf < -1.125 < inf | logz: -27.153 +/- 0.473 | dlogz: 0.018 > 0.109
iter: 2898 | +85 | bound: 30 | nc: 1 | ncall: 102911 | eff(%): 2.901 | loglstar: -inf < -1.115 < inf | logz: -27.152 +/- 0.474 | dlogz: 0.017 > 0.109
iter: 2898 | +86 | bound: 30 | nc: 1 | ncall: 102912 | eff(%): 2.902 | loglstar: -inf < -1.108 < inf | logz: -27.152 +/- 0.474 | dlogz: 0.016 > 0.109
iter: 2898 | +87 | bound: 30 | nc: 1 | ncall: 102913 | eff(%): 2.903 | loglstar: -inf < -1.106 < inf | logz: -27.151 +/- 0.474 | dlogz: 0.015 > 0.109
iter: 2898 | +88 | bound: 30 | nc: 1 | ncall: 102914 | eff(%): 2.904 | loglstar: -inf < -1.105 < inf | logz: -27.150 +/- 0.474 | dlogz: 0.014 > 0.109
iter: 2898 | +89 | bound: 30 | nc: 1 | ncall: 102915 | eff(%): 2.905 | loglstar: -inf < -1.105 < inf | logz: -27.150 +/- 0.474 | dlogz: 0.013 > 0.109
iter: 2898 | +90 | bound: 30 | nc: 1 | ncall: 102916 | eff(%): 2.906 | loglstar: -inf < -1.059 < inf | logz: -27.149 +/- 0.474 | dlogz: 0.012 > 0.109
iter: 2898 | +91 | bound: 30 | nc: 1 | ncall: 102917 | eff(%): 2.907 | loglstar: -inf < -1.035 < inf | logz: -27.148 +/- 0.474 | dlogz: 0.011 > 0.109
iter: 2898 | +92 | bound: 30 | nc: 1 | ncall: 102918 | eff(%): 2.908 | loglstar: -inf < -1.032 < inf | logz: -27.148 +/- 0.475 | dlogz: 0.010 > 0.109
iter: 2898 | +93 | bound: 30 | nc: 1 | ncall: 102919 | eff(%): 2.909 | loglstar: -inf < -0.963 < inf | logz: -27.147 +/- 0.475 | dlogz: 0.009 > 0.109
iter: 2898 | +94 | bound: 30 | nc: 1 | ncall: 102920 | eff(%): 2.910 | loglstar: -inf < -0.940 < inf | logz: -27.146 +/- 0.475 | dlogz: 0.008 > 0.109
iter: 2898 | +95 | bound: 30 | nc: 1 | ncall: 102921 | eff(%): 2.911 | loglstar: -inf < -0.851 < inf | logz: -27.146 +/- 0.475 | dlogz: 0.006 > 0.109
iter: 2898 | +96 | bound: 30 | nc: 1 | ncall: 102922 | eff(%): 2.912 | loglstar: -inf < -0.823 < inf | logz: -27.145 +/- 0.476 | dlogz: 0.005 > 0.109
iter: 2898 | +97 | bound: 30 | nc: 1 | ncall: 102923 | eff(%): 2.913 | loglstar: -inf < -0.810 < inf | logz: -27.144 +/- 0.476 | dlogz: 0.004 > 0.109
iter: 2898 | +98 | bound: 30 | nc: 1 | ncall: 102924 | eff(%): 2.914 | loglstar: -inf < -0.687 < inf | logz: -27.143 +/- 0.477 | dlogz: 0.003 > 0.109
iter: 2898 | +99 | bound: 30 | nc: 1 | ncall: 102925 | eff(%): 2.915 | loglstar: -inf < -0.672 < inf | logz: -27.142 +/- 0.478 | dlogz: 0.002 > 0.109
iter: 2898 | +100 | bound: 30 | nc: 1 | ncall: 102926 | eff(%): 2.916 | loglstar: -inf < -0.518 < inf | logz: -27.141 +/- 0.481 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -66.44%
Elapsed Time for Photometry: 122.2021854210002
df
| ra | dec | mag | magerr | |
|---|---|---|---|---|
| 0 | 80.363983 | -69.461642 | 21.355860 | 1.323415 |
| 1 | 80.361673 | -69.461242 | 20.876801 | 0.477745 |
| 2 | 80.363806 | -69.461680 | 21.276647 | 1.012552 |
| 3 | 80.362138 | -69.461933 | 21.746404 | 0.765377 |
| 4 | 80.360673 | -69.462099 | 21.584609 | 1.665030 |
| 5 | 80.361516 | -69.462392 | 21.653346 | 0.801091 |
5.2-Single, Level3 Mosaicked File#
lvl3
'jw01476-o001_t001_nircam_clear-f150w_i2d.fits'
# Now do the same photometry on the Level 3 Data
ref_image = lvl3
ref_fits = fits.open(ref_image)
ref_data = fits.open(ref_image)['SCI', 1].data
norm1 = simple_norm(ref_data, stretch='linear', vmin=-1, vmax=10)
plt.imshow(ref_data, origin='lower',
norm=norm1, cmap='gray')
plt.gca().tick_params(labelcolor='none', axis='both', color='none')
plt.show()
# Get PSF from STPSF and drizzle it to the source location
# Develop Note: Need Grid Capability for Level3 Data
jwst3_obs = space_phot.observation3(lvl3)
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.863' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.630' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
# Now Loop Through All Stars and Build Photometry Table
counter = 0.
badindex = []
for source_location in skycoords:
tic = time.perf_counter()
print('Starting', counter+1., ' of', len(skycoords), ':', source_location)
psf3 = space_phot.get_jwst3_psf(jwst_obs, jwst3_obs, source_location, num_psfs=4)
jwst3_obs.psf_photometry(
psf3,
source_location,
bounds={
'flux': [-1000, 10000],
'centroid': [-2, 2],
'bkg': [0, 50]
},
fit_width=5,
fit_bkg=True,
fit_flux=True
)
jwst3_obs.plot_psf_fit()
plt.show()
ra = jwst3_obs.psf_result.phot_cal_table['ra'][0]
dec = jwst3_obs.psf_result.phot_cal_table['dec'][0]
mag_lvl3psf = jwst3_obs.psf_result.phot_cal_table['mag'][0]
magerr_lvl3psf = jwst3_obs.psf_result.phot_cal_table['magerr'][0]
if counter == 0:
df = pd.DataFrame(np.array([[ra, dec, mag_lvl3psf, magerr_lvl3psf]]), columns=['ra', 'dec', 'mag', 'magerr'])
else:
df_add = pd.DataFrame(np.array([[ra, dec, mag_lvl3psf, magerr_lvl3psf]]), columns=['ra', 'dec', 'mag', 'magerr'])
df = pd.concat([df, df_add], ignore_index=True)
counter = counter + 1.
toc = time.perf_counter()
print("Elapsed Time for Photometry:", toc - tic)
Starting 1.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36398432, -69.46163674)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
2026-04-15 20:05:59,879 - CRDS - INFO - Calibration SW Found: jwst 2.0.0 (/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/jwst-2.0.0.dist-info)
2026-04-15 20:06:01,641 - CRDS - INFO - Fetching mappings/jwst/jwst_system_datalvl_0002.rmap 694 bytes (1 / 224 files) (0 / 796.2 K bytes)
2026-04-15 20:06:01,733 - CRDS - INFO - Fetching mappings/jwst/jwst_system_calver_0069.rmap 5.8 K bytes (2 / 224 files) (694 / 796.2 K bytes)
2026-04-15 20:06:01,821 - CRDS - INFO - Fetching mappings/jwst/jwst_system_0064.imap 385 bytes (3 / 224 files) (6.5 K / 796.2 K bytes)
2026-04-15 20:06:01,866 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_wavelengthrange_0024.rmap 1.4 K bytes (4 / 224 files) (6.9 K / 796.2 K bytes)
2026-04-15 20:06:01,984 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_wavecorr_0005.rmap 884 bytes (5 / 224 files) (8.3 K / 796.2 K bytes)
2026-04-15 20:06:02,092 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_superbias_0089.rmap 39.4 K bytes (6 / 224 files) (9.1 K / 796.2 K bytes)
2026-04-15 20:06:02,204 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_sirskernel_0002.rmap 704 bytes (7 / 224 files) (48.5 K / 796.2 K bytes)
2026-04-15 20:06:02,259 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_sflat_0027.rmap 20.6 K bytes (8 / 224 files) (49.2 K / 796.2 K bytes)
2026-04-15 20:06:02,317 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_saturation_0018.rmap 2.0 K bytes (9 / 224 files) (69.8 K / 796.2 K bytes)
2026-04-15 20:06:02,357 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_refpix_0015.rmap 1.6 K bytes (10 / 224 files) (71.9 K / 796.2 K bytes)
2026-04-15 20:06:02,400 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_readnoise_0025.rmap 2.6 K bytes (11 / 224 files) (73.4 K / 796.2 K bytes)
2026-04-15 20:06:02,499 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_psf_0002.rmap 687 bytes (12 / 224 files) (76.0 K / 796.2 K bytes)
2026-04-15 20:06:02,704 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pictureframe_0002.rmap 886 bytes (13 / 224 files) (76.7 K / 796.2 K bytes)
2026-04-15 20:06:02,752 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_photom_0013.rmap 958 bytes (14 / 224 files) (77.6 K / 796.2 K bytes)
2026-04-15 20:06:02,802 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pathloss_0011.rmap 1.2 K bytes (15 / 224 files) (78.5 K / 796.2 K bytes)
2026-04-15 20:06:02,855 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-whitelightstep_0001.rmap 777 bytes (16 / 224 files) (79.7 K / 796.2 K bytes)
2026-04-15 20:06:02,894 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-tso3pipeline_0001.rmap 786 bytes (17 / 224 files) (80.5 K / 796.2 K bytes)
2026-04-15 20:06:02,964 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-spec2pipeline_0013.rmap 2.1 K bytes (18 / 224 files) (81.3 K / 796.2 K bytes)
2026-04-15 20:06:03,099 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-resamplespecstep_0002.rmap 709 bytes (19 / 224 files) (83.4 K / 796.2 K bytes)
2026-04-15 20:06:03,148 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-refpixstep_0003.rmap 910 bytes (20 / 224 files) (84.1 K / 796.2 K bytes)
2026-04-15 20:06:03,193 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-pixelreplacestep_0001.rmap 818 bytes (21 / 224 files) (85.0 K / 796.2 K bytes)
2026-04-15 20:06:03,236 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-pictureframestep_0001.rmap 818 bytes (22 / 224 files) (85.8 K / 796.2 K bytes)
2026-04-15 20:06:03,280 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-outlierdetectionstep_0005.rmap 1.1 K bytes (23 / 224 files) (86.7 K / 796.2 K bytes)
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2026-04-15 20:06:03,575 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-extract1dstep_0001.rmap 794 bytes (26 / 224 files) (89.6 K / 796.2 K bytes)
2026-04-15 20:06:03,671 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-detector1pipeline_0004.rmap 1.1 K bytes (27 / 224 files) (90.4 K / 796.2 K bytes)
2026-04-15 20:06:03,712 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-darkpipeline_0003.rmap 872 bytes (28 / 224 files) (91.5 K / 796.2 K bytes)
2026-04-15 20:06:03,931 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_pars-darkcurrentstep_0003.rmap 1.8 K bytes (29 / 224 files) (92.4 K / 796.2 K bytes)
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2026-04-15 20:06:05,400 - CRDS - INFO - Fetching mappings/jwst/jwst_nirspec_area_0019.rmap 6.8 K bytes (55 / 224 files) (184.1 K / 796.2 K bytes)
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2026-04-15 20:06:05,539 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_wavelengthrange_0008.rmap 897 bytes (58 / 224 files) (202.6 K / 796.2 K bytes)
2026-04-15 20:06:05,587 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_trappars_0004.rmap 753 bytes (59 / 224 files) (203.5 K / 796.2 K bytes)
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2026-04-15 20:06:05,757 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_specwcs_0017.rmap 3.1 K bytes (63 / 224 files) (214.5 K / 796.2 K bytes)
2026-04-15 20:06:05,801 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_specprofile_0010.rmap 2.5 K bytes (64 / 224 files) (217.7 K / 796.2 K bytes)
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2026-04-15 20:06:05,943 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_saturation_0015.rmap 829 bytes (67 / 224 files) (221.9 K / 796.2 K bytes)
2026-04-15 20:06:05,989 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_readnoise_0011.rmap 987 bytes (68 / 224 files) (222.7 K / 796.2 K bytes)
2026-04-15 20:06:06,035 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_photom_0041.rmap 1.3 K bytes (69 / 224 files) (223.7 K / 796.2 K bytes)
2026-04-15 20:06:06,082 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_persat_0007.rmap 674 bytes (70 / 224 files) (225.0 K / 796.2 K bytes)
2026-04-15 20:06:06,132 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pathloss_0003.rmap 758 bytes (71 / 224 files) (225.6 K / 796.2 K bytes)
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2026-04-15 20:06:06,481 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-outlierdetectionstep_0004.rmap 2.7 K bytes (79 / 224 files) (236.3 K / 796.2 K bytes)
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2026-04-15 20:06:06,565 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-image2pipeline_0005.rmap 1.0 K bytes (81 / 224 files) (245.3 K / 796.2 K bytes)
2026-04-15 20:06:06,606 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-detector1pipeline_0005.rmap 1.5 K bytes (82 / 224 files) (246.3 K / 796.2 K bytes)
2026-04-15 20:06:06,647 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-darkpipeline_0002.rmap 868 bytes (83 / 224 files) (247.9 K / 796.2 K bytes)
2026-04-15 20:06:06,687 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-darkcurrentstep_0001.rmap 591 bytes (84 / 224 files) (248.8 K / 796.2 K bytes)
2026-04-15 20:06:06,729 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-cleanflickernoisestep_0003.rmap 1.2 K bytes (85 / 224 files) (249.3 K / 796.2 K bytes)
2026-04-15 20:06:06,772 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-chargemigrationstep_0005.rmap 5.7 K bytes (86 / 224 files) (250.6 K / 796.2 K bytes)
2026-04-15 20:06:06,815 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_pars-backgroundstep_0003.rmap 822 bytes (87 / 224 files) (256.2 K / 796.2 K bytes)
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2026-04-15 20:06:06,895 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_mask_0025.rmap 1.6 K bytes (89 / 224 files) (257.7 K / 796.2 K bytes)
2026-04-15 20:06:06,944 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_linearity_0022.rmap 961 bytes (90 / 224 files) (259.3 K / 796.2 K bytes)
2026-04-15 20:06:06,987 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_ipc_0007.rmap 651 bytes (91 / 224 files) (260.3 K / 796.2 K bytes)
2026-04-15 20:06:07,039 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_gain_0011.rmap 797 bytes (92 / 224 files) (260.9 K / 796.2 K bytes)
2026-04-15 20:06:07,085 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_flat_0023.rmap 5.9 K bytes (93 / 224 files) (261.7 K / 796.2 K bytes)
2026-04-15 20:06:07,128 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_filteroffset_0010.rmap 853 bytes (94 / 224 files) (267.6 K / 796.2 K bytes)
2026-04-15 20:06:07,170 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_extract1d_0007.rmap 905 bytes (95 / 224 files) (268.4 K / 796.2 K bytes)
2026-04-15 20:06:07,378 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_drizpars_0004.rmap 519 bytes (96 / 224 files) (269.3 K / 796.2 K bytes)
2026-04-15 20:06:07,439 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_distortion_0025.rmap 3.4 K bytes (97 / 224 files) (269.9 K / 796.2 K bytes)
2026-04-15 20:06:07,488 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_dark_0039.rmap 8.3 K bytes (98 / 224 files) (273.3 K / 796.2 K bytes)
2026-04-15 20:06:07,531 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_bkg_0005.rmap 3.1 K bytes (99 / 224 files) (281.6 K / 796.2 K bytes)
2026-04-15 20:06:07,572 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_area_0014.rmap 2.7 K bytes (100 / 224 files) (284.7 K / 796.2 K bytes)
2026-04-15 20:06:07,614 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_apcorr_0010.rmap 4.3 K bytes (101 / 224 files) (287.4 K / 796.2 K bytes)
2026-04-15 20:06:07,657 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_abvegaoffset_0004.rmap 1.4 K bytes (102 / 224 files) (291.7 K / 796.2 K bytes)
2026-04-15 20:06:07,703 - CRDS - INFO - Fetching mappings/jwst/jwst_niriss_0308.imap 5.9 K bytes (103 / 224 files) (293.0 K / 796.2 K bytes)
2026-04-15 20:06:07,747 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_wavelengthrange_0012.rmap 996 bytes (104 / 224 files) (299.0 K / 796.2 K bytes)
2026-04-15 20:06:07,793 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_tsophot_0003.rmap 896 bytes (105 / 224 files) (300.0 K / 796.2 K bytes)
2026-04-15 20:06:07,852 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_trappars_0003.rmap 1.6 K bytes (106 / 224 files) (300.9 K / 796.2 K bytes)
2026-04-15 20:06:07,894 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_trapdensity_0003.rmap 1.6 K bytes (107 / 224 files) (302.5 K / 796.2 K bytes)
2026-04-15 20:06:07,937 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_superbias_0022.rmap 25.5 K bytes (108 / 224 files) (304.1 K / 796.2 K bytes)
2026-04-15 20:06:07,991 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_specwcs_0027.rmap 8.0 K bytes (109 / 224 files) (329.6 K / 796.2 K bytes)
2026-04-15 20:06:08,035 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_sirskernel_0003.rmap 671 bytes (110 / 224 files) (337.6 K / 796.2 K bytes)
2026-04-15 20:06:08,079 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_saturation_0011.rmap 2.8 K bytes (111 / 224 files) (338.3 K / 796.2 K bytes)
2026-04-15 20:06:08,201 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_regions_0003.rmap 3.4 K bytes (112 / 224 files) (341.1 K / 796.2 K bytes)
2026-04-15 20:06:08,245 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_readnoise_0028.rmap 27.1 K bytes (113 / 224 files) (344.5 K / 796.2 K bytes)
2026-04-15 20:06:08,289 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_psfmask_0008.rmap 28.4 K bytes (114 / 224 files) (371.7 K / 796.2 K bytes)
2026-04-15 20:06:08,343 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_photom_0031.rmap 3.4 K bytes (115 / 224 files) (400.0 K / 796.2 K bytes)
2026-04-15 20:06:08,392 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_persat_0005.rmap 1.6 K bytes (116 / 224 files) (403.5 K / 796.2 K bytes)
2026-04-15 20:06:08,435 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-whitelightstep_0004.rmap 2.0 K bytes (117 / 224 files) (405.0 K / 796.2 K bytes)
2026-04-15 20:06:08,477 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-wfsscontamstep_0001.rmap 797 bytes (118 / 224 files) (407.0 K / 796.2 K bytes)
2026-04-15 20:06:08,520 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-tweakregstep_0003.rmap 4.5 K bytes (119 / 224 files) (407.8 K / 796.2 K bytes)
2026-04-15 20:06:08,564 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-tsophotometrystep_0003.rmap 1.1 K bytes (120 / 224 files) (412.3 K / 796.2 K bytes)
2026-04-15 20:06:08,606 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-spec2pipeline_0009.rmap 984 bytes (121 / 224 files) (413.4 K / 796.2 K bytes)
2026-04-15 20:06:08,652 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-sourcecatalogstep_0002.rmap 4.6 K bytes (122 / 224 files) (414.4 K / 796.2 K bytes)
2026-04-15 20:06:08,699 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-resamplestep_0002.rmap 687 bytes (123 / 224 files) (419.0 K / 796.2 K bytes)
2026-04-15 20:06:08,746 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-outlierdetectionstep_0003.rmap 940 bytes (124 / 224 files) (419.7 K / 796.2 K bytes)
2026-04-15 20:06:08,790 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-jumpstep_0005.rmap 806 bytes (125 / 224 files) (420.6 K / 796.2 K bytes)
2026-04-15 20:06:08,833 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-image2pipeline_0004.rmap 1.1 K bytes (126 / 224 files) (421.4 K / 796.2 K bytes)
2026-04-15 20:06:08,876 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-detector1pipeline_0007.rmap 1.7 K bytes (127 / 224 files) (422.6 K / 796.2 K bytes)
2026-04-15 20:06:08,919 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-darkpipeline_0002.rmap 868 bytes (128 / 224 files) (424.3 K / 796.2 K bytes)
2026-04-15 20:06:08,976 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-darkcurrentstep_0001.rmap 618 bytes (129 / 224 files) (425.2 K / 796.2 K bytes)
2026-04-15 20:06:09,024 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_pars-backgroundstep_0003.rmap 822 bytes (130 / 224 files) (425.8 K / 796.2 K bytes)
2026-04-15 20:06:09,069 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_mask_0014.rmap 5.4 K bytes (131 / 224 files) (426.6 K / 796.2 K bytes)
2026-04-15 20:06:09,115 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_linearity_0011.rmap 2.4 K bytes (132 / 224 files) (432.0 K / 796.2 K bytes)
2026-04-15 20:06:09,154 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_ipc_0003.rmap 2.0 K bytes (133 / 224 files) (434.4 K / 796.2 K bytes)
2026-04-15 20:06:09,195 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_gain_0016.rmap 2.1 K bytes (134 / 224 files) (436.4 K / 796.2 K bytes)
2026-04-15 20:06:09,237 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_flat_0028.rmap 51.7 K bytes (135 / 224 files) (438.5 K / 796.2 K bytes)
2026-04-15 20:06:09,291 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_filteroffset_0004.rmap 1.4 K bytes (136 / 224 files) (490.2 K / 796.2 K bytes)
2026-04-15 20:06:09,333 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_extract1d_0007.rmap 2.2 K bytes (137 / 224 files) (491.6 K / 796.2 K bytes)
2026-04-15 20:06:09,377 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_drizpars_0001.rmap 519 bytes (138 / 224 files) (493.8 K / 796.2 K bytes)
2026-04-15 20:06:09,424 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_distortion_0034.rmap 53.4 K bytes (139 / 224 files) (494.3 K / 796.2 K bytes)
2026-04-15 20:06:09,490 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_dark_0054.rmap 33.9 K bytes (140 / 224 files) (547.6 K / 796.2 K bytes)
2026-04-15 20:06:09,548 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_bkg_0002.rmap 7.0 K bytes (141 / 224 files) (581.5 K / 796.2 K bytes)
2026-04-15 20:06:09,602 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_area_0012.rmap 33.5 K bytes (142 / 224 files) (588.5 K / 796.2 K bytes)
2026-04-15 20:06:09,699 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_apcorr_0009.rmap 4.3 K bytes (143 / 224 files) (622.0 K / 796.2 K bytes)
2026-04-15 20:06:09,745 - CRDS - INFO - Fetching mappings/jwst/jwst_nircam_abvegaoffset_0004.rmap 1.3 K bytes (144 / 224 files) (626.2 K / 796.2 K bytes)
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2026-04-15 20:06:09,833 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_wavelengthrange_0030.rmap 1.0 K bytes (146 / 224 files) (633.3 K / 796.2 K bytes)
2026-04-15 20:06:09,887 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_tsophot_0004.rmap 882 bytes (147 / 224 files) (634.3 K / 796.2 K bytes)
2026-04-15 20:06:09,933 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_straymask_0009.rmap 987 bytes (148 / 224 files) (635.2 K / 796.2 K bytes)
2026-04-15 20:06:09,976 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_specwcs_0048.rmap 5.9 K bytes (149 / 224 files) (636.2 K / 796.2 K bytes)
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2026-04-15 20:06:10,428 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_photom_0063.rmap 3.9 K bytes (158 / 224 files) (659.7 K / 796.2 K bytes)
2026-04-15 20:06:10,475 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pathloss_0005.rmap 866 bytes (159 / 224 files) (663.6 K / 796.2 K bytes)
2026-04-15 20:06:10,521 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-whitelightstep_0003.rmap 912 bytes (160 / 224 files) (664.4 K / 796.2 K bytes)
2026-04-15 20:06:10,565 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-wfsscontamstep_0001.rmap 787 bytes (161 / 224 files) (665.4 K / 796.2 K bytes)
2026-04-15 20:06:10,608 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-tweakregstep_0003.rmap 1.8 K bytes (162 / 224 files) (666.1 K / 796.2 K bytes)
2026-04-15 20:06:10,655 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-tsophotometrystep_0003.rmap 2.7 K bytes (163 / 224 files) (668.0 K / 796.2 K bytes)
2026-04-15 20:06:10,701 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-spec3pipeline_0011.rmap 886 bytes (164 / 224 files) (670.6 K / 796.2 K bytes)
2026-04-15 20:06:10,770 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-spec2pipeline_0013.rmap 1.4 K bytes (165 / 224 files) (671.5 K / 796.2 K bytes)
2026-04-15 20:06:10,822 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-sourcecatalogstep_0003.rmap 1.9 K bytes (166 / 224 files) (672.9 K / 796.2 K bytes)
2026-04-15 20:06:10,862 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-resamplestep_0002.rmap 677 bytes (167 / 224 files) (674.9 K / 796.2 K bytes)
2026-04-15 20:06:10,906 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-resamplespecstep_0002.rmap 706 bytes (168 / 224 files) (675.5 K / 796.2 K bytes)
2026-04-15 20:06:10,949 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-outlierdetectionstep_0020.rmap 3.4 K bytes (169 / 224 files) (676.2 K / 796.2 K bytes)
2026-04-15 20:06:10,998 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-jumpstep_0011.rmap 1.6 K bytes (170 / 224 files) (679.6 K / 796.2 K bytes)
2026-04-15 20:06:11,045 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-image2pipeline_0010.rmap 1.1 K bytes (171 / 224 files) (681.2 K / 796.2 K bytes)
2026-04-15 20:06:11,090 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-extract1dstep_0003.rmap 807 bytes (172 / 224 files) (682.3 K / 796.2 K bytes)
2026-04-15 20:06:11,140 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-emicorrstep_0003.rmap 796 bytes (173 / 224 files) (683.1 K / 796.2 K bytes)
2026-04-15 20:06:11,184 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-detector1pipeline_0010.rmap 1.6 K bytes (174 / 224 files) (683.9 K / 796.2 K bytes)
2026-04-15 20:06:11,232 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-darkpipeline_0002.rmap 860 bytes (175 / 224 files) (685.5 K / 796.2 K bytes)
2026-04-15 20:06:11,273 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-darkcurrentstep_0002.rmap 683 bytes (176 / 224 files) (686.3 K / 796.2 K bytes)
2026-04-15 20:06:11,317 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-backgroundstep_0003.rmap 814 bytes (177 / 224 files) (687.0 K / 796.2 K bytes)
2026-04-15 20:06:11,361 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_pars-adaptivetracemodelstep_0002.rmap 979 bytes (178 / 224 files) (687.8 K / 796.2 K bytes)
2026-04-15 20:06:11,403 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_mrsxartcorr_0002.rmap 2.2 K bytes (179 / 224 files) (688.8 K / 796.2 K bytes)
2026-04-15 20:06:11,449 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_mrsptcorr_0005.rmap 2.0 K bytes (180 / 224 files) (691.0 K / 796.2 K bytes)
2026-04-15 20:06:11,491 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_mask_0036.rmap 8.6 K bytes (181 / 224 files) (692.9 K / 796.2 K bytes)
2026-04-15 20:06:11,538 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_linearity_0018.rmap 2.8 K bytes (182 / 224 files) (701.6 K / 796.2 K bytes)
2026-04-15 20:06:11,582 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_ipc_0008.rmap 700 bytes (183 / 224 files) (704.4 K / 796.2 K bytes)
2026-04-15 20:06:11,625 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_gain_0013.rmap 3.9 K bytes (184 / 224 files) (705.1 K / 796.2 K bytes)
2026-04-15 20:06:11,676 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_fringefreq_0003.rmap 1.4 K bytes (185 / 224 files) (709.0 K / 796.2 K bytes)
2026-04-15 20:06:11,719 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_fringe_0019.rmap 3.9 K bytes (186 / 224 files) (710.5 K / 796.2 K bytes)
2026-04-15 20:06:11,762 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_flat_0073.rmap 16.5 K bytes (187 / 224 files) (714.4 K / 796.2 K bytes)
2026-04-15 20:06:11,814 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_filteroffset_0029.rmap 2.4 K bytes (188 / 224 files) (730.9 K / 796.2 K bytes)
2026-04-15 20:06:11,866 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_extract1d_0022.rmap 1.0 K bytes (189 / 224 files) (733.3 K / 796.2 K bytes)
2026-04-15 20:06:11,911 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_emicorr_0004.rmap 663 bytes (190 / 224 files) (734.3 K / 796.2 K bytes)
2026-04-15 20:06:11,949 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_drizpars_0002.rmap 511 bytes (191 / 224 files) (735.0 K / 796.2 K bytes)
2026-04-15 20:06:11,996 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_distortion_0043.rmap 4.8 K bytes (192 / 224 files) (735.5 K / 796.2 K bytes)
2026-04-15 20:06:12,039 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_dark_0039.rmap 4.3 K bytes (193 / 224 files) (740.3 K / 796.2 K bytes)
2026-04-15 20:06:12,083 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_cubepar_0017.rmap 800 bytes (194 / 224 files) (744.6 K / 796.2 K bytes)
2026-04-15 20:06:12,127 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_bkg_0004.rmap 712 bytes (195 / 224 files) (745.4 K / 796.2 K bytes)
2026-04-15 20:06:12,175 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_area_0015.rmap 866 bytes (196 / 224 files) (746.1 K / 796.2 K bytes)
2026-04-15 20:06:12,219 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_apcorr_0023.rmap 5.0 K bytes (197 / 224 files) (746.9 K / 796.2 K bytes)
2026-04-15 20:06:12,267 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_abvegaoffset_0003.rmap 1.3 K bytes (198 / 224 files) (752.0 K / 796.2 K bytes)
2026-04-15 20:06:12,307 - CRDS - INFO - Fetching mappings/jwst/jwst_miri_0487.imap 6.0 K bytes (199 / 224 files) (753.2 K / 796.2 K bytes)
2026-04-15 20:06:12,349 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_trappars_0004.rmap 903 bytes (200 / 224 files) (759.3 K / 796.2 K bytes)
2026-04-15 20:06:12,400 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_trapdensity_0006.rmap 930 bytes (201 / 224 files) (760.2 K / 796.2 K bytes)
2026-04-15 20:06:12,445 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_superbias_0017.rmap 3.8 K bytes (202 / 224 files) (761.1 K / 796.2 K bytes)
2026-04-15 20:06:12,495 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_saturation_0009.rmap 779 bytes (203 / 224 files) (764.9 K / 796.2 K bytes)
2026-04-15 20:06:12,541 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_readnoise_0014.rmap 1.3 K bytes (204 / 224 files) (765.7 K / 796.2 K bytes)
2026-04-15 20:06:12,586 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_photom_0014.rmap 1.1 K bytes (205 / 224 files) (766.9 K / 796.2 K bytes)
2026-04-15 20:06:12,626 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_persat_0006.rmap 884 bytes (206 / 224 files) (768.1 K / 796.2 K bytes)
2026-04-15 20:06:12,680 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-tweakregstep_0002.rmap 850 bytes (207 / 224 files) (769.0 K / 796.2 K bytes)
2026-04-15 20:06:12,722 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-sourcecatalogstep_0001.rmap 636 bytes (208 / 224 files) (769.8 K / 796.2 K bytes)
2026-04-15 20:06:12,766 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-outlierdetectionstep_0001.rmap 654 bytes (209 / 224 files) (770.4 K / 796.2 K bytes)
2026-04-15 20:06:12,810 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-image2pipeline_0005.rmap 974 bytes (210 / 224 files) (771.1 K / 796.2 K bytes)
2026-04-15 20:06:12,856 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-detector1pipeline_0002.rmap 1.0 K bytes (211 / 224 files) (772.1 K / 796.2 K bytes)
2026-04-15 20:06:12,896 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_pars-darkpipeline_0002.rmap 856 bytes (212 / 224 files) (773.1 K / 796.2 K bytes)
2026-04-15 20:06:12,937 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_mask_0023.rmap 1.1 K bytes (213 / 224 files) (774.0 K / 796.2 K bytes)
2026-04-15 20:06:12,979 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_linearity_0015.rmap 925 bytes (214 / 224 files) (775.0 K / 796.2 K bytes)
2026-04-15 20:06:13,019 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_ipc_0003.rmap 614 bytes (215 / 224 files) (775.9 K / 796.2 K bytes)
2026-04-15 20:06:13,068 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_gain_0010.rmap 890 bytes (216 / 224 files) (776.5 K / 796.2 K bytes)
2026-04-15 20:06:13,111 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_flat_0009.rmap 1.1 K bytes (217 / 224 files) (777.4 K / 796.2 K bytes)
2026-04-15 20:06:13,155 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_distortion_0011.rmap 1.2 K bytes (218 / 224 files) (778.6 K / 796.2 K bytes)
2026-04-15 20:06:13,193 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_dark_0017.rmap 4.3 K bytes (219 / 224 files) (779.8 K / 796.2 K bytes)
2026-04-15 20:06:13,236 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_area_0010.rmap 1.2 K bytes (220 / 224 files) (784.1 K / 796.2 K bytes)
2026-04-15 20:06:13,277 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_apcorr_0004.rmap 4.0 K bytes (221 / 224 files) (785.2 K / 796.2 K bytes)
2026-04-15 20:06:13,319 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_abvegaoffset_0002.rmap 1.3 K bytes (222 / 224 files) (789.2 K / 796.2 K bytes)
2026-04-15 20:06:13,367 - CRDS - INFO - Fetching mappings/jwst/jwst_fgs_0125.imap 5.1 K bytes (223 / 224 files) (790.5 K / 796.2 K bytes)
2026-04-15 20:06:13,418 - CRDS - INFO - Fetching mappings/jwst/jwst_1535.pmap 580 bytes (224 / 224 files) (795.6 K / 796.2 K bytes)
2026-04-15 20:06:13,741 - CRDS - INFO - Fetching references/jwst/nircam/jwst_nircam_pars-tweakregstep_0041.asdf 1.6 K bytes (1 / 1 files) (0 / 1.6 K bytes)
2026-04-15 20:06:13,806 - CRDS - INFO - Fetching references/jwst/nircam/jwst_nircam_pars-resamplestep_0001.asdf 1.1 K bytes (1 / 1 files) (0 / 1.1 K bytes)
2026-04-15 20:06:13,862 - CRDS - INFO - Fetching references/jwst/nircam/jwst_nircam_pars-sourcecatalogstep_0027.asdf 992 bytes (1 / 1 files) (0 / 992 bytes)
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -624635.150 < inf | logz: -624640.459 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -508463.317 < inf | logz: -508468.635 +/- 0.230 | dlogz: 624620.426 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -483424.235 < inf | logz: -483429.563 +/- 0.230 | dlogz: 508448.592 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -466505.519 < inf | logz: -466510.858 +/- 0.230 | dlogz: 483409.511 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -462862.011 < inf | logz: -462867.359 +/- 0.231 | dlogz: 466490.795 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -418692.633 < inf | logz: -418697.991 +/- 0.231 | dlogz: 462847.287 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -359006.482 < inf | logz: -359011.850 +/- 0.231 | dlogz: 418677.909 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -303229.196 < inf | logz: -303234.574 +/- 0.231 | dlogz: 358991.758 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -293769.291 < inf | logz: -293774.679 +/- 0.232 | dlogz: 303214.472 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -293409.032 < inf | logz: -293414.430 +/- 0.232 | dlogz: 293754.567 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -285459.660 < inf | logz: -285465.068 +/- 0.232 | dlogz: 293394.308 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -213020.148 < inf | logz: -213025.566 +/- 0.232 | dlogz: 285444.936 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -205980.518 < inf | logz: -205985.946 +/- 0.232 | dlogz: 213005.424 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -203930.965 < inf | logz: -203936.402 +/- 0.233 | dlogz: 205965.794 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 13.043 | loglstar: -inf < -179218.822 < inf | logz: -179224.270 +/- 0.233 | dlogz: 203916.240 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 13.793 | loglstar: -inf < -163156.772 < inf | logz: -163162.230 +/- 0.233 | dlogz: 179204.098 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 14.530 | loglstar: -inf < -147457.107 < inf | logz: -147462.575 +/- 0.233 | dlogz: 163142.048 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 15.254 | loglstar: -inf < -146615.673 < inf | logz: -146621.150 +/- 0.233 | dlogz: 147442.383 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 15.966 | loglstar: -inf < -145224.376 < inf | logz: -145229.863 +/- 0.234 | dlogz: 146600.949 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 16.667 | loglstar: -inf < -141936.290 < inf | logz: -141941.788 +/- 0.234 | dlogz: 145209.652 > 0.109
iter: 21 | bound: 0 | nc: 2 | ncall: 122 | eff(%): 17.213 | loglstar: -inf < -126406.852 < inf | logz: -126412.359 +/- 0.234 | dlogz: 141921.566 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 17.886 | loglstar: -inf < -105166.725 < inf | logz: -105172.242 +/- 0.234 | dlogz: 126392.127 > 0.109
iter: 23 | bound: 0 | nc: 2 | ncall: 125 | eff(%): 18.400 | loglstar: -inf < -84796.247 < inf | logz: -84801.774 +/- 0.235 | dlogz: 105152.000 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 19.048 | loglstar: -inf < -80650.091 < inf | logz: -80655.628 +/- 0.235 | dlogz: 84781.522 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 19.685 | loglstar: -inf < -77968.924 < inf | logz: -77974.471 +/- 0.235 | dlogz: 80635.366 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 20.312 | loglstar: -inf < -69088.050 < inf | logz: -69093.607 +/- 0.235 | dlogz: 77954.199 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 20.930 | loglstar: -inf < -55046.022 < inf | logz: -55051.589 +/- 0.235 | dlogz: 69073.326 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 21.538 | loglstar: -inf < -46350.856 < inf | logz: -46356.433 +/- 0.236 | dlogz: 55031.297 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 22.137 | loglstar: -inf < -44596.545 < inf | logz: -44602.132 +/- 0.236 | dlogz: 46336.132 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 22.727 | loglstar: -inf < -44161.400 < inf | logz: -44166.997 +/- 0.236 | dlogz: 44581.821 > 0.109
iter: 31 | bound: 0 | nc: 2 | ncall: 134 | eff(%): 23.134 | loglstar: -inf < -38995.437 < inf | logz: -39001.044 +/- 0.236 | dlogz: 44146.676 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 23.704 | loglstar: -inf < -27831.721 < inf | logz: -27837.338 +/- 0.236 | dlogz: 38980.713 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 24.265 | loglstar: -inf < -27775.594 < inf | logz: -27781.221 +/- 0.237 | dlogz: 27816.997 > 0.109
iter: 34 | bound: 0 | nc: 2 | ncall: 138 | eff(%): 24.638 | loglstar: -inf < -23974.242 < inf | logz: -23979.879 +/- 0.237 | dlogz: 27760.870 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 25.180 | loglstar: -inf < -18343.880 < inf | logz: -18349.526 +/- 0.237 | dlogz: 23959.518 > 0.109
iter: 36 | bound: 0 | nc: 3 | ncall: 142 | eff(%): 25.352 | loglstar: -inf < -15285.710 < inf | logz: -15291.367 +/- 0.237 | dlogz: 18329.155 > 0.109
iter: 37 | bound: 0 | nc: 3 | ncall: 145 | eff(%): 25.517 | loglstar: -inf < -14764.995 < inf | logz: -14770.661 +/- 0.237 | dlogz: 15270.986 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 26.027 | loglstar: -inf < -14536.915 < inf | logz: -14542.591 +/- 0.238 | dlogz: 14750.270 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 26.531 | loglstar: -inf < -12216.132 < inf | logz: -12221.818 +/- 0.238 | dlogz: 14522.191 > 0.109
iter: 40 | bound: 0 | nc: 2 | ncall: 149 | eff(%): 26.846 | loglstar: -inf < -12164.174 < inf | logz: -12169.870 +/- 0.238 | dlogz: 12201.407 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 27.333 | loglstar: -inf < -11022.748 < inf | logz: -11028.454 +/- 0.238 | dlogz: 12149.450 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 27.815 | loglstar: -inf < -9788.866 < inf | logz: -9794.582 +/- 0.238 | dlogz: 11008.023 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 28.289 | loglstar: -inf < -9462.733 < inf | logz: -9468.459 +/- 0.239 | dlogz: 9774.141 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 28.758 | loglstar: -inf < -9432.205 < inf | logz: -9437.941 +/- 0.239 | dlogz: 9448.008 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 29.221 | loglstar: -inf < -7754.643 < inf | logz: -7760.389 +/- 0.239 | dlogz: 9417.480 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 29.677 | loglstar: -inf < -7603.806 < inf | logz: -7609.562 +/- 0.239 | dlogz: 7739.918 > 0.109
iter: 47 | bound: 0 | nc: 3 | ncall: 158 | eff(%): 29.747 | loglstar: -inf < -6782.940 < inf | logz: -6788.706 +/- 0.240 | dlogz: 7589.082 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 30.189 | loglstar: -inf < -6726.359 < inf | logz: -6732.135 +/- 0.240 | dlogz: 6768.215 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 30.625 | loglstar: -inf < -6238.429 < inf | logz: -6244.215 +/- 0.240 | dlogz: 6711.635 > 0.109
iter: 50 | bound: 0 | nc: 6 | ncall: 166 | eff(%): 30.120 | loglstar: -inf < -6112.483 < inf | logz: -6118.279 +/- 0.240 | dlogz: 6223.704 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 168 | eff(%): 30.357 | loglstar: -inf < -6027.551 < inf | logz: -6033.356 +/- 0.240 | dlogz: 6097.758 > 0.109
iter: 52 | bound: 0 | nc: 4 | ncall: 172 | eff(%): 30.233 | loglstar: -inf < -5888.097 < inf | logz: -5893.913 +/- 0.241 | dlogz: 6012.826 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 30.636 | loglstar: -inf < -5832.763 < inf | logz: -5838.589 +/- 0.241 | dlogz: 5873.373 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 31.034 | loglstar: -inf < -5590.028 < inf | logz: -5595.863 +/- 0.241 | dlogz: 5818.039 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 175 | eff(%): 31.429 | loglstar: -inf < -5319.294 < inf | logz: -5325.139 +/- 0.241 | dlogz: 5575.303 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 176 | eff(%): 31.818 | loglstar: -inf < -5145.134 < inf | logz: -5150.990 +/- 0.241 | dlogz: 5304.569 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 32.203 | loglstar: -inf < -4816.267 < inf | logz: -4822.132 +/- 0.242 | dlogz: 5130.410 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 32.584 | loglstar: -inf < -4609.536 < inf | logz: -4615.412 +/- 0.242 | dlogz: 4801.542 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 32.961 | loglstar: -inf < -4436.004 < inf | logz: -4441.889 +/- 0.242 | dlogz: 4594.812 > 0.109
iter: 60 | bound: 0 | nc: 2 | ncall: 181 | eff(%): 33.149 | loglstar: -inf < -4265.113 < inf | logz: -4271.009 +/- 0.242 | dlogz: 4421.279 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 183 | eff(%): 33.333 | loglstar: -inf < -4139.890 < inf | logz: -4145.796 +/- 0.242 | dlogz: 4250.389 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 185 | eff(%): 33.514 | loglstar: -inf < -4059.148 < inf | logz: -4065.063 +/- 0.243 | dlogz: 4125.166 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 186 | eff(%): 33.871 | loglstar: -inf < -3612.945 < inf | logz: -3618.870 +/- 0.243 | dlogz: 4044.424 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 187 | eff(%): 34.225 | loglstar: -inf < -3512.049 < inf | logz: -3517.985 +/- 0.243 | dlogz: 3598.220 > 0.109
iter: 65 | bound: 0 | nc: 5 | ncall: 192 | eff(%): 33.854 | loglstar: -inf < -3465.665 < inf | logz: -3471.610 +/- 0.243 | dlogz: 3497.325 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 193 | eff(%): 34.197 | loglstar: -inf < -3441.265 < inf | logz: -3447.220 +/- 0.243 | dlogz: 3450.940 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 34.536 | loglstar: -inf < -3326.433 < inf | logz: -3332.397 +/- 0.244 | dlogz: 3426.541 > 0.109
iter: 68 | bound: 0 | nc: 3 | ncall: 197 | eff(%): 34.518 | loglstar: -inf < -3221.806 < inf | logz: -3227.781 +/- 0.244 | dlogz: 3311.708 > 0.109
iter: 69 | bound: 0 | nc: 3 | ncall: 200 | eff(%): 34.500 | loglstar: -inf < -3173.436 < inf | logz: -3179.421 +/- 0.244 | dlogz: 3207.082 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 201 | eff(%): 34.826 | loglstar: -inf < -3112.786 < inf | logz: -3118.781 +/- 0.244 | dlogz: 3158.712 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 203 | eff(%): 34.975 | loglstar: -inf < -3087.150 < inf | logz: -3093.155 +/- 0.244 | dlogz: 3098.061 > 0.109
iter: 72 | bound: 0 | nc: 4 | ncall: 207 | eff(%): 34.783 | loglstar: -inf < -3012.714 < inf | logz: -3018.729 +/- 0.245 | dlogz: 3072.426 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 209 | eff(%): 34.928 | loglstar: -inf < -2839.262 < inf | logz: -2845.287 +/- 0.245 | dlogz: 2997.990 > 0.109
iter: 74 | bound: 0 | nc: 2 | ncall: 211 | eff(%): 35.071 | loglstar: -inf < -2743.106 < inf | logz: -2749.140 +/- 0.245 | dlogz: 2824.538 > 0.109
iter: 75 | bound: 0 | nc: 5 | ncall: 216 | eff(%): 34.722 | loglstar: -inf < -2739.124 < inf | logz: -2745.132 +/- 0.242 | dlogz: 2728.381 > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 219 | eff(%): 34.703 | loglstar: -inf < -2716.296 < inf | logz: -2722.351 +/- 0.245 | dlogz: 2724.363 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 220 | eff(%): 35.000 | loglstar: -inf < -2506.801 < inf | logz: -2512.865 +/- 0.246 | dlogz: 2701.572 > 0.109
iter: 78 | bound: 0 | nc: 4 | ncall: 224 | eff(%): 34.821 | loglstar: -inf < -2504.154 < inf | logz: -2510.095 +/- 0.236 | dlogz: 2492.076 > 0.109
iter: 79 | bound: 0 | nc: 9 | ncall: 233 | eff(%): 33.906 | loglstar: -inf < -2430.744 < inf | logz: -2436.828 +/- 0.246 | dlogz: 2489.296 > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 237 | eff(%): 33.755 | loglstar: -inf < -2355.089 < inf | logz: -2361.183 +/- 0.246 | dlogz: 2416.019 > 0.109
iter: 81 | bound: 0 | nc: 5 | ncall: 242 | eff(%): 33.471 | loglstar: -inf < -2292.435 < inf | logz: -2298.539 +/- 0.246 | dlogz: 2340.365 > 0.109
iter: 82 | bound: 0 | nc: 2 | ncall: 244 | eff(%): 33.607 | loglstar: -inf < -2110.477 < inf | logz: -2116.592 +/- 0.247 | dlogz: 2277.710 > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 245 | eff(%): 33.878 | loglstar: -inf < -1991.609 < inf | logz: -1997.733 +/- 0.247 | dlogz: 2095.753 > 0.109
iter: 84 | bound: 0 | nc: 2 | ncall: 247 | eff(%): 34.008 | loglstar: -inf < -1798.605 < inf | logz: -1804.740 +/- 0.247 | dlogz: 1976.884 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 248 | eff(%): 34.274 | loglstar: -inf < -1721.209 < inf | logz: -1727.353 +/- 0.247 | dlogz: 1783.881 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 250 | eff(%): 34.400 | loglstar: -inf < -1700.471 < inf | logz: -1706.625 +/- 0.247 | dlogz: 1706.484 > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 251 | eff(%): 34.661 | loglstar: -inf < -1553.807 < inf | logz: -1559.971 +/- 0.248 | dlogz: 1685.746 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 252 | eff(%): 34.921 | loglstar: -inf < -1523.447 < inf | logz: -1529.621 +/- 0.248 | dlogz: 1539.083 > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 254 | eff(%): 35.039 | loglstar: -inf < -1484.111 < inf | logz: -1490.295 +/- 0.248 | dlogz: 1508.723 > 0.109
iter: 90 | bound: 0 | nc: 6 | ncall: 260 | eff(%): 34.615 | loglstar: -inf < -1467.287 < inf | logz: -1473.481 +/- 0.248 | dlogz: 1469.387 > 0.109
iter: 91 | bound: 0 | nc: 3 | ncall: 263 | eff(%): 34.601 | loglstar: -inf < -1409.924 < inf | logz: -1416.128 +/- 0.248 | dlogz: 1452.562 > 0.109
iter: 92 | bound: 0 | nc: 3 | ncall: 266 | eff(%): 34.586 | loglstar: -inf < -1409.168 < inf | logz: -1414.717 +/- 0.227 | dlogz: 1395.200 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 267 | eff(%): 34.831 | loglstar: -inf < -1400.316 < inf | logz: -1406.539 +/- 0.249 | dlogz: 1393.779 > 0.109
iter: 94 | bound: 0 | nc: 4 | ncall: 271 | eff(%): 34.686 | loglstar: -inf < -1375.838 < inf | logz: -1382.072 +/- 0.249 | dlogz: 1385.591 > 0.109
iter: 95 | bound: 0 | nc: 4 | ncall: 275 | eff(%): 34.545 | loglstar: -inf < -1331.183 < inf | logz: -1337.426 +/- 0.249 | dlogz: 1361.113 > 0.109
iter: 96 | bound: 0 | nc: 8 | ncall: 283 | eff(%): 33.922 | loglstar: -inf < -1320.069 < inf | logz: -1326.323 +/- 0.249 | dlogz: 1316.458 > 0.109
iter: 97 | bound: 0 | nc: 1 | ncall: 284 | eff(%): 34.155 | loglstar: -inf < -1279.746 < inf | logz: -1286.009 +/- 0.250 | dlogz: 1305.345 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 285 | eff(%): 34.386 | loglstar: -inf < -1271.549 < inf | logz: -1277.821 +/- 0.250 | dlogz: 1265.021 > 0.109
iter: 99 | bound: 0 | nc: 6 | ncall: 291 | eff(%): 34.021 | loglstar: -inf < -1235.651 < inf | logz: -1241.935 +/- 0.250 | dlogz: 1256.824 > 0.109
iter: 100 | bound: 0 | nc: 4 | ncall: 295 | eff(%): 33.898 | loglstar: -inf < -1227.881 < inf | logz: -1234.174 +/- 0.250 | dlogz: 1220.927 > 0.109
iter: 101 | bound: 0 | nc: 4 | ncall: 299 | eff(%): 33.779 | loglstar: -inf < -1185.009 < inf | logz: -1191.312 +/- 0.250 | dlogz: 1213.156 > 0.109
iter: 102 | bound: 0 | nc: 2 | ncall: 301 | eff(%): 33.887 | loglstar: -inf < -1124.902 < inf | logz: -1131.216 +/- 0.251 | dlogz: 1170.285 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 302 | eff(%): 34.106 | loglstar: -inf < -1107.939 < inf | logz: -1114.262 +/- 0.251 | dlogz: 1110.178 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 303 | eff(%): 34.323 | loglstar: -inf < -1081.620 < inf | logz: -1087.953 +/- 0.251 | dlogz: 1093.214 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 34.539 | loglstar: -inf < -1077.858 < inf | logz: -1084.155 +/- 0.247 | dlogz: 1066.895 > 0.109
iter: 106 | bound: 0 | nc: 4 | ncall: 308 | eff(%): 34.416 | loglstar: -inf < -1074.628 < inf | logz: -1080.902 +/- 0.245 | dlogz: 1063.088 > 0.109
iter: 107 | bound: 0 | nc: 2 | ncall: 310 | eff(%): 34.516 | loglstar: -inf < -1067.973 < inf | logz: -1074.334 +/- 0.251 | dlogz: 1059.825 > 0.109
iter: 108 | bound: 0 | nc: 2 | ncall: 312 | eff(%): 34.615 | loglstar: -inf < -1055.919 < inf | logz: -1062.292 +/- 0.252 | dlogz: 1053.246 > 0.109
iter: 109 | bound: 0 | nc: 5 | ncall: 317 | eff(%): 34.385 | loglstar: -inf < -1043.615 < inf | logz: -1049.998 +/- 0.252 | dlogz: 1041.194 > 0.109
iter: 110 | bound: 0 | nc: 5 | ncall: 322 | eff(%): 34.161 | loglstar: -inf < -1033.185 < inf | logz: -1039.578 +/- 0.252 | dlogz: 1028.891 > 0.109
iter: 111 | bound: 0 | nc: 3 | ncall: 325 | eff(%): 34.154 | loglstar: -inf < -1029.142 < inf | logz: -1035.510 +/- 0.249 | dlogz: 1018.461 > 0.109
iter: 112 | bound: 0 | nc: 1 | ncall: 326 | eff(%): 34.356 | loglstar: -inf < -1025.976 < inf | logz: -1032.306 +/- 0.246 | dlogz: 1014.383 > 0.109
iter: 113 | bound: 0 | nc: 2 | ncall: 328 | eff(%): 34.451 | loglstar: -inf < -1004.800 < inf | logz: -1011.222 +/- 0.253 | dlogz: 1011.169 > 0.109
iter: 114 | bound: 0 | nc: 2 | ncall: 330 | eff(%): 34.545 | loglstar: -inf < -987.876 < inf | logz: -994.308 +/- 0.253 | dlogz: 990.075 > 0.109
iter: 115 | bound: 0 | nc: 5 | ncall: 335 | eff(%): 34.328 | loglstar: -inf < -974.246 < inf | logz: -980.689 +/- 0.253 | dlogz: 973.151 > 0.109
iter: 116 | bound: 0 | nc: 3 | ncall: 338 | eff(%): 34.320 | loglstar: -inf < -945.795 < inf | logz: -952.247 +/- 0.253 | dlogz: 959.522 > 0.109
iter: 117 | bound: 0 | nc: 1 | ncall: 339 | eff(%): 34.513 | loglstar: -inf < -937.910 < inf | logz: -944.372 +/- 0.253 | dlogz: 931.070 > 0.109
iter: 118 | bound: 0 | nc: 2 | ncall: 341 | eff(%): 34.604 | loglstar: -inf < -936.387 < inf | logz: -942.496 +/- 0.237 | dlogz: 923.185 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 342 | eff(%): 34.795 | loglstar: -inf < -887.391 < inf | logz: -893.873 +/- 0.254 | dlogz: 921.299 > 0.109
iter: 120 | bound: 0 | nc: 2 | ncall: 344 | eff(%): 34.884 | loglstar: -inf < -882.475 < inf | logz: -888.953 +/- 0.252 | dlogz: 872.667 > 0.109
iter: 121 | bound: 0 | nc: 4 | ncall: 348 | eff(%): 34.770 | loglstar: -inf < -856.012 < inf | logz: -862.514 +/- 0.254 | dlogz: 867.736 > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 351 | eff(%): 34.758 | loglstar: -inf < -836.524 < inf | logz: -843.037 +/- 0.255 | dlogz: 841.287 > 0.109
iter: 123 | bound: 0 | nc: 5 | ncall: 356 | eff(%): 34.551 | loglstar: -inf < -815.211 < inf | logz: -821.733 +/- 0.255 | dlogz: 821.800 > 0.109
iter: 124 | bound: 0 | nc: 2 | ncall: 358 | eff(%): 34.637 | loglstar: -inf < -771.049 < inf | logz: -777.581 +/- 0.255 | dlogz: 800.486 > 0.109
iter: 125 | bound: 0 | nc: 4 | ncall: 362 | eff(%): 34.530 | loglstar: -inf < -768.996 < inf | logz: -775.309 +/- 0.242 | dlogz: 756.324 > 0.109
iter: 126 | bound: 0 | nc: 1 | ncall: 363 | eff(%): 34.711 | loglstar: -inf < -766.555 < inf | logz: -772.927 +/- 0.243 | dlogz: 754.042 > 0.109
iter: 127 | bound: 0 | nc: 6 | ncall: 369 | eff(%): 34.417 | loglstar: -inf < -759.027 < inf | logz: -765.588 +/- 0.255 | dlogz: 751.650 > 0.109
iter: 128 | bound: 0 | nc: 3 | ncall: 372 | eff(%): 34.409 | loglstar: -inf < -754.548 < inf | logz: -761.097 +/- 0.253 | dlogz: 744.301 > 0.109
iter: 129 | bound: 0 | nc: 1 | ncall: 373 | eff(%): 34.584 | loglstar: -inf < -736.603 < inf | logz: -743.185 +/- 0.256 | dlogz: 739.801 > 0.109
iter: 130 | bound: 0 | nc: 4 | ncall: 377 | eff(%): 34.483 | loglstar: -inf < -686.180 < inf | logz: -692.772 +/- 0.256 | dlogz: 721.878 > 0.109
iter: 131 | bound: 0 | nc: 11 | ncall: 388 | eff(%): 33.763 | loglstar: -inf < -681.464 < inf | logz: -688.048 +/- 0.254 | dlogz: 671.455 > 0.109
iter: 132 | bound: 0 | nc: 3 | ncall: 391 | eff(%): 33.760 | loglstar: -inf < -660.373 < inf | logz: -666.985 +/- 0.256 | dlogz: 666.722 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 394 | eff(%): 33.756 | loglstar: -inf < -637.515 < inf | logz: -644.137 +/- 0.257 | dlogz: 645.649 > 0.109
iter: 134 | bound: 0 | nc: 7 | ncall: 401 | eff(%): 33.416 | loglstar: -inf < -637.331 < inf | logz: -642.980 +/- 0.235 | dlogz: 622.791 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 402 | eff(%): 33.582 | loglstar: -inf < -631.899 < inf | logz: -638.524 +/- 0.255 | dlogz: 621.624 > 0.109
iter: 136 | bound: 0 | nc: 3 | ncall: 405 | eff(%): 33.580 | loglstar: -inf < -623.729 < inf | logz: -630.380 +/- 0.257 | dlogz: 617.158 > 0.109
iter: 137 | bound: 0 | nc: 1 | ncall: 406 | eff(%): 33.744 | loglstar: -inf < -616.503 < inf | logz: -623.163 +/- 0.257 | dlogz: 609.004 > 0.109
iter: 138 | bound: 0 | nc: 4 | ncall: 410 | eff(%): 33.659 | loglstar: -inf < -586.870 < inf | logz: -593.542 +/- 0.258 | dlogz: 601.777 > 0.109
iter: 139 | bound: 0 | nc: 1 | ncall: 411 | eff(%): 33.820 | loglstar: -inf < -576.889 < inf | logz: -583.570 +/- 0.258 | dlogz: 572.146 > 0.109
iter: 140 | bound: 0 | nc: 10 | ncall: 421 | eff(%): 33.254 | loglstar: -inf < -574.121 < inf | logz: -580.693 +/- 0.250 | dlogz: 562.164 > 0.109
iter: 141 | bound: 0 | nc: 10 | ncall: 431 | eff(%): 32.715 | loglstar: -inf < -570.753 < inf | logz: -577.383 +/- 0.252 | dlogz: 559.277 > 0.109
iter: 142 | bound: 0 | nc: 2 | ncall: 433 | eff(%): 32.794 | loglstar: -inf < -542.620 < inf | logz: -549.331 +/- 0.258 | dlogz: 555.957 > 0.109
iter: 143 | bound: 0 | nc: 3 | ncall: 436 | eff(%): 32.798 | loglstar: -inf < -533.598 < inf | logz: -540.319 +/- 0.259 | dlogz: 527.895 > 0.109
iter: 144 | bound: 0 | nc: 2 | ncall: 438 | eff(%): 32.877 | loglstar: -inf < -532.912 < inf | logz: -538.944 +/- 0.238 | dlogz: 518.873 > 0.109
iter: 145 | bound: 0 | nc: 1 | ncall: 439 | eff(%): 33.030 | loglstar: -inf < -522.771 < inf | logz: -529.512 +/- 0.259 | dlogz: 517.488 > 0.109
iter: 146 | bound: 0 | nc: 2 | ncall: 441 | eff(%): 33.107 | loglstar: -inf < -520.005 < inf | logz: -526.637 +/- 0.251 | dlogz: 508.046 > 0.109
iter: 147 | bound: 0 | nc: 11 | ncall: 452 | eff(%): 32.522 | loglstar: -inf < -513.321 < inf | logz: -520.080 +/- 0.259 | dlogz: 505.162 > 0.109
iter: 148 | bound: 0 | nc: 4 | ncall: 456 | eff(%): 32.456 | loglstar: -inf < -511.216 < inf | logz: -517.767 +/- 0.247 | dlogz: 498.594 > 0.109
iter: 149 | bound: 0 | nc: 3 | ncall: 459 | eff(%): 32.462 | loglstar: -inf < -508.497 < inf | logz: -515.139 +/- 0.250 | dlogz: 496.272 > 0.109
iter: 150 | bound: 0 | nc: 1 | ncall: 460 | eff(%): 32.609 | loglstar: -inf < -490.520 < inf | logz: -497.311 +/- 0.260 | dlogz: 493.633 > 0.109
iter: 151 | bound: 0 | nc: 5 | ncall: 465 | eff(%): 32.473 | loglstar: -inf < -478.110 < inf | logz: -484.911 +/- 0.260 | dlogz: 475.796 > 0.109
iter: 152 | bound: 0 | nc: 5 | ncall: 470 | eff(%): 32.340 | loglstar: -inf < -467.732 < inf | logz: -474.542 +/- 0.260 | dlogz: 463.386 > 0.109
iter: 153 | bound: 0 | nc: 1 | ncall: 471 | eff(%): 32.484 | loglstar: -inf < -461.266 < inf | logz: -468.083 +/- 0.260 | dlogz: 453.007 > 0.109
iter: 154 | bound: 0 | nc: 6 | ncall: 477 | eff(%): 32.285 | loglstar: -inf < -452.073 < inf | logz: -458.903 +/- 0.261 | dlogz: 446.538 > 0.109
iter: 155 | bound: 0 | nc: 3 | ncall: 480 | eff(%): 32.292 | loglstar: -inf < -444.920 < inf | logz: -451.759 +/- 0.261 | dlogz: 437.348 > 0.109
iter: 156 | bound: 0 | nc: 4 | ncall: 484 | eff(%): 32.231 | loglstar: -inf < -444.671 < inf | logz: -450.579 +/- 0.239 | dlogz: 430.194 > 0.109
iter: 157 | bound: 0 | nc: 5 | ncall: 489 | eff(%): 32.106 | loglstar: -inf < -440.941 < inf | logz: -447.719 +/- 0.254 | dlogz: 429.004 > 0.109
iter: 158 | bound: 0 | nc: 1 | ncall: 490 | eff(%): 32.245 | loglstar: -inf < -430.385 < inf | logz: -437.256 +/- 0.261 | dlogz: 426.134 > 0.109
iter: 159 | bound: 0 | nc: 5 | ncall: 495 | eff(%): 32.121 | loglstar: -inf < -418.970 < inf | logz: -425.850 +/- 0.262 | dlogz: 415.661 > 0.109
iter: 160 | bound: 0 | nc: 7 | ncall: 502 | eff(%): 31.873 | loglstar: -inf < -418.680 < inf | logz: -424.652 +/- 0.240 | dlogz: 404.246 > 0.109
iter: 161 | bound: 0 | nc: 8 | ncall: 510 | eff(%): 31.569 | loglstar: -inf < -412.531 < inf | logz: -419.424 +/- 0.261 | dlogz: 403.038 > 0.109
iter: 162 | bound: 0 | nc: 10 | ncall: 520 | eff(%): 31.154 | loglstar: -inf < -392.618 < inf | logz: -399.528 +/- 0.262 | dlogz: 397.799 > 0.109
iter: 163 | bound: 0 | nc: 2 | ncall: 522 | eff(%): 31.226 | loglstar: -inf < -391.382 < inf | logz: -397.842 +/- 0.244 | dlogz: 377.894 > 0.109
iter: 164 | bound: 0 | nc: 4 | ncall: 526 | eff(%): 31.179 | loglstar: -inf < -376.232 < inf | logz: -383.162 +/- 0.263 | dlogz: 376.198 > 0.109
iter: 165 | bound: 0 | nc: 7 | ncall: 533 | eff(%): 30.957 | loglstar: -inf < -363.727 < inf | logz: -370.667 +/- 0.263 | dlogz: 361.508 > 0.109
iter: 166 | bound: 0 | nc: 4 | ncall: 537 | eff(%): 30.912 | loglstar: -inf < -359.555 < inf | logz: -366.474 +/- 0.260 | dlogz: 349.003 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 538 | eff(%): 31.041 | loglstar: -inf < -352.904 < inf | logz: -359.862 +/- 0.263 | dlogz: 344.800 > 0.109
iter: 168 | bound: 0 | nc: 8 | ncall: 546 | eff(%): 30.769 | loglstar: -inf < -346.764 < inf | logz: -353.730 +/- 0.263 | dlogz: 338.177 > 0.109
iter: 169 | bound: 0 | nc: 1 | ncall: 547 | eff(%): 30.896 | loglstar: -inf < -342.241 < inf | logz: -349.199 +/- 0.261 | dlogz: 332.035 > 0.109
iter: 170 | bound: 0 | nc: 23 | ncall: 570 | eff(%): 29.825 | loglstar: -inf < -331.755 < inf | logz: -338.745 +/- 0.264 | dlogz: 327.495 > 0.109
iter: 171 | bound: 0 | nc: 5 | ncall: 575 | eff(%): 29.739 | loglstar: -inf < -325.286 < inf | logz: -332.283 +/- 0.263 | dlogz: 317.031 > 0.109
iter: 172 | bound: 0 | nc: 2 | ncall: 577 | eff(%): 29.809 | loglstar: -inf < -324.503 < inf | logz: -330.861 +/- 0.244 | dlogz: 310.559 > 0.109
iter: 173 | bound: 0 | nc: 1 | ncall: 578 | eff(%): 29.931 | loglstar: -inf < -311.199 < inf | logz: -318.219 +/- 0.264 | dlogz: 309.127 > 0.109
iter: 174 | bound: 0 | nc: 2 | ncall: 580 | eff(%): 30.000 | loglstar: -inf < -265.739 < inf | logz: -272.769 +/- 0.264 | dlogz: 296.475 > 0.109
iter: 175 | bound: 0 | nc: 6 | ncall: 586 | eff(%): 29.863 | loglstar: -inf < -265.534 < inf | logz: -271.604 +/- 0.243 | dlogz: 251.015 > 0.109
iter: 176 | bound: 0 | nc: 1 | ncall: 587 | eff(%): 29.983 | loglstar: -inf < -255.337 < inf | logz: -262.387 +/- 0.265 | dlogz: 249.840 > 0.109
iter: 177 | bound: 0 | nc: 4 | ncall: 591 | eff(%): 29.949 | loglstar: -inf < -253.955 < inf | logz: -260.606 +/- 0.248 | dlogz: 240.613 > 0.109
iter: 178 | bound: 0 | nc: 11 | ncall: 602 | eff(%): 29.568 | loglstar: -inf < -249.647 < inf | logz: -256.683 +/- 0.262 | dlogz: 238.822 > 0.109
iter: 179 | bound: 0 | nc: 21 | ncall: 623 | eff(%): 28.732 | loglstar: -inf < -247.644 < inf | logz: -254.480 +/- 0.252 | dlogz: 234.890 > 0.109
iter: 180 | bound: 0 | nc: 11 | ncall: 634 | eff(%): 28.391 | loglstar: -inf < -246.486 < inf | logz: -253.034 +/- 0.243 | dlogz: 232.676 > 0.109
iter: 181 | bound: 0 | nc: 9 | ncall: 643 | eff(%): 28.149 | loglstar: -inf < -246.447 < inf | logz: -252.257 +/- 0.234 | dlogz: 231.220 > 0.109
iter: 182 | bound: 0 | nc: 17 | ncall: 660 | eff(%): 27.576 | loglstar: -inf < -243.097 < inf | logz: -250.054 +/- 0.253 | dlogz: 230.433 > 0.109
iter: 183 | bound: 0 | nc: 1 | ncall: 661 | eff(%): 27.685 | loglstar: -inf < -242.512 < inf | logz: -248.837 +/- 0.241 | dlogz: 228.221 > 0.109
iter: 184 | bound: 0 | nc: 3 | ncall: 664 | eff(%): 27.711 | loglstar: -inf < -237.443 < inf | logz: -244.552 +/- 0.264 | dlogz: 226.993 > 0.109
iter: 185 | bound: 0 | nc: 5 | ncall: 669 | eff(%): 27.653 | loglstar: -inf < -237.044 < inf | logz: -243.324 +/- 0.245 | dlogz: 222.699 > 0.109
iter: 186 | bound: 0 | nc: 4 | ncall: 673 | eff(%): 27.637 | loglstar: -inf < -236.580 < inf | logz: -242.589 +/- 0.235 | dlogz: 221.460 > 0.109
iter: 187 | bound: 0 | nc: 4 | ncall: 677 | eff(%): 27.622 | loglstar: -inf < -232.395 < inf | logz: -239.492 +/- 0.261 | dlogz: 220.715 > 0.109
iter: 188 | bound: 0 | nc: 2 | ncall: 679 | eff(%): 27.688 | loglstar: -inf < -231.698 < inf | logz: -238.157 +/- 0.245 | dlogz: 217.609 > 0.109
iter: 189 | bound: 0 | nc: 8 | ncall: 687 | eff(%): 27.511 | loglstar: -inf < -231.590 < inf | logz: -237.450 +/- 0.235 | dlogz: 216.264 > 0.109
iter: 190 | bound: 0 | nc: 4 | ncall: 691 | eff(%): 27.496 | loglstar: -inf < -230.652 < inf | logz: -236.787 +/- 0.231 | dlogz: 215.546 > 0.109
iter: 191 | bound: 0 | nc: 8 | ncall: 699 | eff(%): 27.325 | loglstar: -inf < -229.523 < inf | logz: -235.906 +/- 0.233 | dlogz: 214.873 > 0.109
iter: 192 | bound: 0 | nc: 5 | ncall: 704 | eff(%): 27.273 | loglstar: -inf < -229.350 < inf | logz: -235.234 +/- 0.229 | dlogz: 213.983 > 0.109
iter: 193 | bound: 0 | nc: 1 | ncall: 705 | eff(%): 27.376 | loglstar: -inf < -226.131 < inf | logz: -233.174 +/- 0.253 | dlogz: 213.301 > 0.109
iter: 194 | bound: 0 | nc: 1 | ncall: 706 | eff(%): 27.479 | loglstar: -inf < -223.754 < inf | logz: -230.797 +/- 0.256 | dlogz: 211.231 > 0.109
iter: 195 | bound: 0 | nc: 36 | ncall: 742 | eff(%): 26.280 | loglstar: -inf < -222.681 < inf | logz: -229.356 +/- 0.246 | dlogz: 208.844 > 0.109
iter: 196 | bound: 0 | nc: 30 | ncall: 772 | eff(%): 25.389 | loglstar: -inf < -220.404 < inf | logz: -227.402 +/- 0.253 | dlogz: 207.393 > 0.109
iter: 197 | bound: 0 | nc: 2 | ncall: 774 | eff(%): 25.452 | loglstar: -inf < -218.456 < inf | logz: -225.431 +/- 0.253 | dlogz: 205.429 > 0.109
iter: 198 | bound: 0 | nc: 12 | ncall: 786 | eff(%): 25.191 | loglstar: -inf < -215.331 < inf | logz: -222.501 +/- 0.261 | dlogz: 203.448 > 0.109
iter: 199 | bound: 0 | nc: 1 | ncall: 787 | eff(%): 25.286 | loglstar: -inf < -209.829 < inf | logz: -217.098 +/- 0.268 | dlogz: 200.509 > 0.109
iter: 200 | bound: 0 | nc: 14 | ncall: 801 | eff(%): 24.969 | loglstar: -inf < -207.042 < inf | logz: -214.213 +/- 0.261 | dlogz: 195.096 > 0.109
iter: 201 | bound: 0 | nc: 3 | ncall: 804 | eff(%): 25.000 | loglstar: -inf < -201.716 < inf | logz: -209.004 +/- 0.268 | dlogz: 192.200 > 0.109
iter: 202 | bound: 0 | nc: 8 | ncall: 812 | eff(%): 24.877 | loglstar: -inf < -198.994 < inf | logz: -206.178 +/- 0.261 | dlogz: 186.981 > 0.109
iter: 203 | bound: 0 | nc: 3 | ncall: 815 | eff(%): 24.908 | loglstar: -inf < -195.375 < inf | logz: -202.637 +/- 0.265 | dlogz: 184.145 > 0.109
iter: 204 | bound: 0 | nc: 12 | ncall: 827 | eff(%): 24.667 | loglstar: -inf < -194.974 < inf | logz: -201.433 +/- 0.248 | dlogz: 180.594 > 0.109
iter: 205 | bound: 0 | nc: 12 | ncall: 839 | eff(%): 24.434 | loglstar: -inf < -194.069 < inf | logz: -200.540 +/- 0.241 | dlogz: 179.380 > 0.109
iter: 206 | bound: 0 | nc: 15 | ncall: 854 | eff(%): 24.122 | loglstar: -inf < -189.142 < inf | logz: -196.466 +/- 0.268 | dlogz: 178.478 > 0.109
iter: 207 | bound: 0 | nc: 1 | ncall: 855 | eff(%): 24.211 | loglstar: -inf < -186.243 < inf | logz: -193.495 +/- 0.263 | dlogz: 174.393 > 0.109
iter: 208 | bound: 0 | nc: 2 | ncall: 857 | eff(%): 24.271 | loglstar: -inf < -185.865 < inf | logz: -192.335 +/- 0.247 | dlogz: 171.412 > 0.109
iter: 209 | bound: 0 | nc: 4 | ncall: 861 | eff(%): 24.274 | loglstar: -inf < -185.336 < inf | logz: -191.599 +/- 0.239 | dlogz: 170.242 > 0.109
iter: 210 | bound: 0 | nc: 1 | ncall: 862 | eff(%): 24.362 | loglstar: -inf < -181.513 < inf | logz: -188.815 +/- 0.263 | dlogz: 169.497 > 0.109
iter: 211 | bound: 0 | nc: 9 | ncall: 871 | eff(%): 24.225 | loglstar: -inf < -177.282 < inf | logz: -184.650 +/- 0.268 | dlogz: 166.703 > 0.109
iter: 212 | bound: 0 | nc: 1 | ncall: 872 | eff(%): 24.312 | loglstar: -inf < -177.088 < inf | logz: -183.510 +/- 0.250 | dlogz: 162.528 > 0.109
iter: 213 | bound: 0 | nc: 12 | ncall: 884 | eff(%): 24.095 | loglstar: -inf < -175.614 < inf | logz: -182.417 +/- 0.246 | dlogz: 161.377 > 0.109
iter: 214 | bound: 0 | nc: 2 | ncall: 886 | eff(%): 24.153 | loglstar: -inf < -175.367 < inf | logz: -181.619 +/- 0.239 | dlogz: 160.275 > 0.109
iter: 215 | bound: 0 | nc: 14 | ncall: 900 | eff(%): 23.889 | loglstar: -inf < -172.437 < inf | logz: -179.669 +/- 0.257 | dlogz: 159.467 > 0.109
iter: 216 | bound: 0 | nc: 26 | ncall: 926 | eff(%): 23.326 | loglstar: -inf < -171.858 < inf | logz: -178.492 +/- 0.247 | dlogz: 157.507 > 0.109
iter: 217 | bound: 0 | nc: 15 | ncall: 941 | eff(%): 23.061 | loglstar: -inf < -163.406 < inf | logz: -170.862 +/- 0.272 | dlogz: 156.320 > 0.109
iter: 218 | bound: 0 | nc: 3 | ncall: 944 | eff(%): 23.093 | loglstar: -inf < -163.366 < inf | logz: -169.758 +/- 0.252 | dlogz: 148.680 > 0.109
iter: 219 | bound: 0 | nc: 18 | ncall: 962 | eff(%): 22.765 | loglstar: -inf < -160.188 < inf | logz: -167.512 +/- 0.261 | dlogz: 147.566 > 0.109
iter: 220 | bound: 0 | nc: 6 | ncall: 968 | eff(%): 22.727 | loglstar: -inf < -159.977 < inf | logz: -166.448 +/- 0.248 | dlogz: 145.310 > 0.109
iter: 221 | bound: 0 | nc: 5 | ncall: 973 | eff(%): 22.713 | loglstar: -inf < -154.175 < inf | logz: -161.661 +/- 0.272 | dlogz: 144.236 > 0.109
iter: 222 | bound: 0 | nc: 1 | ncall: 974 | eff(%): 22.793 | loglstar: -inf < -153.257 < inf | logz: -160.173 +/- 0.254 | dlogz: 139.439 > 0.109
iter: 223 | bound: 0 | nc: 5 | ncall: 979 | eff(%): 22.778 | loglstar: -inf < -152.546 < inf | logz: -159.193 +/- 0.246 | dlogz: 137.941 > 0.109
iter: 224 | bound: 0 | nc: 2 | ncall: 981 | eff(%): 22.834 | loglstar: -inf < -148.748 < inf | logz: -156.201 +/- 0.267 | dlogz: 136.951 > 0.109
iter: 225 | bound: 0 | nc: 14 | ncall: 995 | eff(%): 22.613 | loglstar: -inf < -148.684 < inf | logz: -155.136 +/- 0.251 | dlogz: 133.950 > 0.109
iter: 226 | bound: 0 | nc: 21 | ncall: 1016 | eff(%): 22.244 | loglstar: -inf < -148.676 < inf | logz: -154.622 +/- 0.241 | dlogz: 132.875 > 0.109
iter: 227 | bound: 0 | nc: 10 | ncall: 1026 | eff(%): 22.125 | loglstar: -inf < -148.301 < inf | logz: -154.223 +/- 0.235 | dlogz: 132.351 > 0.109
iter: 228 | bound: 0 | nc: 8 | ncall: 1034 | eff(%): 22.050 | loglstar: -inf < -148.069 < inf | logz: -153.861 +/- 0.231 | dlogz: 131.942 > 0.109
iter: 229 | bound: 0 | nc: 26 | ncall: 1060 | eff(%): 21.604 | loglstar: -inf < -141.603 < inf | logz: -149.169 +/- 0.273 | dlogz: 131.570 > 0.109
iter: 230 | bound: 0 | nc: 8 | ncall: 1068 | eff(%): 21.536 | loglstar: -inf < -141.271 < inf | logz: -147.962 +/- 0.254 | dlogz: 126.867 > 0.109
iter: 231 | bound: 0 | nc: 7 | ncall: 1075 | eff(%): 21.488 | loglstar: -inf < -140.011 < inf | logz: -146.922 +/- 0.249 | dlogz: 125.650 > 0.109
iter: 232 | bound: 0 | nc: 22 | ncall: 1097 | eff(%): 21.149 | loglstar: -inf < -138.640 < inf | logz: -145.680 +/- 0.249 | dlogz: 124.600 > 0.109
iter: 233 | bound: 0 | nc: 2 | ncall: 1099 | eff(%): 21.201 | loglstar: -inf < -138.369 < inf | logz: -144.847 +/- 0.243 | dlogz: 123.348 > 0.109
iter: 234 | bound: 0 | nc: 21 | ncall: 1120 | eff(%): 20.893 | loglstar: -inf < -137.278 < inf | logz: -144.032 +/- 0.242 | dlogz: 122.506 > 0.109
iter: 235 | bound: 0 | nc: 7 | ncall: 1127 | eff(%): 20.852 | loglstar: -inf < -137.133 < inf | logz: -143.394 +/- 0.238 | dlogz: 121.680 > 0.109
iter: 236 | bound: 0 | nc: 4 | ncall: 1131 | eff(%): 20.866 | loglstar: -inf < -135.245 < inf | logz: -142.328 +/- 0.246 | dlogz: 121.033 > 0.109
iter: 237 | bound: 0 | nc: 11 | ncall: 1142 | eff(%): 20.753 | loglstar: -inf < -133.532 < inf | logz: -140.783 +/- 0.254 | dlogz: 121.472 > 0.109
iter: 238 | bound: 0 | nc: 1 | ncall: 1143 | eff(%): 20.822 | loglstar: -inf < -131.161 < inf | logz: -138.617 +/- 0.262 | dlogz: 119.917 > 0.109
iter: 239 | bound: 0 | nc: 1 | ncall: 1144 | eff(%): 20.892 | loglstar: -inf < -129.847 < inf | logz: -137.051 +/- 0.256 | dlogz: 117.740 > 0.109
iter: 240 | bound: 0 | nc: 25 | ncall: 1169 | eff(%): 20.530 | loglstar: -inf < -126.997 < inf | logz: -134.542 +/- 0.266 | dlogz: 116.165 > 0.109
iter: 241 | bound: 0 | nc: 17 | ncall: 1186 | eff(%): 20.320 | loglstar: -inf < -126.455 < inf | logz: -133.337 +/- 0.253 | dlogz: 113.646 > 0.109
iter: 242 | bound: 0 | nc: 12 | ncall: 1198 | eff(%): 20.200 | loglstar: -inf < -125.964 < inf | logz: -132.569 +/- 0.246 | dlogz: 112.431 > 0.109
iter: 243 | bound: 0 | nc: 8 | ncall: 1206 | eff(%): 20.149 | loglstar: -inf < -125.205 < inf | logz: -131.860 +/- 0.242 | dlogz: 111.653 > 0.109
iter: 244 | bound: 0 | nc: 27 | ncall: 1233 | eff(%): 19.789 | loglstar: -inf < -124.761 < inf | logz: -131.231 +/- 0.239 | dlogz: 110.934 > 0.109
iter: 245 | bound: 0 | nc: 15 | ncall: 1248 | eff(%): 19.631 | loglstar: -inf < -122.922 < inf | logz: -130.114 +/- 0.248 | dlogz: 110.294 > 0.109
iter: 246 | bound: 0 | nc: 2 | ncall: 1250 | eff(%): 19.680 | loglstar: -inf < -122.222 < inf | logz: -129.109 +/- 0.247 | dlogz: 109.168 > 0.109
iter: 247 | bound: 0 | nc: 4 | ncall: 1254 | eff(%): 19.697 | loglstar: -inf < -121.628 < inf | logz: -128.330 +/- 0.244 | dlogz: 108.153 > 0.109
iter: 248 | bound: 0 | nc: 10 | ncall: 1264 | eff(%): 19.620 | loglstar: -inf < -119.744 < inf | logz: -127.045 +/- 0.252 | dlogz: 107.364 > 0.109
iter: 249 | bound: 0 | nc: 50 | ncall: 1314 | eff(%): 18.950 | loglstar: -inf < -116.975 < inf | logz: -124.599 +/- 0.267 | dlogz: 106.069 > 0.109
iter: 250 | bound: 0 | nc: 6 | ncall: 1320 | eff(%): 18.939 | loglstar: -inf < -116.767 < inf | logz: -123.535 +/- 0.254 | dlogz: 103.614 > 0.109
iter: 251 | bound: 0 | nc: 51 | ncall: 1371 | eff(%): 18.308 | loglstar: -inf < -116.749 < inf | logz: -122.991 +/- 0.246 | dlogz: 102.539 > 0.109
iter: 252 | bound: 0 | nc: 1 | ncall: 1372 | eff(%): 18.367 | loglstar: -inf < -116.512 < inf | logz: -122.603 +/- 0.240 | dlogz: 102.845 > 0.109
iter: 253 | bound: 0 | nc: 5 | ncall: 1377 | eff(%): 18.373 | loglstar: -inf < -111.891 < inf | logz: -119.644 +/- 0.272 | dlogz: 102.447 > 0.109
iter: 254 | bound: 0 | nc: 5 | ncall: 1382 | eff(%): 18.379 | loglstar: -inf < -109.180 < inf | logz: -116.876 +/- 0.270 | dlogz: 99.478 > 0.109
iter: 255 | bound: 0 | nc: 22 | ncall: 1404 | eff(%): 18.162 | loglstar: -inf < -108.827 < inf | logz: -115.742 +/- 0.256 | dlogz: 96.700 > 0.109
iter: 256 | bound: 0 | nc: 44 | ncall: 1448 | eff(%): 17.680 | loglstar: -inf < -107.964 < inf | logz: -114.897 +/- 0.250 | dlogz: 95.556 > 0.109
iter: 257 | bound: 0 | nc: 38 | ncall: 1486 | eff(%): 17.295 | loglstar: -inf < -107.556 < inf | logz: -114.206 +/- 0.245 | dlogz: 94.701 > 0.109
iter: 258 | bound: 0 | nc: 21 | ncall: 1507 | eff(%): 17.120 | loglstar: -inf < -107.435 < inf | logz: -113.717 +/- 0.240 | dlogz: 94.001 > 0.109
iter: 259 | bound: 0 | nc: 8 | ncall: 1515 | eff(%): 17.096 | loglstar: -inf < -106.682 < inf | logz: -113.225 +/- 0.238 | dlogz: 93.501 > 0.109
iter: 260 | bound: 0 | nc: 14 | ncall: 1529 | eff(%): 17.005 | loglstar: -inf < -106.242 < inf | logz: -112.714 +/- 0.237 | dlogz: 93.000 > 0.109
iter: 261 | bound: 0 | nc: 29 | ncall: 1558 | eff(%): 16.752 | loglstar: -inf < -106.140 < inf | logz: -112.304 +/- 0.234 | dlogz: 92.479 > 0.109
iter: 262 | bound: 0 | nc: 9 | ncall: 1567 | eff(%): 16.720 | loglstar: -inf < -105.319 < inf | logz: -111.850 +/- 0.234 | dlogz: 92.058 > 0.109
iter: 263 | bound: 0 | nc: 15 | ncall: 1582 | eff(%): 16.625 | loglstar: -inf < -102.466 < inf | logz: -110.128 +/- 0.261 | dlogz: 91.595 > 0.109
iter: 264 | bound: 0 | nc: 3 | ncall: 1585 | eff(%): 16.656 | loglstar: -inf < -101.344 < inf | logz: -108.710 +/- 0.258 | dlogz: 89.863 > 0.109
iter: 265 | bound: 0 | nc: 7 | ncall: 1592 | eff(%): 16.646 | loglstar: -inf < -100.165 < inf | logz: -107.484 +/- 0.256 | dlogz: 88.434 > 0.109
iter: 266 | bound: 0 | nc: 52 | ncall: 1644 | eff(%): 16.180 | loglstar: -inf < -100.026 < inf | logz: -106.719 +/- 0.249 | dlogz: 87.735 > 0.109
iter: 267 | bound: 0 | nc: 10 | ncall: 1654 | eff(%): 16.143 | loglstar: -inf < -100.025 < inf | logz: -106.270 +/- 0.244 | dlogz: 86.959 > 0.109
iter: 268 | bound: 0 | nc: 19 | ncall: 1673 | eff(%): 16.019 | loglstar: -inf < -99.873 < inf | logz: -105.942 +/- 0.239 | dlogz: 86.501 > 0.109
iter: 269 | bound: 0 | nc: 1 | ncall: 1674 | eff(%): 16.069 | loglstar: -inf < -98.504 < inf | logz: -105.392 +/- 0.240 | dlogz: 86.163 > 0.109
iter: 270 | bound: 0 | nc: 15 | ncall: 1689 | eff(%): 15.986 | loglstar: -inf < -98.453 < inf | logz: -104.870 +/- 0.239 | dlogz: 85.603 > 0.109
iter: 271 | bound: 0 | nc: 13 | ncall: 1702 | eff(%): 15.922 | loglstar: -inf < -96.689 < inf | logz: -103.990 +/- 0.247 | dlogz: 85.071 > 0.109
iter: 272 | bound: 0 | nc: 1 | ncall: 1703 | eff(%): 15.972 | loglstar: -inf < -96.486 < inf | logz: -103.248 +/- 0.246 | dlogz: 84.181 > 0.109
iter: 273 | bound: 0 | nc: 3 | ncall: 1706 | eff(%): 16.002 | loglstar: -inf < -96.218 < inf | logz: -102.741 +/- 0.242 | dlogz: 83.428 > 0.109
iter: 274 | bound: 0 | nc: 19 | ncall: 1725 | eff(%): 15.884 | loglstar: -inf < -95.963 < inf | logz: -102.329 +/- 0.239 | dlogz: 82.912 > 0.109
iter: 275 | bound: 0 | nc: 11 | ncall: 1736 | eff(%): 15.841 | loglstar: -inf < -93.974 < inf | logz: -101.387 +/- 0.249 | dlogz: 82.490 > 0.109
iter: 276 | bound: 0 | nc: 6 | ncall: 1742 | eff(%): 15.844 | loglstar: -inf < -93.777 < inf | logz: -100.608 +/- 0.248 | dlogz: 81.538 > 0.109
iter: 277 | bound: 0 | nc: 11 | ncall: 1753 | eff(%): 15.801 | loglstar: -inf < -91.756 < inf | logz: -99.352 +/- 0.257 | dlogz: 80.749 > 0.109
iter: 278 | bound: 0 | nc: 1 | ncall: 1754 | eff(%): 15.849 | loglstar: -inf < -91.536 < inf | logz: -98.474 +/- 0.252 | dlogz: 79.483 > 0.109
iter: 279 | bound: 0 | nc: 18 | ncall: 1772 | eff(%): 15.745 | loglstar: -inf < -89.936 < inf | logz: -97.405 +/- 0.255 | dlogz: 78.595 > 0.109
iter: 280 | bound: 0 | nc: 14 | ncall: 1786 | eff(%): 15.677 | loglstar: -inf < -88.665 < inf | logz: -96.162 +/- 0.258 | dlogz: 77.517 > 0.109
iter: 281 | bound: 0 | nc: 1 | ncall: 1787 | eff(%): 15.725 | loglstar: -inf < -88.272 < inf | logz: -95.301 +/- 0.253 | dlogz: 76.263 > 0.109
iter: 282 | bound: 0 | nc: 41 | ncall: 1828 | eff(%): 15.427 | loglstar: -inf < -88.130 < inf | logz: -94.750 +/- 0.248 | dlogz: 75.392 > 0.109
iter: 283 | bound: 0 | nc: 1 | ncall: 1829 | eff(%): 15.473 | loglstar: -inf < -87.623 < inf | logz: -94.282 +/- 0.244 | dlogz: 74.831 > 0.109
iter: 284 | bound: 0 | nc: 14 | ncall: 1843 | eff(%): 15.410 | loglstar: -inf < -87.546 < inf | logz: -93.889 +/- 0.241 | dlogz: 74.353 > 0.109
iter: 285 | bound: 0 | nc: 51 | ncall: 1894 | eff(%): 15.048 | loglstar: -inf < -87.308 < inf | logz: -93.568 +/- 0.238 | dlogz: 73.951 > 0.109
iter: 286 | bound: 0 | nc: 2 | ncall: 1896 | eff(%): 15.084 | loglstar: -inf < -86.899 < inf | logz: -93.246 +/- 0.236 | dlogz: 73.620 > 0.109
iter: 287 | bound: 0 | nc: 5 | ncall: 1901 | eff(%): 15.097 | loglstar: -inf < -86.711 < inf | logz: -92.937 +/- 0.234 | dlogz: 73.287 > 0.109
iter: 288 | bound: 0 | nc: 3 | ncall: 1904 | eff(%): 15.126 | loglstar: -inf < -86.231 < inf | logz: -92.617 +/- 0.233 | dlogz: 72.968 > 0.109
iter: 289 | bound: 0 | nc: 21 | ncall: 1925 | eff(%): 15.013 | loglstar: -inf < -85.896 < inf | logz: -92.280 +/- 0.233 | dlogz: 72.639 > 0.109
iter: 290 | bound: 0 | nc: 39 | ncall: 1964 | eff(%): 14.766 | loglstar: -inf < -83.855 < inf | logz: -91.389 +/- 0.248 | dlogz: 72.291 > 0.109
iter: 291 | bound: 0 | nc: 17 | ncall: 1981 | eff(%): 14.690 | loglstar: -inf < -83.484 < inf | logz: -90.571 +/- 0.249 | dlogz: 71.390 > 0.109
iter: 292 | bound: 0 | nc: 8 | ncall: 1989 | eff(%): 14.681 | loglstar: -inf < -82.467 < inf | logz: -89.768 +/- 0.251 | dlogz: 70.562 > 0.109
iter: 293 | bound: 0 | nc: 30 | ncall: 2019 | eff(%): 14.512 | loglstar: -inf < -81.775 < inf | logz: -88.978 +/- 0.251 | dlogz: 69.750 > 0.109
iter: 294 | bound: 0 | nc: 11 | ncall: 2030 | eff(%): 14.483 | loglstar: -inf < -81.470 < inf | logz: -88.363 +/- 0.248 | dlogz: 68.950 > 0.109
iter: 295 | bound: 0 | nc: 17 | ncall: 2047 | eff(%): 14.411 | loglstar: -inf < -80.192 < inf | logz: -87.574 +/- 0.251 | dlogz: 68.325 > 0.109
iter: 296 | bound: 0 | nc: 8 | ncall: 2055 | eff(%): 14.404 | loglstar: -inf < -80.059 < inf | logz: -86.930 +/- 0.249 | dlogz: 67.526 > 0.109
iter: 297 | bound: 0 | nc: 52 | ncall: 2107 | eff(%): 14.096 | loglstar: -inf < -80.048 < inf | logz: -86.521 +/- 0.245 | dlogz: 66.872 > 0.109
iter: 298 | bound: 0 | nc: 38 | ncall: 2145 | eff(%): 13.893 | loglstar: -inf < -79.623 < inf | logz: -86.169 +/- 0.242 | dlogz: 66.453 > 0.109
iter: 299 | bound: 0 | nc: 3 | ncall: 2148 | eff(%): 13.920 | loglstar: -inf < -78.850 < inf | logz: -85.723 +/- 0.242 | dlogz: 66.091 > 0.109
iter: 300 | bound: 0 | nc: 59 | ncall: 2207 | eff(%): 13.593 | loglstar: -inf < -78.837 < inf | logz: -85.323 +/- 0.240 | dlogz: 65.635 > 0.109
iter: 301 | bound: 0 | nc: 14 | ncall: 2221 | eff(%): 13.552 | loglstar: -inf < -78.741 < inf | logz: -85.027 +/- 0.238 | dlogz: 65.225 > 0.109
iter: 302 | bound: 0 | nc: 21 | ncall: 2242 | eff(%): 13.470 | loglstar: -inf < -78.429 < inf | logz: -84.753 +/- 0.236 | dlogz: 64.919 > 0.109
iter: 303 | bound: 0 | nc: 9 | ncall: 2251 | eff(%): 13.461 | loglstar: -inf < -78.234 < inf | logz: -84.489 +/- 0.235 | dlogz: 64.636 > 0.109
iter: 304 | bound: 0 | nc: 1 | ncall: 2252 | eff(%): 13.499 | loglstar: -inf < -78.106 < inf | logz: -84.250 +/- 0.233 | dlogz: 64.361 > 0.109
iter: 305 | bound: 0 | nc: 56 | ncall: 2308 | eff(%): 13.215 | loglstar: -inf < -78.044 < inf | logz: -84.042 +/- 0.232 | dlogz: 64.112 > 0.109
iter: 306 | bound: 0 | nc: 42 | ncall: 2350 | eff(%): 13.021 | loglstar: -inf < -76.886 < inf | logz: -83.705 +/- 0.233 | dlogz: 63.894 > 0.109
iter: 307 | bound: 0 | nc: 65 | ncall: 2415 | eff(%): 12.712 | loglstar: -inf < -75.926 < inf | logz: -83.129 +/- 0.240 | dlogz: 63.547 > 0.109
iter: 308 | bound: 0 | nc: 3 | ncall: 2418 | eff(%): 12.738 | loglstar: -inf < -75.780 < inf | logz: -82.612 +/- 0.242 | dlogz: 62.961 > 0.109
iter: 309 | bound: 0 | nc: 75 | ncall: 2493 | eff(%): 12.395 | loglstar: -inf < -74.964 < inf | logz: -82.082 +/- 0.244 | dlogz: 62.435 > 0.109
iter: 310 | bound: 0 | nc: 1 | ncall: 2494 | eff(%): 12.430 | loglstar: -inf < -73.968 < inf | logz: -81.366 +/- 0.249 | dlogz: 61.895 > 0.109
iter: 311 | bound: 0 | nc: 24 | ncall: 2518 | eff(%): 12.351 | loglstar: -inf < -73.588 < inf | logz: -80.719 +/- 0.249 | dlogz: 61.169 > 0.109
iter: 312 | bound: 0 | nc: 9 | ncall: 2527 | eff(%): 12.347 | loglstar: -inf < -73.125 < inf | logz: -80.173 +/- 0.248 | dlogz: 60.511 > 0.109
iter: 313 | bound: 0 | nc: 6 | ncall: 2533 | eff(%): 12.357 | loglstar: -inf < -72.822 < inf | logz: -79.702 +/- 0.246 | dlogz: 59.956 > 0.109
iter: 314 | bound: 0 | nc: 38 | ncall: 2571 | eff(%): 12.213 | loglstar: -inf < -72.496 < inf | logz: -79.290 +/- 0.245 | dlogz: 59.475 > 0.109
iter: 315 | bound: 0 | nc: 11 | ncall: 2582 | eff(%): 12.200 | loglstar: -inf < -72.351 < inf | logz: -78.940 +/- 0.243 | dlogz: 59.053 > 0.109
iter: 316 | bound: 0 | nc: 96 | ncall: 2678 | eff(%): 11.800 | loglstar: -inf < -72.152 < inf | logz: -78.642 +/- 0.241 | dlogz: 58.693 > 0.109
iter: 317 | bound: 0 | nc: 32 | ncall: 2710 | eff(%): 11.697 | loglstar: -inf < -71.966 < inf | logz: -78.372 +/- 0.239 | dlogz: 58.385 > 0.109
iter: 318 | bound: 0 | nc: 98 | ncall: 2808 | eff(%): 11.325 | loglstar: -inf < -71.894 < inf | logz: -78.137 +/- 0.237 | dlogz: 58.105 > 0.109
iter: 319 | bound: 0 | nc: 3 | ncall: 2811 | eff(%): 11.348 | loglstar: -inf < -71.377 < inf | logz: -77.884 +/- 0.236 | dlogz: 57.860 > 0.109
iter: 320 | bound: 0 | nc: 24 | ncall: 2835 | eff(%): 11.287 | loglstar: -inf < -70.793 < inf | logz: -77.556 +/- 0.237 | dlogz: 57.597 > 0.109
iter: 321 | bound: 0 | nc: 6 | ncall: 2841 | eff(%): 11.299 | loglstar: -inf < -69.879 < inf | logz: -77.074 +/- 0.241 | dlogz: 57.259 > 0.109
iter: 322 | bound: 0 | nc: 25 | ncall: 2866 | eff(%): 11.235 | loglstar: -inf < -69.051 < inf | logz: -76.437 +/- 0.247 | dlogz: 56.767 > 0.109
iter: 323 | bound: 0 | nc: 25 | ncall: 2891 | eff(%): 11.173 | loglstar: -inf < -68.857 < inf | logz: -75.896 +/- 0.247 | dlogz: 56.121 > 0.109
iter: 324 | bound: 0 | nc: 53 | ncall: 2944 | eff(%): 11.005 | loglstar: -inf < -67.824 < inf | logz: -75.273 +/- 0.250 | dlogz: 55.569 > 0.109
iter: 325 | bound: 0 | nc: 18 | ncall: 2962 | eff(%): 10.972 | loglstar: -inf < -67.146 < inf | logz: -74.577 +/- 0.252 | dlogz: 54.936 > 0.109
iter: 326 | bound: 0 | nc: 14 | ncall: 2976 | eff(%): 10.954 | loglstar: -inf < -66.129 < inf | logz: -73.771 +/- 0.256 | dlogz: 54.231 > 0.109
iter: 327 | bound: 0 | nc: 40 | ncall: 3016 | eff(%): 10.842 | loglstar: -inf < -65.657 < inf | logz: -73.054 +/- 0.255 | dlogz: 53.414 > 0.109
iter: 328 | bound: 0 | nc: 11 | ncall: 3027 | eff(%): 10.836 | loglstar: -inf < -65.015 < inf | logz: -72.410 +/- 0.255 | dlogz: 52.688 > 0.109
iter: 329 | bound: 0 | nc: 18 | ncall: 3045 | eff(%): 10.805 | loglstar: -inf < -64.983 < inf | logz: -71.923 +/- 0.252 | dlogz: 52.033 > 0.109
iter: 330 | bound: 0 | nc: 36 | ncall: 3081 | eff(%): 10.711 | loglstar: -inf < -64.016 < inf | logz: -71.391 +/- 0.252 | dlogz: 51.537 > 0.109
iter: 331 | bound: 0 | nc: 13 | ncall: 3094 | eff(%): 10.698 | loglstar: -inf < -63.565 < inf | logz: -70.825 +/- 0.251 | dlogz: 50.995 > 0.109
iter: 332 | bound: 0 | nc: 90 | ncall: 3184 | eff(%): 10.427 | loglstar: -inf < -63.413 < inf | logz: -70.377 +/- 0.250 | dlogz: 50.419 > 0.109
iter: 333 | bound: 0 | nc: 4 | ncall: 3188 | eff(%): 10.445 | loglstar: -inf < -62.303 < inf | logz: -69.802 +/- 0.252 | dlogz: 49.961 > 0.109
iter: 334 | bound: 0 | nc: 29 | ncall: 3217 | eff(%): 10.382 | loglstar: -inf < -62.169 < inf | logz: -69.273 +/- 0.251 | dlogz: 49.376 > 0.109
iter: 335 | bound: 0 | nc: 4 | ncall: 3221 | eff(%): 10.400 | loglstar: -inf < -62.113 < inf | logz: -68.904 +/- 0.249 | dlogz: 48.837 > 0.109
iter: 336 | bound: 0 | nc: 1 | ncall: 3222 | eff(%): 10.428 | loglstar: -inf < -61.934 < inf | logz: -68.607 +/- 0.246 | dlogz: 48.458 > 0.109
iter: 337 | bound: 0 | nc: 55 | ncall: 3277 | eff(%): 10.284 | loglstar: -inf < -61.921 < inf | logz: -68.362 +/- 0.244 | dlogz: 48.151 > 0.109
iter: 338 | bound: 0 | nc: 1 | ncall: 3278 | eff(%): 10.311 | loglstar: -inf < -61.835 < inf | logz: -68.157 +/- 0.241 | dlogz: 47.896 > 0.109
iter: 339 | bound: 0 | nc: 16 | ncall: 3294 | eff(%): 10.291 | loglstar: -inf < -61.458 < inf | logz: -67.946 +/- 0.240 | dlogz: 47.681 > 0.109
iter: 340 | bound: 0 | nc: 22 | ncall: 3316 | eff(%): 10.253 | loglstar: -inf < -60.985 < inf | logz: -67.691 +/- 0.239 | dlogz: 47.461 > 0.109
iter: 341 | bound: 0 | nc: 13 | ncall: 3329 | eff(%): 10.243 | loglstar: -inf < -60.945 < inf | logz: -67.444 +/- 0.238 | dlogz: 47.196 > 0.109
iter: 342 | bound: 0 | nc: 8 | ncall: 3337 | eff(%): 10.249 | loglstar: -inf < -60.869 < inf | logz: -67.237 +/- 0.237 | dlogz: 46.939 > 0.109
iter: 343 | bound: 0 | nc: 12 | ncall: 3349 | eff(%): 10.242 | loglstar: -inf < -60.864 < inf | logz: -67.061 +/- 0.236 | dlogz: 46.722 > 0.109
iter: 344 | bound: 0 | nc: 19 | ncall: 3368 | eff(%): 10.214 | loglstar: -inf < -60.851 < inf | logz: -66.912 +/- 0.235 | dlogz: 46.536 > 0.109
iter: 345 | bound: 0 | nc: 1 | ncall: 3369 | eff(%): 10.240 | loglstar: -inf < -60.813 < inf | logz: -66.780 +/- 0.233 | dlogz: 46.376 > 0.109
iter: 346 | bound: 0 | nc: 26 | ncall: 3395 | eff(%): 10.191 | loglstar: -inf < -60.318 < inf | logz: -66.627 +/- 0.232 | dlogz: 46.234 > 0.109
iter: 347 | bound: 0 | nc: 10 | ncall: 3405 | eff(%): 10.191 | loglstar: -inf < -59.869 < inf | logz: -66.426 +/- 0.233 | dlogz: 46.072 > 0.109
iter: 348 | bound: 0 | nc: 3 | ncall: 3408 | eff(%): 10.211 | loglstar: -inf < -59.758 < inf | logz: -66.216 +/- 0.233 | dlogz: 45.860 > 0.109
iter: 349 | bound: 0 | nc: 30 | ncall: 3438 | eff(%): 10.151 | loglstar: -inf < -59.639 < inf | logz: -66.025 +/- 0.233 | dlogz: 45.640 > 0.109
iter: 350 | bound: 0 | nc: 10 | ncall: 3448 | eff(%): 10.151 | loglstar: -inf < -59.562 < inf | logz: -65.851 +/- 0.232 | dlogz: 45.439 > 0.109
iter: 351 | bound: 0 | nc: 29 | ncall: 3477 | eff(%): 10.095 | loglstar: -inf < -58.876 < inf | logz: -65.632 +/- 0.233 | dlogz: 45.256 > 0.109
iter: 352 | bound: 0 | nc: 6 | ncall: 3483 | eff(%): 10.106 | loglstar: -inf < -58.729 < inf | logz: -65.386 +/- 0.234 | dlogz: 45.027 > 0.109
iter: 353 | bound: 0 | nc: 21 | ncall: 3504 | eff(%): 10.074 | loglstar: -inf < -58.317 < inf | logz: -65.130 +/- 0.236 | dlogz: 44.771 > 0.109
iter: 354 | bound: 0 | nc: 5 | ncall: 3509 | eff(%): 10.088 | loglstar: -inf < -58.315 < inf | logz: -64.892 +/- 0.236 | dlogz: 44.505 > 0.109
iter: 355 | bound: 0 | nc: 101 | ncall: 3610 | eff(%): 9.834 | loglstar: -inf < -58.237 < inf | logz: -64.694 +/- 0.236 | dlogz: 44.257 > 0.109
iter: 356 | bound: 1 | nc: 43 | ncall: 3653 | eff(%): 9.745 | loglstar: -inf < -58.210 < inf | logz: -64.523 +/- 0.235 | dlogz: 44.049 > 0.109
iter: 357 | bound: 1 | nc: 3 | ncall: 3656 | eff(%): 9.765 | loglstar: -inf < -58.143 < inf | logz: -64.372 +/- 0.234 | dlogz: 43.868 > 0.109
iter: 358 | bound: 1 | nc: 3 | ncall: 3659 | eff(%): 9.784 | loglstar: -inf < -57.771 < inf | logz: -64.209 +/- 0.234 | dlogz: 43.707 > 0.109
iter: 359 | bound: 1 | nc: 31 | ncall: 3690 | eff(%): 9.729 | loglstar: -inf < -56.686 < inf | logz: -63.911 +/- 0.237 | dlogz: 43.534 > 0.109
iter: 360 | bound: 1 | nc: 30 | ncall: 3720 | eff(%): 9.677 | loglstar: -inf < -56.446 < inf | logz: -63.550 +/- 0.240 | dlogz: 43.226 > 0.109
iter: 361 | bound: 1 | nc: 12 | ncall: 3732 | eff(%): 9.673 | loglstar: -inf < -56.142 < inf | logz: -63.218 +/- 0.242 | dlogz: 42.856 > 0.109
iter: 362 | bound: 1 | nc: 16 | ncall: 3748 | eff(%): 9.658 | loglstar: -inf < -55.733 < inf | logz: -62.878 +/- 0.244 | dlogz: 42.513 > 0.109
iter: 363 | bound: 1 | nc: 2 | ncall: 3750 | eff(%): 9.680 | loglstar: -inf < -55.645 < inf | logz: -62.572 +/- 0.244 | dlogz: 42.164 > 0.109
iter: 364 | bound: 1 | nc: 2 | ncall: 3752 | eff(%): 9.701 | loglstar: -inf < -55.333 < inf | logz: -62.293 +/- 0.244 | dlogz: 41.848 > 0.109
iter: 365 | bound: 2 | nc: 11 | ncall: 3763 | eff(%): 9.700 | loglstar: -inf < -54.721 < inf | logz: -61.959 +/- 0.245 | dlogz: 41.558 > 0.109
iter: 366 | bound: 2 | nc: 17 | ncall: 3780 | eff(%): 9.683 | loglstar: -inf < -54.555 < inf | logz: -61.624 +/- 0.246 | dlogz: 41.214 > 0.109
iter: 367 | bound: 2 | nc: 18 | ncall: 3798 | eff(%): 9.663 | loglstar: -inf < -54.360 < inf | logz: -61.333 +/- 0.245 | dlogz: 40.870 > 0.109
iter: 368 | bound: 2 | nc: 19 | ncall: 3817 | eff(%): 9.641 | loglstar: -inf < -54.279 < inf | logz: -61.082 +/- 0.245 | dlogz: 40.569 > 0.109
iter: 369 | bound: 2 | nc: 20 | ncall: 3837 | eff(%): 9.617 | loglstar: -inf < -54.229 < inf | logz: -60.871 +/- 0.244 | dlogz: 40.308 > 0.109
iter: 370 | bound: 3 | nc: 83 | ncall: 3920 | eff(%): 9.439 | loglstar: -inf < -53.977 < inf | logz: -60.672 +/- 0.243 | dlogz: 40.087 > 0.109
iter: 371 | bound: 3 | nc: 2 | ncall: 3922 | eff(%): 9.459 | loglstar: -inf < -53.585 < inf | logz: -60.449 +/- 0.242 | dlogz: 39.877 > 0.109
iter: 372 | bound: 3 | nc: 11 | ncall: 3933 | eff(%): 9.458 | loglstar: -inf < -53.513 < inf | logz: -60.229 +/- 0.242 | dlogz: 39.644 > 0.109
iter: 373 | bound: 3 | nc: 6 | ncall: 3939 | eff(%): 9.469 | loglstar: -inf < -53.472 < inf | logz: -60.042 +/- 0.241 | dlogz: 39.415 > 0.109
iter: 374 | bound: 3 | nc: 5 | ncall: 3944 | eff(%): 9.483 | loglstar: -inf < -53.121 < inf | logz: -59.852 +/- 0.240 | dlogz: 39.218 > 0.109
iter: 375 | bound: 3 | nc: 3 | ncall: 3947 | eff(%): 9.501 | loglstar: -inf < -52.928 < inf | logz: -59.652 +/- 0.240 | dlogz: 39.018 > 0.109
iter: 376 | bound: 3 | nc: 3 | ncall: 3950 | eff(%): 9.519 | loglstar: -inf < -52.901 < inf | logz: -59.469 +/- 0.240 | dlogz: 38.808 > 0.109
iter: 377 | bound: 3 | nc: 1 | ncall: 3951 | eff(%): 9.542 | loglstar: -inf < -52.464 < inf | logz: -59.276 +/- 0.239 | dlogz: 38.615 > 0.109
iter: 378 | bound: 3 | nc: 2 | ncall: 3953 | eff(%): 9.562 | loglstar: -inf < -52.207 < inf | logz: -59.059 +/- 0.240 | dlogz: 38.412 > 0.109
iter: 379 | bound: 3 | nc: 2 | ncall: 3955 | eff(%): 9.583 | loglstar: -inf < -52.104 < inf | logz: -58.852 +/- 0.240 | dlogz: 38.185 > 0.109
iter: 380 | bound: 3 | nc: 8 | ncall: 3963 | eff(%): 9.589 | loglstar: -inf < -52.039 < inf | logz: -58.669 +/- 0.240 | dlogz: 37.969 > 0.109
iter: 381 | bound: 3 | nc: 13 | ncall: 3976 | eff(%): 9.582 | loglstar: -inf < -51.916 < inf | logz: -58.502 +/- 0.239 | dlogz: 37.776 > 0.109
iter: 382 | bound: 3 | nc: 1 | ncall: 3977 | eff(%): 9.605 | loglstar: -inf < -51.846 < inf | logz: -58.347 +/- 0.238 | dlogz: 37.598 > 0.109
iter: 383 | bound: 3 | nc: 7 | ncall: 3984 | eff(%): 9.613 | loglstar: -inf < -51.812 < inf | logz: -58.207 +/- 0.238 | dlogz: 37.433 > 0.109
iter: 384 | bound: 3 | nc: 11 | ncall: 3995 | eff(%): 9.612 | loglstar: -inf < -51.798 < inf | logz: -58.083 +/- 0.237 | dlogz: 37.284 > 0.109
iter: 385 | bound: 3 | nc: 1 | ncall: 3996 | eff(%): 9.635 | loglstar: -inf < -51.786 < inf | logz: -57.972 +/- 0.236 | dlogz: 37.149 > 0.109
iter: 386 | bound: 3 | nc: 18 | ncall: 4014 | eff(%): 9.616 | loglstar: -inf < -51.727 < inf | logz: -57.870 +/- 0.235 | dlogz: 37.029 > 0.109
iter: 387 | bound: 3 | nc: 1 | ncall: 4015 | eff(%): 9.639 | loglstar: -inf < -51.648 < inf | logz: -57.772 +/- 0.234 | dlogz: 36.917 > 0.109
iter: 388 | bound: 4 | nc: 11 | ncall: 4026 | eff(%): 9.637 | loglstar: -inf < -51.513 < inf | logz: -57.674 +/- 0.234 | dlogz: 36.809 > 0.109
iter: 389 | bound: 4 | nc: 16 | ncall: 4042 | eff(%): 9.624 | loglstar: -inf < -51.204 < inf | logz: -57.564 +/- 0.233 | dlogz: 36.701 > 0.109
iter: 390 | bound: 4 | nc: 18 | ncall: 4060 | eff(%): 9.606 | loglstar: -inf < -51.036 < inf | logz: -57.441 +/- 0.233 | dlogz: 36.580 > 0.109
iter: 391 | bound: 4 | nc: 5 | ncall: 4065 | eff(%): 9.619 | loglstar: -inf < -50.741 < inf | logz: -57.306 +/- 0.233 | dlogz: 36.448 > 0.109
iter: 392 | bound: 4 | nc: 2 | ncall: 4067 | eff(%): 9.639 | loglstar: -inf < -50.607 < inf | logz: -57.163 +/- 0.233 | dlogz: 36.303 > 0.109
iter: 393 | bound: 4 | nc: 40 | ncall: 4107 | eff(%): 9.569 | loglstar: -inf < -50.544 < inf | logz: -57.027 +/- 0.233 | dlogz: 36.150 > 0.109
iter: 394 | bound: 5 | nc: 24 | ncall: 4131 | eff(%): 9.538 | loglstar: -inf < -49.717 < inf | logz: -56.834 +/- 0.235 | dlogz: 36.004 > 0.109
iter: 395 | bound: 5 | nc: 24 | ncall: 4155 | eff(%): 9.507 | loglstar: -inf < -49.636 < inf | logz: -56.609 +/- 0.237 | dlogz: 35.801 > 0.109
iter: 396 | bound: 5 | nc: 13 | ncall: 4168 | eff(%): 9.501 | loglstar: -inf < -49.607 < inf | logz: -56.418 +/- 0.238 | dlogz: 35.566 > 0.109
iter: 397 | bound: 5 | nc: 17 | ncall: 4185 | eff(%): 9.486 | loglstar: -inf < -49.582 < inf | logz: -56.255 +/- 0.238 | dlogz: 35.365 > 0.109
iter: 398 | bound: 5 | nc: 10 | ncall: 4195 | eff(%): 9.487 | loglstar: -inf < -49.451 < inf | logz: -56.105 +/- 0.238 | dlogz: 35.192 > 0.109
iter: 399 | bound: 5 | nc: 1 | ncall: 4196 | eff(%): 9.509 | loglstar: -inf < -49.404 < inf | logz: -55.966 +/- 0.238 | dlogz: 35.032 > 0.109
iter: 400 | bound: 5 | nc: 26 | ncall: 4222 | eff(%): 9.474 | loglstar: -inf < -49.304 < inf | logz: -55.835 +/- 0.238 | dlogz: 34.883 > 0.109
iter: 401 | bound: 6 | nc: 39 | ncall: 4261 | eff(%): 9.411 | loglstar: -inf < -49.251 < inf | logz: -55.713 +/- 0.237 | dlogz: 34.742 > 0.109
iter: 402 | bound: 6 | nc: 1 | ncall: 4262 | eff(%): 9.432 | loglstar: -inf < -49.130 < inf | logz: -55.595 +/- 0.237 | dlogz: 34.610 > 0.109
iter: 403 | bound: 6 | nc: 11 | ncall: 4273 | eff(%): 9.431 | loglstar: -inf < -49.061 < inf | logz: -55.481 +/- 0.236 | dlogz: 34.482 > 0.109
iter: 404 | bound: 6 | nc: 8 | ncall: 4281 | eff(%): 9.437 | loglstar: -inf < -48.798 < inf | logz: -55.362 +/- 0.236 | dlogz: 34.359 > 0.109
iter: 405 | bound: 6 | nc: 7 | ncall: 4288 | eff(%): 9.445 | loglstar: -inf < -48.597 < inf | logz: -55.231 +/- 0.236 | dlogz: 34.229 > 0.109
iter: 406 | bound: 6 | nc: 3 | ncall: 4291 | eff(%): 9.462 | loglstar: -inf < -47.683 < inf | logz: -55.021 +/- 0.238 | dlogz: 34.088 > 0.109
iter: 407 | bound: 6 | nc: 30 | ncall: 4321 | eff(%): 9.419 | loglstar: -inf < -47.479 < inf | logz: -54.760 +/- 0.241 | dlogz: 33.868 > 0.109
iter: 408 | bound: 6 | nc: 17 | ncall: 4338 | eff(%): 9.405 | loglstar: -inf < -47.017 < inf | logz: -54.479 +/- 0.244 | dlogz: 33.597 > 0.109
iter: 409 | bound: 6 | nc: 9 | ncall: 4347 | eff(%): 9.409 | loglstar: -inf < -46.569 < inf | logz: -54.156 +/- 0.247 | dlogz: 33.306 > 0.109
iter: 410 | bound: 7 | nc: 64 | ncall: 4411 | eff(%): 9.295 | loglstar: -inf < -46.320 < inf | logz: -53.833 +/- 0.250 | dlogz: 32.974 > 0.109
iter: 411 | bound: 7 | nc: 21 | ncall: 4432 | eff(%): 9.273 | loglstar: -inf < -46.274 < inf | logz: -53.560 +/- 0.250 | dlogz: 32.641 > 0.109
iter: 412 | bound: 7 | nc: 6 | ncall: 4438 | eff(%): 9.283 | loglstar: -inf < -46.110 < inf | logz: -53.326 +/- 0.250 | dlogz: 32.358 > 0.109
iter: 413 | bound: 7 | nc: 3 | ncall: 4441 | eff(%): 9.300 | loglstar: -inf < -45.978 < inf | logz: -53.112 +/- 0.250 | dlogz: 32.114 > 0.109
iter: 414 | bound: 7 | nc: 9 | ncall: 4450 | eff(%): 9.303 | loglstar: -inf < -45.890 < inf | logz: -52.919 +/- 0.249 | dlogz: 31.889 > 0.109
iter: 415 | bound: 7 | nc: 50 | ncall: 4500 | eff(%): 9.222 | loglstar: -inf < -45.685 < inf | logz: -52.734 +/- 0.248 | dlogz: 31.686 > 0.109
iter: 416 | bound: 7 | nc: 2 | ncall: 4502 | eff(%): 9.240 | loglstar: -inf < -45.516 < inf | logz: -52.552 +/- 0.248 | dlogz: 31.492 > 0.109
iter: 417 | bound: 8 | nc: 9 | ncall: 4511 | eff(%): 9.244 | loglstar: -inf < -45.368 < inf | logz: -52.375 +/- 0.247 | dlogz: 37.082 > 0.109
iter: 418 | bound: 8 | nc: 2 | ncall: 4513 | eff(%): 9.262 | loglstar: -inf < -45.241 < inf | logz: -52.206 +/- 0.247 | dlogz: 36.895 > 0.109
iter: 419 | bound: 8 | nc: 63 | ncall: 4576 | eff(%): 9.156 | loglstar: -inf < -45.020 < inf | logz: -52.037 +/- 0.246 | dlogz: 36.716 > 0.109
iter: 420 | bound: 9 | nc: 126 | ncall: 4702 | eff(%): 8.932 | loglstar: -inf < -44.966 < inf | logz: -51.875 +/- 0.246 | dlogz: 36.537 > 0.109
iter: 421 | bound: 9 | nc: 14 | ncall: 4716 | eff(%): 8.927 | loglstar: -inf < -44.877 < inf | logz: -51.728 +/- 0.245 | dlogz: 36.366 > 0.109
iter: 422 | bound: 9 | nc: 7 | ncall: 4723 | eff(%): 8.935 | loglstar: -inf < -44.442 < inf | logz: -51.562 +/- 0.245 | dlogz: 36.208 > 0.109
iter: 423 | bound: 9 | nc: 10 | ncall: 4733 | eff(%): 8.937 | loglstar: -inf < -44.393 < inf | logz: -51.389 +/- 0.245 | dlogz: 36.033 > 0.109
iter: 424 | bound: 10 | nc: 74 | ncall: 4807 | eff(%): 8.820 | loglstar: -inf < -44.372 < inf | logz: -51.239 +/- 0.245 | dlogz: 35.850 > 0.109
iter: 425 | bound: 10 | nc: 7 | ncall: 4814 | eff(%): 8.828 | loglstar: -inf < -43.968 < inf | logz: -51.078 +/- 0.245 | dlogz: 35.690 > 0.109
iter: 426 | bound: 10 | nc: 30 | ncall: 4844 | eff(%): 8.794 | loglstar: -inf < -43.848 < inf | logz: -50.906 +/- 0.245 | dlogz: 35.519 > 0.109
iter: 427 | bound: 10 | nc: 15 | ncall: 4859 | eff(%): 8.788 | loglstar: -inf < -43.772 < inf | logz: -50.747 +/- 0.245 | dlogz: 35.337 > 0.109
iter: 428 | bound: 10 | nc: 7 | ncall: 4866 | eff(%): 8.796 | loglstar: -inf < -43.723 < inf | logz: -50.603 +/- 0.245 | dlogz: 35.168 > 0.109
iter: 429 | bound: 10 | nc: 5 | ncall: 4871 | eff(%): 8.807 | loglstar: -inf < -43.526 < inf | logz: -50.462 +/- 0.245 | dlogz: 35.014 > 0.109
iter: 430 | bound: 10 | nc: 15 | ncall: 4886 | eff(%): 8.801 | loglstar: -inf < -43.328 < inf | logz: -50.315 +/- 0.244 | dlogz: 34.863 > 0.109
iter: 431 | bound: 10 | nc: 2 | ncall: 4888 | eff(%): 8.818 | loglstar: -inf < -43.269 < inf | logz: -50.173 +/- 0.244 | dlogz: 34.706 > 0.109
iter: 432 | bound: 10 | nc: 1 | ncall: 4889 | eff(%): 8.836 | loglstar: -inf < -43.267 < inf | logz: -50.046 +/- 0.244 | dlogz: 34.554 > 0.109
iter: 433 | bound: 11 | nc: 24 | ncall: 4913 | eff(%): 8.813 | loglstar: -inf < -43.125 < inf | logz: -49.926 +/- 0.243 | dlogz: 34.417 > 0.109
iter: 434 | bound: 11 | nc: 7 | ncall: 4920 | eff(%): 8.821 | loglstar: -inf < -43.109 < inf | logz: -49.812 +/- 0.243 | dlogz: 34.287 > 0.109
iter: 435 | bound: 11 | nc: 19 | ncall: 4939 | eff(%): 8.807 | loglstar: -inf < -43.074 < inf | logz: -49.708 +/- 0.242 | dlogz: 34.163 > 0.109
iter: 436 | bound: 11 | nc: 7 | ncall: 4946 | eff(%): 8.815 | loglstar: -inf < -43.006 < inf | logz: -49.610 +/- 0.242 | dlogz: 34.049 > 0.109
iter: 437 | bound: 11 | nc: 5 | ncall: 4951 | eff(%): 8.826 | loglstar: -inf < -43.004 < inf | logz: -49.519 +/- 0.241 | dlogz: 33.942 > 0.109
iter: 438 | bound: 11 | nc: 11 | ncall: 4962 | eff(%): 8.827 | loglstar: -inf < -42.850 < inf | logz: -49.429 +/- 0.241 | dlogz: 33.840 > 0.109
iter: 439 | bound: 11 | nc: 4 | ncall: 4966 | eff(%): 8.840 | loglstar: -inf < -42.759 < inf | logz: -49.338 +/- 0.240 | dlogz: 33.741 > 0.109
iter: 440 | bound: 11 | nc: 7 | ncall: 4973 | eff(%): 8.848 | loglstar: -inf < -42.718 < inf | logz: -49.250 +/- 0.240 | dlogz: 33.640 > 0.109
iter: 441 | bound: 11 | nc: 19 | ncall: 4992 | eff(%): 8.834 | loglstar: -inf < -42.636 < inf | logz: -49.165 +/- 0.239 | dlogz: 33.542 > 0.109
iter: 442 | bound: 11 | nc: 3 | ncall: 4995 | eff(%): 8.849 | loglstar: -inf < -42.617 < inf | logz: -49.083 +/- 0.239 | dlogz: 33.446 > 0.109
iter: 443 | bound: 11 | nc: 3 | ncall: 4998 | eff(%): 8.864 | loglstar: -inf < -42.585 < inf | logz: -49.007 +/- 0.239 | dlogz: 33.355 > 0.109
iter: 444 | bound: 11 | nc: 2 | ncall: 5000 | eff(%): 8.880 | loglstar: -inf < -42.457 < inf | logz: -48.930 +/- 0.238 | dlogz: 33.268 > 0.109
iter: 445 | bound: 11 | nc: 7 | ncall: 5007 | eff(%): 8.888 | loglstar: -inf < -42.453 < inf | logz: -48.856 +/- 0.238 | dlogz: 33.182 > 0.109
iter: 446 | bound: 11 | nc: 2 | ncall: 5009 | eff(%): 8.904 | loglstar: -inf < -42.388 < inf | logz: -48.785 +/- 0.237 | dlogz: 33.098 > 0.109
iter: 447 | bound: 11 | nc: 2 | ncall: 5011 | eff(%): 8.920 | loglstar: -inf < -42.322 < inf | logz: -48.714 +/- 0.237 | dlogz: 33.017 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 448 | bound: 12 | nc: 20 | ncall: 5031 | eff(%): 8.905 | loglstar: -inf < -42.010 < inf | logz: -48.636 +/- 0.237 | dlogz: 32.936 > 0.109
iter: 449 | bound: 13 | nc: 208 | ncall: 5239 | eff(%): 8.570 | loglstar: -inf < -41.563 < inf | logz: -48.531 +/- 0.237 | dlogz: 32.848 > 0.109
iter: 450 | bound: 13 | nc: 52 | ncall: 5291 | eff(%): 8.505 | loglstar: -inf < -41.496 < inf | logz: -48.413 +/- 0.238 | dlogz: 32.733 > 0.109
iter: 451 | bound: 13 | nc: 7 | ncall: 5298 | eff(%): 8.513 | loglstar: -inf < -41.490 < inf | logz: -48.305 +/- 0.238 | dlogz: 32.605 > 0.109
iter: 452 | bound: 13 | nc: 4 | ncall: 5302 | eff(%): 8.525 | loglstar: -inf < -41.200 < inf | logz: -48.193 +/- 0.239 | dlogz: 32.487 > 0.109
iter: 453 | bound: 13 | nc: 10 | ncall: 5312 | eff(%): 8.528 | loglstar: -inf < -41.141 < inf | logz: -48.076 +/- 0.239 | dlogz: 32.365 > 0.109
iter: 454 | bound: 14 | nc: 61 | ncall: 5373 | eff(%): 8.450 | loglstar: -inf < -41.055 < inf | logz: -47.965 +/- 0.240 | dlogz: 32.239 > 0.109
iter: 455 | bound: 14 | nc: 1 | ncall: 5374 | eff(%): 8.467 | loglstar: -inf < -40.835 < inf | logz: -47.851 +/- 0.240 | dlogz: 32.118 > 0.109
iter: 456 | bound: 14 | nc: 5 | ncall: 5379 | eff(%): 8.477 | loglstar: -inf < -40.751 < inf | logz: -47.733 +/- 0.241 | dlogz: 31.993 > 0.109
iter: 457 | bound: 14 | nc: 34 | ncall: 5413 | eff(%): 8.443 | loglstar: -inf < -40.628 < inf | logz: -47.618 +/- 0.241 | dlogz: 31.866 > 0.109
iter: 458 | bound: 14 | nc: 12 | ncall: 5425 | eff(%): 8.442 | loglstar: -inf < -40.501 < inf | logz: -47.504 +/- 0.241 | dlogz: 31.741 > 0.109
iter: 459 | bound: 14 | nc: 15 | ncall: 5440 | eff(%): 8.438 | loglstar: -inf < -40.432 < inf | logz: -47.392 +/- 0.242 | dlogz: 31.616 > 0.109
iter: 460 | bound: 15 | nc: 74 | ncall: 5514 | eff(%): 8.342 | loglstar: -inf < -40.418 < inf | logz: -47.288 +/- 0.242 | dlogz: 31.494 > 0.109
iter: 461 | bound: 15 | nc: 2 | ncall: 5516 | eff(%): 8.358 | loglstar: -inf < -40.263 < inf | logz: -47.187 +/- 0.242 | dlogz: 31.381 > 0.109
iter: 462 | bound: 15 | nc: 12 | ncall: 5528 | eff(%): 8.357 | loglstar: -inf < -40.146 < inf | logz: -47.084 +/- 0.242 | dlogz: 31.270 > 0.109
iter: 463 | bound: 15 | nc: 9 | ncall: 5537 | eff(%): 8.362 | loglstar: -inf < -40.142 < inf | logz: -46.986 +/- 0.242 | dlogz: 31.157 > 0.109
iter: 464 | bound: 15 | nc: 14 | ncall: 5551 | eff(%): 8.359 | loglstar: -inf < -40.122 < inf | logz: -46.896 +/- 0.242 | dlogz: 31.049 > 0.109
iter: 465 | bound: 15 | nc: 43 | ncall: 5594 | eff(%): 8.312 | loglstar: -inf < -40.084 < inf | logz: -46.813 +/- 0.242 | dlogz: 30.949 > 0.109
iter: 466 | bound: 15 | nc: 5 | ncall: 5599 | eff(%): 8.323 | loglstar: -inf < -39.990 < inf | logz: -46.731 +/- 0.241 | dlogz: 30.855 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 467 | bound: 16 | nc: 17 | ncall: 5616 | eff(%): 8.316 | loglstar: -inf < -39.881 < inf | logz: -46.649 +/- 0.241 | dlogz: 30.764 > 0.109
iter: 468 | bound: 16 | nc: 38 | ncall: 5654 | eff(%): 8.277 | loglstar: -inf < -39.753 < inf | logz: -46.564 +/- 0.241 | dlogz: 30.672 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 469 | bound: 17 | nc: 143 | ncall: 5797 | eff(%): 8.090 | loglstar: -inf < -39.729 < inf | logz: -46.481 +/- 0.241 | dlogz: 30.577 > 0.109
iter: 470 | bound: 17 | nc: 31 | ncall: 5828 | eff(%): 8.065 | loglstar: -inf < -39.531 < inf | logz: -46.397 +/- 0.241 | dlogz: 30.484 > 0.109
iter: 471 | bound: 17 | nc: 2 | ncall: 5830 | eff(%): 8.079 | loglstar: -inf < -39.307 < inf | logz: -46.302 +/- 0.241 | dlogz: 30.390 > 0.109
iter: 472 | bound: 17 | nc: 42 | ncall: 5872 | eff(%): 8.038 | loglstar: -inf < -39.243 < inf | logz: -46.204 +/- 0.241 | dlogz: 30.285 > 0.109
iter: 473 | bound: 17 | nc: 22 | ncall: 5894 | eff(%): 8.025 | loglstar: -inf < -39.169 < inf | logz: -46.110 +/- 0.242 | dlogz: 30.177 > 0.109
iter: 474 | bound: 18 | nc: 97 | ncall: 5991 | eff(%): 7.912 | loglstar: -inf < -39.149 < inf | logz: -46.020 +/- 0.242 | dlogz: 30.073 > 0.109
iter: 475 | bound: 18 | nc: 62 | ncall: 6053 | eff(%): 7.847 | loglstar: -inf < -39.120 < inf | logz: -45.937 +/- 0.242 | dlogz: 29.974 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 476 | bound: 19 | nc: 62 | ncall: 6115 | eff(%): 7.784 | loglstar: -inf < -39.088 < inf | logz: -45.859 +/- 0.242 | dlogz: 29.881 > 0.109
iter: 477 | bound: 20 | nc: 280 | ncall: 6395 | eff(%): 7.459 | loglstar: -inf < -39.076 < inf | logz: -45.785 +/- 0.241 | dlogz: 29.792 > 0.109
iter: 478 | bound: 21 | nc: 125 | ncall: 6520 | eff(%): 7.331 | loglstar: -inf < -38.988 < inf | logz: -45.714 +/- 0.241 | dlogz: 29.709 > 0.109
iter: 479 | bound: 21 | nc: 5 | ncall: 6525 | eff(%): 7.341 | loglstar: -inf < -38.550 < inf | logz: -45.628 +/- 0.241 | dlogz: 29.628 > 0.109
iter: 480 | bound: 21 | nc: 6 | ncall: 6531 | eff(%): 7.350 | loglstar: -inf < -38.474 < inf | logz: -45.529 +/- 0.242 | dlogz: 29.531 > 0.109
iter: 481 | bound: 21 | nc: 10 | ncall: 6541 | eff(%): 7.354 | loglstar: -inf < -38.288 < inf | logz: -45.428 +/- 0.242 | dlogz: 29.422 > 0.109
iter: 482 | bound: 21 | nc: 10 | ncall: 6551 | eff(%): 7.358 | loglstar: -inf < -38.246 < inf | logz: -45.326 +/- 0.243 | dlogz: 29.311 > 0.109
iter: 483 | bound: 21 | nc: 17 | ncall: 6568 | eff(%): 7.354 | loglstar: -inf < -38.112 < inf | logz: -45.227 +/- 0.243 | dlogz: 29.200 > 0.109
iter: 484 | bound: 21 | nc: 18 | ncall: 6586 | eff(%): 7.349 | loglstar: -inf < -38.090 < inf | logz: -45.131 +/- 0.243 | dlogz: 29.091 > 0.109
iter: 485 | bound: 21 | nc: 5 | ncall: 6591 | eff(%): 7.359 | loglstar: -inf < -38.075 < inf | logz: -45.043 +/- 0.243 | dlogz: 28.985 > 0.109
iter: 486 | bound: 21 | nc: 1 | ncall: 6592 | eff(%): 7.373 | loglstar: -inf < -37.972 < inf | logz: -44.958 +/- 0.243 | dlogz: 28.887 > 0.109
iter: 487 | bound: 21 | nc: 9 | ncall: 6601 | eff(%): 7.378 | loglstar: -inf < -37.849 < inf | logz: -44.871 +/- 0.243 | dlogz: 28.792 > 0.109
iter: 488 | bound: 21 | nc: 5 | ncall: 6606 | eff(%): 7.387 | loglstar: -inf < -37.795 < inf | logz: -44.785 +/- 0.244 | dlogz: 28.695 > 0.109
iter: 489 | bound: 21 | nc: 4 | ncall: 6610 | eff(%): 7.398 | loglstar: -inf < -37.701 < inf | logz: -44.701 +/- 0.244 | dlogz: 28.599 > 0.109
iter: 490 | bound: 21 | nc: 4 | ncall: 6614 | eff(%): 7.409 | loglstar: -inf < -37.514 < inf | logz: -44.613 +/- 0.244 | dlogz: 28.505 > 0.109
iter: 491 | bound: 21 | nc: 4 | ncall: 6618 | eff(%): 7.419 | loglstar: -inf < -37.460 < inf | logz: -44.523 +/- 0.244 | dlogz: 28.407 > 0.109
iter: 492 | bound: 22 | nc: 35 | ncall: 6653 | eff(%): 7.395 | loglstar: -inf < -37.389 < inf | logz: -44.436 +/- 0.244 | dlogz: 28.307 > 0.109
iter: 493 | bound: 22 | nc: 5 | ncall: 6658 | eff(%): 7.405 | loglstar: -inf < -37.020 < inf | logz: -44.337 +/- 0.245 | dlogz: 28.210 > 0.109
iter: 494 | bound: 23 | nc: 97 | ncall: 6755 | eff(%): 7.313 | loglstar: -inf < -36.767 < inf | logz: -44.218 +/- 0.245 | dlogz: 28.101 > 0.109
iter: 495 | bound: 23 | nc: 10 | ncall: 6765 | eff(%): 7.317 | loglstar: -inf < -36.759 < inf | logz: -44.100 +/- 0.246 | dlogz: 27.972 > 0.109
iter: 496 | bound: 23 | nc: 6 | ncall: 6771 | eff(%): 7.325 | loglstar: -inf < -36.750 < inf | logz: -43.994 +/- 0.247 | dlogz: 27.844 > 0.109
iter: 497 | bound: 23 | nc: 35 | ncall: 6806 | eff(%): 7.302 | loglstar: -inf < -36.607 < inf | logz: -43.892 +/- 0.247 | dlogz: 27.729 > 0.109
iter: 498 | bound: 23 | nc: 27 | ncall: 6833 | eff(%): 7.288 | loglstar: -inf < -36.522 < inf | logz: -43.790 +/- 0.247 | dlogz: 27.617 > 0.109
iter: 499 | bound: 24 | nc: 53 | ncall: 6886 | eff(%): 7.247 | loglstar: -inf < -36.505 < inf | logz: -43.694 +/- 0.247 | dlogz: 27.505 > 0.109
iter: 500 | bound: 24 | nc: 85 | ncall: 6971 | eff(%): 7.173 | loglstar: -inf < -36.468 < inf | logz: -43.605 +/- 0.247 | dlogz: 27.399 > 0.109
iter: 501 | bound: 24 | nc: 7 | ncall: 6978 | eff(%): 7.180 | loglstar: -inf < -36.462 < inf | logz: -43.522 +/- 0.247 | dlogz: 27.300 > 0.109
iter: 502 | bound: 25 | nc: 258 | ncall: 7236 | eff(%): 6.938 | loglstar: -inf < -36.445 < inf | logz: -43.446 +/- 0.247 | dlogz: 27.207 > 0.109
iter: 503 | bound: 25 | nc: 4 | ncall: 7240 | eff(%): 6.948 | loglstar: -inf < -36.389 < inf | logz: -43.373 +/- 0.247 | dlogz: 27.121 > 0.109
iter: 504 | bound: 25 | nc: 5 | ncall: 7245 | eff(%): 6.957 | loglstar: -inf < -36.273 < inf | logz: -43.300 +/- 0.247 | dlogz: 27.038 > 0.109
iter: 505 | bound: 25 | nc: 3 | ncall: 7248 | eff(%): 6.967 | loglstar: -inf < -36.230 < inf | logz: -43.227 +/- 0.247 | dlogz: 26.954 > 0.109
iter: 506 | bound: 25 | nc: 22 | ncall: 7270 | eff(%): 6.960 | loglstar: -inf < -36.170 < inf | logz: -43.156 +/- 0.246 | dlogz: 26.872 > 0.109
iter: 507 | bound: 25 | nc: 17 | ncall: 7287 | eff(%): 6.958 | loglstar: -inf < -35.980 < inf | logz: -43.082 +/- 0.246 | dlogz: 26.791 > 0.109
iter: 508 | bound: 26 | nc: 83 | ncall: 7370 | eff(%): 6.893 | loglstar: -inf < -35.932 < inf | logz: -43.005 +/- 0.246 | dlogz: 26.707 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 509 | bound: 27 | nc: 166 | ncall: 7536 | eff(%): 6.754 | loglstar: -inf < -35.791 < inf | logz: -42.928 +/- 0.246 | dlogz: 26.621 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 510 | bound: 28 | nc: 371 | ncall: 7907 | eff(%): 6.450 | loglstar: -inf < -35.687 < inf | logz: -42.849 +/- 0.246 | dlogz: 26.533 > 0.109
iter: 511 | bound: 29 | nc: 100 | ncall: 8007 | eff(%): 6.382 | loglstar: -inf < -35.669 < inf | logz: -42.771 +/- 0.246 | dlogz: 26.444 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 512 | bound: 30 | nc: 484 | ncall: 8491 | eff(%): 6.030 | loglstar: -inf < -35.580 < inf | logz: -42.696 +/- 0.246 | dlogz: 26.356 > 0.109
iter: 513 | bound: 30 | nc: 66 | ncall: 8557 | eff(%): 5.995 | loglstar: -inf < -35.566 < inf | logz: -42.624 +/- 0.246 | dlogz: 26.271 > 0.109
iter: 514 | bound: 31 | nc: 382 | ncall: 8939 | eff(%): 5.750 | loglstar: -inf < -35.566 < inf | logz: -42.556 +/- 0.246 | dlogz: 26.189 > 0.109
iter: 515 | bound: 32 | nc: 258 | ncall: 9197 | eff(%): 5.600 | loglstar: -inf < -35.447 < inf | logz: -42.490 +/- 0.246 | dlogz: 26.111 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 516 | bound: 33 | nc: 686 | ncall: 9883 | eff(%): 5.221 | loglstar: -inf < -35.420 < inf | logz: -42.424 +/- 0.246 | dlogz: 26.035 > 0.109
iter: 517 | bound: 34 | nc: 406 | ncall: 10289 | eff(%): 5.025 | loglstar: -inf < -35.415 < inf | logz: -42.361 +/- 0.246 | dlogz: 25.959 > 0.109
iter: 518 | bound: 34 | nc: 19 | ncall: 10308 | eff(%): 5.025 | loglstar: -inf < -35.387 < inf | logz: -42.302 +/- 0.246 | dlogz: 25.887 > 0.109
iter: 519 | bound: 34 | nc: 11 | ncall: 10319 | eff(%): 5.030 | loglstar: -inf < -35.289 < inf | logz: -42.243 +/- 0.246 | dlogz: 25.818 > 0.109
iter: 520 | bound: 34 | nc: 6 | ncall: 10325 | eff(%): 5.036 | loglstar: -inf < -35.254 < inf | logz: -42.185 +/- 0.246 | dlogz: 25.749 > 0.109
iter: 521 | bound: 34 | nc: 11 | ncall: 10336 | eff(%): 5.041 | loglstar: -inf < -35.251 < inf | logz: -42.129 +/- 0.245 | dlogz: 25.680 > 0.109
iter: 522 | bound: 34 | nc: 16 | ncall: 10352 | eff(%): 5.043 | loglstar: -inf < -35.240 < inf | logz: -42.076 +/- 0.245 | dlogz: 25.614 > 0.109
iter: 523 | bound: 34 | nc: 30 | ncall: 10382 | eff(%): 5.038 | loglstar: -inf < -35.124 < inf | logz: -42.023 +/- 0.245 | dlogz: 25.552 > 0.109
iter: 524 | bound: 35 | nc: 8 | ncall: 10390 | eff(%): 5.043 | loglstar: -inf < -34.960 < inf | logz: -41.966 +/- 0.245 | dlogz: 25.489 > 0.109
iter: 525 | bound: 35 | nc: 6 | ncall: 10396 | eff(%): 5.050 | loglstar: -inf < -34.833 < inf | logz: -41.905 +/- 0.245 | dlogz: 25.422 > 0.109
iter: 526 | bound: 35 | nc: 52 | ncall: 10448 | eff(%): 5.034 | loglstar: -inf < -34.833 < inf | logz: -41.844 +/- 0.245 | dlogz: 25.350 > 0.109
iter: 527 | bound: 36 | nc: 57 | ncall: 10505 | eff(%): 5.017 | loglstar: -inf < -34.779 < inf | logz: -41.785 +/- 0.245 | dlogz: 25.280 > 0.109
iter: 528 | bound: 36 | nc: 20 | ncall: 10525 | eff(%): 5.017 | loglstar: -inf < -34.670 < inf | logz: -41.726 +/- 0.245 | dlogz: 25.211 > 0.109
iter: 529 | bound: 36 | nc: 7 | ncall: 10532 | eff(%): 5.023 | loglstar: -inf < -34.615 < inf | logz: -41.666 +/- 0.245 | dlogz: 25.142 > 0.109
iter: 530 | bound: 36 | nc: 7 | ncall: 10539 | eff(%): 5.029 | loglstar: -inf < -34.420 < inf | logz: -41.603 +/- 0.245 | dlogz: 25.072 > 0.109
iter: 531 | bound: 36 | nc: 1 | ncall: 10540 | eff(%): 5.038 | loglstar: -inf < -34.295 < inf | logz: -41.534 +/- 0.245 | dlogz: 24.999 > 0.109
iter: 532 | bound: 36 | nc: 3 | ncall: 10543 | eff(%): 5.046 | loglstar: -inf < -34.229 < inf | logz: -41.464 +/- 0.246 | dlogz: 24.920 > 0.109
iter: 533 | bound: 36 | nc: 5 | ncall: 10548 | eff(%): 5.053 | loglstar: -inf < -34.075 < inf | logz: -41.392 +/- 0.246 | dlogz: 24.840 > 0.109
iter: 534 | bound: 36 | nc: 6 | ncall: 10554 | eff(%): 5.060 | loglstar: -inf < -33.980 < inf | logz: -41.317 +/- 0.246 | dlogz: 24.758 > 0.109
iter: 535 | bound: 36 | nc: 10 | ncall: 10564 | eff(%): 5.064 | loglstar: -inf < -33.905 < inf | logz: -41.242 +/- 0.247 | dlogz: 24.792 > 0.109
iter: 536 | bound: 36 | nc: 13 | ncall: 10577 | eff(%): 5.068 | loglstar: -inf < -33.806 < inf | logz: -41.167 +/- 0.247 | dlogz: 24.707 > 0.109
iter: 537 | bound: 36 | nc: 2 | ncall: 10579 | eff(%): 5.076 | loglstar: -inf < -33.692 < inf | logz: -41.090 +/- 0.247 | dlogz: 24.622 > 0.109
iter: 538 | bound: 36 | nc: 13 | ncall: 10592 | eff(%): 5.079 | loglstar: -inf < -33.649 < inf | logz: -41.014 +/- 0.248 | dlogz: 24.535 > 0.109
iter: 539 | bound: 36 | nc: 3 | ncall: 10595 | eff(%): 5.087 | loglstar: -inf < -33.638 < inf | logz: -40.942 +/- 0.248 | dlogz: 24.449 > 0.109
iter: 540 | bound: 36 | nc: 3 | ncall: 10598 | eff(%): 5.095 | loglstar: -inf < -33.394 < inf | logz: -40.867 +/- 0.248 | dlogz: 24.367 > 0.109
iter: 541 | bound: 36 | nc: 5 | ncall: 10603 | eff(%): 5.102 | loglstar: -inf < -33.285 < inf | logz: -40.785 +/- 0.249 | dlogz: 24.282 > 0.109
iter: 542 | bound: 37 | nc: 16 | ncall: 10619 | eff(%): 5.104 | loglstar: -inf < -33.190 < inf | logz: -40.702 +/- 0.249 | dlogz: 24.190 > 0.109
iter: 543 | bound: 37 | nc: 1 | ncall: 10620 | eff(%): 5.113 | loglstar: -inf < -33.144 < inf | logz: -40.621 +/- 0.250 | dlogz: 24.097 > 0.109
iter: 544 | bound: 37 | nc: 11 | ncall: 10631 | eff(%): 5.117 | loglstar: -inf < -33.013 < inf | logz: -40.540 +/- 0.250 | dlogz: 24.006 > 0.109
iter: 545 | bound: 37 | nc: 5 | ncall: 10636 | eff(%): 5.124 | loglstar: -inf < -32.972 < inf | logz: -40.460 +/- 0.250 | dlogz: 23.915 > 0.109
iter: 546 | bound: 37 | nc: 16 | ncall: 10652 | eff(%): 5.126 | loglstar: -inf < -32.943 < inf | logz: -40.383 +/- 0.251 | dlogz: 23.825 > 0.109
iter: 547 | bound: 37 | nc: 18 | ncall: 10670 | eff(%): 5.127 | loglstar: -inf < -32.902 < inf | logz: -40.311 +/- 0.251 | dlogz: 23.739 > 0.109
iter: 548 | bound: 37 | nc: 4 | ncall: 10674 | eff(%): 5.134 | loglstar: -inf < -32.710 < inf | logz: -40.236 +/- 0.251 | dlogz: 23.656 > 0.109
iter: 549 | bound: 37 | nc: 1 | ncall: 10675 | eff(%): 5.143 | loglstar: -inf < -32.666 < inf | logz: -40.158 +/- 0.251 | dlogz: 23.571 > 0.109
iter: 550 | bound: 37 | nc: 12 | ncall: 10687 | eff(%): 5.146 | loglstar: -inf < -32.589 < inf | logz: -40.083 +/- 0.251 | dlogz: 23.484 > 0.109
iter: 551 | bound: 37 | nc: 13 | ncall: 10700 | eff(%): 5.150 | loglstar: -inf < -32.557 < inf | logz: -40.010 +/- 0.252 | dlogz: 23.398 > 0.109
iter: 552 | bound: 37 | nc: 2 | ncall: 10702 | eff(%): 5.158 | loglstar: -inf < -32.102 < inf | logz: -39.922 +/- 0.252 | dlogz: 23.315 > 0.109
iter: 553 | bound: 38 | nc: 17 | ncall: 10719 | eff(%): 5.159 | loglstar: -inf < -32.077 < inf | logz: -39.824 +/- 0.253 | dlogz: 23.218 > 0.109
iter: 554 | bound: 38 | nc: 10 | ncall: 10729 | eff(%): 5.164 | loglstar: -inf < -32.076 < inf | logz: -39.735 +/- 0.253 | dlogz: 23.110 > 0.109
iter: 555 | bound: 38 | nc: 2 | ncall: 10731 | eff(%): 5.172 | loglstar: -inf < -32.014 < inf | logz: -39.651 +/- 0.254 | dlogz: 23.011 > 0.109
iter: 556 | bound: 38 | nc: 4 | ncall: 10735 | eff(%): 5.179 | loglstar: -inf < -32.007 < inf | logz: -39.572 +/- 0.254 | dlogz: 22.917 > 0.109
iter: 557 | bound: 38 | nc: 5 | ncall: 10740 | eff(%): 5.186 | loglstar: -inf < -31.991 < inf | logz: -39.499 +/- 0.254 | dlogz: 22.828 > 0.109
iter: 558 | bound: 38 | nc: 8 | ncall: 10748 | eff(%): 5.192 | loglstar: -inf < -31.956 < inf | logz: -39.429 +/- 0.254 | dlogz: 22.744 > 0.109
iter: 559 | bound: 38 | nc: 3 | ncall: 10751 | eff(%): 5.200 | loglstar: -inf < -31.894 < inf | logz: -39.362 +/- 0.254 | dlogz: 22.665 > 0.109
iter: 560 | bound: 38 | nc: 1 | ncall: 10752 | eff(%): 5.208 | loglstar: -inf < -31.789 < inf | logz: -39.294 +/- 0.254 | dlogz: 22.588 > 0.109
iter: 561 | bound: 38 | nc: 4 | ncall: 10756 | eff(%): 5.216 | loglstar: -inf < -31.720 < inf | logz: -39.225 +/- 0.254 | dlogz: 22.510 > 0.109
iter: 562 | bound: 38 | nc: 3 | ncall: 10759 | eff(%): 5.224 | loglstar: -inf < -31.663 < inf | logz: -39.158 +/- 0.254 | dlogz: 22.431 > 0.109
iter: 563 | bound: 38 | nc: 1 | ncall: 10760 | eff(%): 5.232 | loglstar: -inf < -31.649 < inf | logz: -39.093 +/- 0.254 | dlogz: 22.354 > 0.109
iter: 564 | bound: 38 | nc: 1 | ncall: 10761 | eff(%): 5.241 | loglstar: -inf < -31.644 < inf | logz: -39.032 +/- 0.254 | dlogz: 22.279 > 0.109
iter: 565 | bound: 38 | nc: 7 | ncall: 10768 | eff(%): 5.247 | loglstar: -inf < -31.570 < inf | logz: -38.973 +/- 0.254 | dlogz: 22.209 > 0.109
iter: 566 | bound: 38 | nc: 9 | ncall: 10777 | eff(%): 5.252 | loglstar: -inf < -31.491 < inf | logz: -38.914 +/- 0.254 | dlogz: 22.140 > 0.109
iter: 567 | bound: 38 | nc: 18 | ncall: 10795 | eff(%): 5.252 | loglstar: -inf < -31.207 < inf | logz: -38.847 +/- 0.254 | dlogz: 22.070 > 0.109
iter: 568 | bound: 38 | nc: 1 | ncall: 10796 | eff(%): 5.261 | loglstar: -inf < -31.019 < inf | logz: -38.770 +/- 0.254 | dlogz: 21.994 > 0.109
iter: 569 | bound: 38 | nc: 5 | ncall: 10801 | eff(%): 5.268 | loglstar: -inf < -31.003 < inf | logz: -38.691 +/- 0.255 | dlogz: 21.906 > 0.109
iter: 570 | bound: 39 | nc: 31 | ncall: 10832 | eff(%): 5.262 | loglstar: -inf < -30.730 < inf | logz: -38.608 +/- 0.255 | dlogz: 21.818 > 0.109
iter: 571 | bound: 39 | nc: 17 | ncall: 10849 | eff(%): 5.263 | loglstar: -inf < -30.710 < inf | logz: -38.521 +/- 0.255 | dlogz: 21.725 > 0.109
iter: 572 | bound: 39 | nc: 32 | ncall: 10881 | eff(%): 5.257 | loglstar: -inf < -30.480 < inf | logz: -38.431 +/- 0.256 | dlogz: 21.628 > 0.109
iter: 573 | bound: 39 | nc: 11 | ncall: 10892 | eff(%): 5.261 | loglstar: -inf < -30.417 < inf | logz: -38.338 +/- 0.257 | dlogz: 21.528 > 0.109
iter: 574 | bound: 39 | nc: 10 | ncall: 10902 | eff(%): 5.265 | loglstar: -inf < -30.416 < inf | logz: -38.251 +/- 0.257 | dlogz: 21.425 > 0.109
iter: 575 | bound: 39 | nc: 15 | ncall: 10917 | eff(%): 5.267 | loglstar: -inf < -30.367 < inf | logz: -38.169 +/- 0.257 | dlogz: 21.327 > 0.109
iter: 576 | bound: 40 | nc: 32 | ncall: 10949 | eff(%): 5.261 | loglstar: -inf < -30.219 < inf | logz: -38.087 +/- 0.258 | dlogz: 21.236 > 0.109
iter: 577 | bound: 40 | nc: 1 | ncall: 10950 | eff(%): 5.269 | loglstar: -inf < -30.077 < inf | logz: -38.001 +/- 0.258 | dlogz: 21.144 > 0.109
iter: 578 | bound: 40 | nc: 25 | ncall: 10975 | eff(%): 5.267 | loglstar: -inf < -29.995 < inf | logz: -37.913 +/- 0.258 | dlogz: 21.048 > 0.109
iter: 579 | bound: 40 | nc: 4 | ncall: 10979 | eff(%): 5.274 | loglstar: -inf < -29.947 < inf | logz: -37.828 +/- 0.259 | dlogz: 20.950 > 0.109
iter: 580 | bound: 40 | nc: 11 | ncall: 10990 | eff(%): 5.278 | loglstar: -inf < -29.941 < inf | logz: -37.749 +/- 0.259 | dlogz: 20.855 > 0.109
iter: 581 | bound: 40 | nc: 12 | ncall: 11002 | eff(%): 5.281 | loglstar: -inf < -29.908 < inf | logz: -37.674 +/- 0.259 | dlogz: 20.766 > 0.109
iter: 582 | bound: 40 | nc: 26 | ncall: 11028 | eff(%): 5.277 | loglstar: -inf < -29.897 < inf | logz: -37.604 +/- 0.259 | dlogz: 20.682 > 0.109
iter: 583 | bound: 40 | nc: 13 | ncall: 11041 | eff(%): 5.280 | loglstar: -inf < -29.862 < inf | logz: -37.538 +/- 0.259 | dlogz: 20.602 > 0.109
iter: 584 | bound: 40 | nc: 5 | ncall: 11046 | eff(%): 5.287 | loglstar: -inf < -29.796 < inf | logz: -37.474 +/- 0.259 | dlogz: 20.525 > 0.109
iter: 585 | bound: 41 | nc: 15 | ncall: 11061 | eff(%): 5.289 | loglstar: -inf < -29.691 < inf | logz: -37.408 +/- 0.259 | dlogz: 20.451 > 0.109
iter: 586 | bound: 41 | nc: 11 | ncall: 11072 | eff(%): 5.293 | loglstar: -inf < -29.430 < inf | logz: -37.335 +/- 0.259 | dlogz: 20.375 > 0.109
iter: 587 | bound: 41 | nc: 4 | ncall: 11076 | eff(%): 5.300 | loglstar: -inf < -29.393 < inf | logz: -37.258 +/- 0.259 | dlogz: 20.293 > 0.109
iter: 588 | bound: 41 | nc: 59 | ncall: 11135 | eff(%): 5.281 | loglstar: -inf < -29.328 < inf | logz: -37.183 +/- 0.259 | dlogz: 20.205 > 0.109
iter: 589 | bound: 41 | nc: 11 | ncall: 11146 | eff(%): 5.284 | loglstar: -inf < -29.322 < inf | logz: -37.112 +/- 0.259 | dlogz: 20.121 > 0.109
iter: 590 | bound: 41 | nc: 1 | ncall: 11147 | eff(%): 5.293 | loglstar: -inf < -29.251 < inf | logz: -37.044 +/- 0.259 | dlogz: 20.040 > 0.109
iter: 591 | bound: 41 | nc: 5 | ncall: 11152 | eff(%): 5.299 | loglstar: -inf < -29.117 < inf | logz: -36.974 +/- 0.259 | dlogz: 19.962 > 0.109
iter: 592 | bound: 41 | nc: 5 | ncall: 11157 | eff(%): 5.306 | loglstar: -inf < -29.048 < inf | logz: -36.903 +/- 0.260 | dlogz: 19.882 > 0.109
iter: 593 | bound: 42 | nc: 7 | ncall: 11164 | eff(%): 5.312 | loglstar: -inf < -29.036 < inf | logz: -36.834 +/- 0.260 | dlogz: 19.800 > 0.109
iter: 594 | bound: 42 | nc: 2 | ncall: 11166 | eff(%): 5.320 | loglstar: -inf < -28.995 < inf | logz: -36.769 +/- 0.260 | dlogz: 19.722 > 0.109
iter: 595 | bound: 42 | nc: 1 | ncall: 11167 | eff(%): 5.328 | loglstar: -inf < -28.976 < inf | logz: -36.706 +/- 0.260 | dlogz: 19.646 > 0.109
iter: 596 | bound: 42 | nc: 13 | ncall: 11180 | eff(%): 5.331 | loglstar: -inf < -28.966 < inf | logz: -36.647 +/- 0.260 | dlogz: 19.574 > 0.109
iter: 597 | bound: 42 | nc: 1 | ncall: 11181 | eff(%): 5.339 | loglstar: -inf < -28.745 < inf | logz: -36.585 +/- 0.260 | dlogz: 19.505 > 0.109
iter: 598 | bound: 42 | nc: 9 | ncall: 11190 | eff(%): 5.344 | loglstar: -inf < -28.721 < inf | logz: -36.520 +/- 0.260 | dlogz: 19.433 > 0.109
iter: 599 | bound: 42 | nc: 4 | ncall: 11194 | eff(%): 5.351 | loglstar: -inf < -28.697 < inf | logz: -36.459 +/- 0.260 | dlogz: 19.358 > 0.109
iter: 600 | bound: 42 | nc: 15 | ncall: 11209 | eff(%): 5.353 | loglstar: -inf < -28.581 < inf | logz: -36.397 +/- 0.260 | dlogz: 19.287 > 0.109
iter: 601 | bound: 42 | nc: 1 | ncall: 11210 | eff(%): 5.361 | loglstar: -inf < -28.540 < inf | logz: -36.335 +/- 0.260 | dlogz: 19.215 > 0.109
iter: 602 | bound: 42 | nc: 6 | ncall: 11216 | eff(%): 5.367 | loglstar: -inf < -28.441 < inf | logz: -36.273 +/- 0.260 | dlogz: 19.143 > 0.109
iter: 603 | bound: 42 | nc: 1 | ncall: 11217 | eff(%): 5.376 | loglstar: -inf < -28.409 < inf | logz: -36.211 +/- 0.260 | dlogz: 19.071 > 0.109
iter: 604 | bound: 42 | nc: 2 | ncall: 11219 | eff(%): 5.384 | loglstar: -inf < -28.409 < inf | logz: -36.153 +/- 0.260 | dlogz: 19.000 > 0.109
iter: 605 | bound: 42 | nc: 3 | ncall: 11222 | eff(%): 5.391 | loglstar: -inf < -28.250 < inf | logz: -36.094 +/- 0.260 | dlogz: 18.931 > 0.109
iter: 606 | bound: 42 | nc: 1 | ncall: 11223 | eff(%): 5.400 | loglstar: -inf < -28.213 < inf | logz: -36.033 +/- 0.260 | dlogz: 18.862 > 0.109
iter: 607 | bound: 42 | nc: 9 | ncall: 11232 | eff(%): 5.404 | loglstar: -inf < -28.158 < inf | logz: -35.974 +/- 0.260 | dlogz: 22.230 > 0.109
iter: 608 | bound: 42 | nc: 2 | ncall: 11234 | eff(%): 5.412 | loglstar: -inf < -28.033 < inf | logz: -35.913 +/- 0.260 | dlogz: 22.161 > 0.109
iter: 609 | bound: 42 | nc: 1 | ncall: 11235 | eff(%): 5.421 | loglstar: -inf < -28.020 < inf | logz: -35.853 +/- 0.260 | dlogz: 22.091 > 0.109
iter: 610 | bound: 42 | nc: 3 | ncall: 11238 | eff(%): 5.428 | loglstar: -inf < -27.936 < inf | logz: -35.794 +/- 0.260 | dlogz: 22.020 > 0.109
iter: 611 | bound: 42 | nc: 2 | ncall: 11240 | eff(%): 5.436 | loglstar: -inf < -27.919 < inf | logz: -35.736 +/- 0.260 | dlogz: 21.951 > 0.109
iter: 612 | bound: 42 | nc: 11 | ncall: 11251 | eff(%): 5.440 | loglstar: -inf < -27.893 < inf | logz: -35.681 +/- 0.260 | dlogz: 21.883 > 0.109
iter: 613 | bound: 42 | nc: 1 | ncall: 11252 | eff(%): 5.448 | loglstar: -inf < -27.798 < inf | logz: -35.625 +/- 0.260 | dlogz: 21.818 > 0.109
iter: 614 | bound: 42 | nc: 3 | ncall: 11255 | eff(%): 5.455 | loglstar: -inf < -27.779 < inf | logz: -35.571 +/- 0.260 | dlogz: 21.753 > 0.109
iter: 615 | bound: 42 | nc: 6 | ncall: 11261 | eff(%): 5.461 | loglstar: -inf < -27.669 < inf | logz: -35.516 +/- 0.260 | dlogz: 21.688 > 0.109
iter: 616 | bound: 42 | nc: 1 | ncall: 11262 | eff(%): 5.470 | loglstar: -inf < -27.642 < inf | logz: -35.461 +/- 0.260 | dlogz: 21.623 > 0.109
iter: 617 | bound: 43 | nc: 19 | ncall: 11281 | eff(%): 5.469 | loglstar: -inf < -27.346 < inf | logz: -35.400 +/- 0.260 | dlogz: 21.558 > 0.109
iter: 618 | bound: 43 | nc: 69 | ncall: 11350 | eff(%): 5.445 | loglstar: -inf < -27.283 < inf | logz: -35.333 +/- 0.261 | dlogz: 21.488 > 0.109
iter: 619 | bound: 43 | nc: 15 | ncall: 11365 | eff(%): 5.447 | loglstar: -inf < -27.268 < inf | logz: -35.268 +/- 0.261 | dlogz: 21.411 > 0.109
iter: 620 | bound: 43 | nc: 14 | ncall: 11379 | eff(%): 5.449 | loglstar: -inf < -27.231 < inf | logz: -35.207 +/- 0.261 | dlogz: 21.336 > 0.109
iter: 621 | bound: 44 | nc: 61 | ncall: 11440 | eff(%): 5.428 | loglstar: -inf < -27.079 < inf | logz: -35.144 +/- 0.261 | dlogz: 21.264 > 0.109
iter: 622 | bound: 44 | nc: 3 | ncall: 11443 | eff(%): 5.436 | loglstar: -inf < -26.923 < inf | logz: -35.075 +/- 0.262 | dlogz: 21.191 > 0.109
iter: 623 | bound: 44 | nc: 12 | ncall: 11455 | eff(%): 5.439 | loglstar: -inf < -26.781 < inf | logz: -35.002 +/- 0.262 | dlogz: 21.113 > 0.109
iter: 624 | bound: 44 | nc: 8 | ncall: 11463 | eff(%): 5.444 | loglstar: -inf < -26.688 < inf | logz: -34.927 +/- 0.262 | dlogz: 21.030 > 0.109
iter: 625 | bound: 44 | nc: 29 | ncall: 11492 | eff(%): 5.439 | loglstar: -inf < -26.660 < inf | logz: -34.853 +/- 0.263 | dlogz: 20.944 > 0.109
iter: 626 | bound: 45 | nc: 80 | ncall: 11572 | eff(%): 5.410 | loglstar: -inf < -26.601 < inf | logz: -34.782 +/- 0.263 | dlogz: 20.861 > 0.109
iter: 627 | bound: 45 | nc: 8 | ncall: 11580 | eff(%): 5.415 | loglstar: -inf < -26.599 < inf | logz: -34.715 +/- 0.263 | dlogz: 20.780 > 0.109
iter: 628 | bound: 45 | nc: 14 | ncall: 11594 | eff(%): 5.417 | loglstar: -inf < -26.576 < inf | logz: -34.651 +/- 0.264 | dlogz: 20.703 > 0.109
iter: 629 | bound: 45 | nc: 3 | ncall: 11597 | eff(%): 5.424 | loglstar: -inf < -26.485 < inf | logz: -34.589 +/- 0.264 | dlogz: 20.629 > 0.109
iter: 630 | bound: 45 | nc: 1 | ncall: 11598 | eff(%): 5.432 | loglstar: -inf < -26.410 < inf | logz: -34.526 +/- 0.264 | dlogz: 20.557 > 0.109
iter: 631 | bound: 45 | nc: 2 | ncall: 11600 | eff(%): 5.440 | loglstar: -inf < -26.272 < inf | logz: -34.460 +/- 0.264 | dlogz: 20.484 > 0.109
iter: 632 | bound: 45 | nc: 8 | ncall: 11608 | eff(%): 5.445 | loglstar: -inf < -26.267 < inf | logz: -34.396 +/- 0.264 | dlogz: 20.409 > 0.109
iter: 633 | bound: 45 | nc: 17 | ncall: 11625 | eff(%): 5.445 | loglstar: -inf < -25.976 < inf | logz: -34.325 +/- 0.265 | dlogz: 20.334 > 0.109
iter: 634 | bound: 45 | nc: 21 | ncall: 11646 | eff(%): 5.444 | loglstar: -inf < -25.905 < inf | logz: -34.249 +/- 0.265 | dlogz: 20.254 > 0.109
iter: 635 | bound: 45 | nc: 13 | ncall: 11659 | eff(%): 5.446 | loglstar: -inf < -25.903 < inf | logz: -34.175 +/- 0.265 | dlogz: 20.167 > 0.109
iter: 636 | bound: 45 | nc: 5 | ncall: 11664 | eff(%): 5.453 | loglstar: -inf < -25.875 < inf | logz: -34.107 +/- 0.266 | dlogz: 20.084 > 0.109
iter: 637 | bound: 45 | nc: 7 | ncall: 11671 | eff(%): 5.458 | loglstar: -inf < -25.845 < inf | logz: -34.042 +/- 0.266 | dlogz: 20.005 > 0.109
iter: 638 | bound: 46 | nc: 2 | ncall: 11673 | eff(%): 5.466 | loglstar: -inf < -25.742 < inf | logz: -33.977 +/- 0.266 | dlogz: 19.930 > 0.109
iter: 639 | bound: 46 | nc: 13 | ncall: 11686 | eff(%): 5.468 | loglstar: -inf < -25.653 < inf | logz: -33.911 +/- 0.266 | dlogz: 19.855 > 0.109
iter: 640 | bound: 46 | nc: 3 | ncall: 11689 | eff(%): 5.475 | loglstar: -inf < -25.608 < inf | logz: -33.845 +/- 0.266 | dlogz: 19.779 > 0.109
iter: 641 | bound: 46 | nc: 3 | ncall: 11692 | eff(%): 5.482 | loglstar: -inf < -25.367 < inf | logz: -33.775 +/- 0.266 | dlogz: 19.704 > 0.109
iter: 642 | bound: 46 | nc: 7 | ncall: 11699 | eff(%): 5.488 | loglstar: -inf < -25.279 < inf | logz: -33.699 +/- 0.267 | dlogz: 19.624 > 0.109
iter: 643 | bound: 46 | nc: 2 | ncall: 11701 | eff(%): 5.495 | loglstar: -inf < -25.268 < inf | logz: -33.626 +/- 0.267 | dlogz: 19.538 > 0.109
iter: 644 | bound: 46 | nc: 6 | ncall: 11707 | eff(%): 5.501 | loglstar: -inf < -25.267 < inf | logz: -33.558 +/- 0.267 | dlogz: 19.455 > 0.109
iter: 645 | bound: 46 | nc: 14 | ncall: 11721 | eff(%): 5.503 | loglstar: -inf < -25.260 < inf | logz: -33.495 +/- 0.267 | dlogz: 19.377 > 0.109
iter: 646 | bound: 46 | nc: 4 | ncall: 11725 | eff(%): 5.510 | loglstar: -inf < -25.178 < inf | logz: -33.433 +/- 0.267 | dlogz: 19.304 > 0.109
iter: 647 | bound: 46 | nc: 5 | ncall: 11730 | eff(%): 5.516 | loglstar: -inf < -25.128 < inf | logz: -33.372 +/- 0.268 | dlogz: 19.232 > 0.109
iter: 648 | bound: 46 | nc: 11 | ncall: 11741 | eff(%): 5.519 | loglstar: -inf < -25.034 < inf | logz: -33.311 +/- 0.268 | dlogz: 19.161 > 0.109
iter: 649 | bound: 46 | nc: 3 | ncall: 11744 | eff(%): 5.526 | loglstar: -inf < -24.984 < inf | logz: -33.249 +/- 0.268 | dlogz: 19.090 > 0.109
iter: 650 | bound: 46 | nc: 18 | ncall: 11762 | eff(%): 5.526 | loglstar: -inf < -24.975 < inf | logz: -33.190 +/- 0.268 | dlogz: 19.018 > 0.109
iter: 651 | bound: 46 | nc: 4 | ncall: 11766 | eff(%): 5.533 | loglstar: -inf < -24.940 < inf | logz: -33.134 +/- 0.268 | dlogz: 18.950 > 0.109
iter: 652 | bound: 46 | nc: 1 | ncall: 11767 | eff(%): 5.541 | loglstar: -inf < -24.874 < inf | logz: -33.079 +/- 0.268 | dlogz: 18.883 > 0.109
iter: 653 | bound: 46 | nc: 1 | ncall: 11768 | eff(%): 5.549 | loglstar: -inf < -24.855 < inf | logz: -33.025 +/- 0.268 | dlogz: 18.818 > 0.109
iter: 654 | bound: 46 | nc: 2 | ncall: 11770 | eff(%): 5.556 | loglstar: -inf < -24.679 < inf | logz: -32.968 +/- 0.268 | dlogz: 18.754 > 0.109
iter: 655 | bound: 47 | nc: 3 | ncall: 11773 | eff(%): 5.564 | loglstar: -inf < -24.667 < inf | logz: -32.911 +/- 0.268 | dlogz: 18.688 > 0.109
iter: 656 | bound: 47 | nc: 19 | ncall: 11792 | eff(%): 5.563 | loglstar: -inf < -24.584 < inf | logz: -32.854 +/- 0.268 | dlogz: 18.620 > 0.109
iter: 657 | bound: 47 | nc: 60 | ncall: 11852 | eff(%): 5.543 | loglstar: -inf < -24.578 < inf | logz: -32.799 +/- 0.268 | dlogz: 18.554 > 0.109
iter: 658 | bound: 47 | nc: 8 | ncall: 11860 | eff(%): 5.548 | loglstar: -inf < -24.496 < inf | logz: -32.745 +/- 0.268 | dlogz: 18.627 > 0.109
iter: 659 | bound: 47 | nc: 2 | ncall: 11862 | eff(%): 5.556 | loglstar: -inf < -24.402 < inf | logz: -32.690 +/- 0.268 | dlogz: 18.563 > 0.109
iter: 660 | bound: 47 | nc: 2 | ncall: 11864 | eff(%): 5.563 | loglstar: -inf < -24.366 < inf | logz: -32.634 +/- 0.268 | dlogz: 18.498 > 0.109
iter: 661 | bound: 48 | nc: 15 | ncall: 11879 | eff(%): 5.564 | loglstar: -inf < -24.158 < inf | logz: -32.576 +/- 0.268 | dlogz: 18.433 > 0.109
iter: 662 | bound: 48 | nc: 1 | ncall: 11880 | eff(%): 5.572 | loglstar: -inf < -24.101 < inf | logz: -32.513 +/- 0.268 | dlogz: 18.364 > 0.109
iter: 663 | bound: 48 | nc: 7 | ncall: 11887 | eff(%): 5.578 | loglstar: -inf < -24.054 < inf | logz: -32.452 +/- 0.269 | dlogz: 18.292 > 0.109
iter: 664 | bound: 48 | nc: 4 | ncall: 11891 | eff(%): 5.584 | loglstar: -inf < -23.985 < inf | logz: -32.392 +/- 0.269 | dlogz: 18.221 > 0.109
iter: 665 | bound: 48 | nc: 8 | ncall: 11899 | eff(%): 5.589 | loglstar: -inf < -23.808 < inf | logz: -32.329 +/- 0.269 | dlogz: 18.151 > 0.109
iter: 666 | bound: 48 | nc: 1 | ncall: 11900 | eff(%): 5.597 | loglstar: -inf < -23.703 < inf | logz: -32.261 +/- 0.269 | dlogz: 18.077 > 0.109
iter: 667 | bound: 48 | nc: 3 | ncall: 11903 | eff(%): 5.604 | loglstar: -inf < -23.677 < inf | logz: -32.194 +/- 0.270 | dlogz: 17.999 > 0.109
iter: 668 | bound: 48 | nc: 2 | ncall: 11905 | eff(%): 5.611 | loglstar: -inf < -23.605 < inf | logz: -32.129 +/- 0.270 | dlogz: 17.923 > 0.109
iter: 669 | bound: 48 | nc: 11 | ncall: 11916 | eff(%): 5.614 | loglstar: -inf < -23.527 < inf | logz: -32.064 +/- 0.270 | dlogz: 17.847 > 0.109
iter: 670 | bound: 48 | nc: 4 | ncall: 11920 | eff(%): 5.621 | loglstar: -inf < -23.523 < inf | logz: -32.001 +/- 0.270 | dlogz: 17.772 > 0.109
iter: 671 | bound: 48 | nc: 5 | ncall: 11925 | eff(%): 5.627 | loglstar: -inf < -23.482 < inf | logz: -31.941 +/- 0.270 | dlogz: 17.699 > 0.109
iter: 672 | bound: 48 | nc: 1 | ncall: 11926 | eff(%): 5.635 | loglstar: -inf < -23.157 < inf | logz: -31.873 +/- 0.271 | dlogz: 17.629 > 0.109
iter: 673 | bound: 48 | nc: 1 | ncall: 11927 | eff(%): 5.643 | loglstar: -inf < -23.017 < inf | logz: -31.795 +/- 0.271 | dlogz: 17.552 > 0.109
iter: 674 | bound: 48 | nc: 8 | ncall: 11935 | eff(%): 5.647 | loglstar: -inf < -22.952 < inf | logz: -31.716 +/- 0.272 | dlogz: 17.464 > 0.109
iter: 675 | bound: 48 | nc: 13 | ncall: 11948 | eff(%): 5.649 | loglstar: -inf < -22.581 < inf | logz: -31.625 +/- 0.273 | dlogz: 17.375 > 0.109
iter: 676 | bound: 48 | nc: 10 | ncall: 11958 | eff(%): 5.653 | loglstar: -inf < -22.541 < inf | logz: -31.527 +/- 0.274 | dlogz: 17.274 > 0.109
iter: 677 | bound: 48 | nc: 7 | ncall: 11965 | eff(%): 5.658 | loglstar: -inf < -22.520 < inf | logz: -31.435 +/- 0.274 | dlogz: 17.166 > 0.109
iter: 678 | bound: 48 | nc: 1 | ncall: 11966 | eff(%): 5.666 | loglstar: -inf < -22.490 < inf | logz: -31.350 +/- 0.275 | dlogz: 17.064 > 0.109
iter: 679 | bound: 48 | nc: 1 | ncall: 11967 | eff(%): 5.674 | loglstar: -inf < -22.419 < inf | logz: -31.269 +/- 0.275 | dlogz: 16.969 > 0.109
iter: 680 | bound: 48 | nc: 2 | ncall: 11969 | eff(%): 5.681 | loglstar: -inf < -22.415 < inf | logz: -31.191 +/- 0.275 | dlogz: 16.878 > 0.109
iter: 681 | bound: 48 | nc: 4 | ncall: 11973 | eff(%): 5.688 | loglstar: -inf < -22.381 < inf | logz: -31.119 +/- 0.276 | dlogz: 16.791 > 0.109
iter: 682 | bound: 48 | nc: 3 | ncall: 11976 | eff(%): 5.695 | loglstar: -inf < -22.340 < inf | logz: -31.049 +/- 0.276 | dlogz: 16.708 > 0.109
iter: 683 | bound: 49 | nc: 3 | ncall: 11979 | eff(%): 5.702 | loglstar: -inf < -22.147 < inf | logz: -30.977 +/- 0.276 | dlogz: 16.629 > 0.109
iter: 684 | bound: 49 | nc: 6 | ncall: 11985 | eff(%): 5.707 | loglstar: -inf < -22.097 < inf | logz: -30.902 +/- 0.276 | dlogz: 16.546 > 0.109
iter: 685 | bound: 49 | nc: 5 | ncall: 11990 | eff(%): 5.713 | loglstar: -inf < -22.093 < inf | logz: -30.832 +/- 0.276 | dlogz: 16.462 > 0.109
iter: 686 | bound: 49 | nc: 3 | ncall: 11993 | eff(%): 5.720 | loglstar: -inf < -22.080 < inf | logz: -30.766 +/- 0.276 | dlogz: 16.381 > 0.109
iter: 687 | bound: 49 | nc: 21 | ncall: 12014 | eff(%): 5.718 | loglstar: -inf < -21.980 < inf | logz: -30.701 +/- 0.276 | dlogz: 16.305 > 0.109
iter: 688 | bound: 49 | nc: 15 | ncall: 12029 | eff(%): 5.720 | loglstar: -inf < -21.963 < inf | logz: -30.637 +/- 0.276 | dlogz: 16.230 > 0.109
iter: 689 | bound: 49 | nc: 3 | ncall: 12032 | eff(%): 5.726 | loglstar: -inf < -21.886 < inf | logz: -30.575 +/- 0.276 | dlogz: 16.157 > 0.109
iter: 690 | bound: 49 | nc: 10 | ncall: 12042 | eff(%): 5.730 | loglstar: -inf < -21.838 < inf | logz: -30.514 +/- 0.276 | dlogz: 16.085 > 0.109
iter: 691 | bound: 49 | nc: 14 | ncall: 12056 | eff(%): 5.732 | loglstar: -inf < -21.807 < inf | logz: -30.454 +/- 0.276 | dlogz: 16.013 > 0.109
iter: 692 | bound: 50 | nc: 34 | ncall: 12090 | eff(%): 5.724 | loglstar: -inf < -21.717 < inf | logz: -30.395 +/- 0.276 | dlogz: 15.944 > 0.109
iter: 693 | bound: 50 | nc: 13 | ncall: 12103 | eff(%): 5.726 | loglstar: -inf < -21.703 < inf | logz: -30.337 +/- 0.276 | dlogz: 15.875 > 0.109
iter: 694 | bound: 50 | nc: 13 | ncall: 12116 | eff(%): 5.728 | loglstar: -inf < -21.700 < inf | logz: -30.282 +/- 0.276 | dlogz: 15.807 > 0.109
iter: 695 | bound: 50 | nc: 14 | ncall: 12130 | eff(%): 5.730 | loglstar: -inf < -21.549 < inf | logz: -30.226 +/- 0.276 | dlogz: 15.742 > 0.109
iter: 696 | bound: 50 | nc: 4 | ncall: 12134 | eff(%): 5.736 | loglstar: -inf < -21.476 < inf | logz: -30.168 +/- 0.276 | dlogz: 15.676 > 0.109
iter: 697 | bound: 50 | nc: 13 | ncall: 12147 | eff(%): 5.738 | loglstar: -inf < -21.434 < inf | logz: -30.111 +/- 0.276 | dlogz: 15.608 > 0.109
iter: 698 | bound: 50 | nc: 14 | ncall: 12161 | eff(%): 5.740 | loglstar: -inf < -21.386 < inf | logz: -30.054 +/- 0.276 | dlogz: 15.541 > 0.109
iter: 699 | bound: 50 | nc: 12 | ncall: 12173 | eff(%): 5.742 | loglstar: -inf < -21.342 < inf | logz: -29.999 +/- 0.276 | dlogz: 15.475 > 0.109
iter: 700 | bound: 51 | nc: 44 | ncall: 12217 | eff(%): 5.730 | loglstar: -inf < -21.339 < inf | logz: -29.946 +/- 0.276 | dlogz: 15.409 > 0.109
iter: 701 | bound: 51 | nc: 3 | ncall: 12220 | eff(%): 5.736 | loglstar: -inf < -21.310 < inf | logz: -29.896 +/- 0.276 | dlogz: 15.347 > 0.109
iter: 702 | bound: 51 | nc: 25 | ncall: 12245 | eff(%): 5.733 | loglstar: -inf < -21.238 < inf | logz: -29.846 +/- 0.276 | dlogz: 15.286 > 0.109
iter: 703 | bound: 51 | nc: 4 | ncall: 12249 | eff(%): 5.739 | loglstar: -inf < -21.167 < inf | logz: -29.795 +/- 0.276 | dlogz: 15.226 > 0.109
iter: 704 | bound: 51 | nc: 5 | ncall: 12254 | eff(%): 5.745 | loglstar: -inf < -21.144 < inf | logz: -29.745 +/- 0.276 | dlogz: 15.165 > 0.109
iter: 705 | bound: 51 | nc: 9 | ncall: 12263 | eff(%): 5.749 | loglstar: -inf < -21.086 < inf | logz: -29.696 +/- 0.276 | dlogz: 15.105 > 0.109
iter: 706 | bound: 51 | nc: 10 | ncall: 12273 | eff(%): 5.752 | loglstar: -inf < -20.976 < inf | logz: -29.645 +/- 0.276 | dlogz: 15.046 > 0.109
iter: 707 | bound: 51 | nc: 9 | ncall: 12282 | eff(%): 5.756 | loglstar: -inf < -20.932 < inf | logz: -29.594 +/- 0.276 | dlogz: 14.986 > 0.109
iter: 708 | bound: 51 | nc: 14 | ncall: 12296 | eff(%): 5.758 | loglstar: -inf < -20.932 < inf | logz: -29.545 +/- 0.276 | dlogz: 14.925 > 0.109
iter: 709 | bound: 51 | nc: 8 | ncall: 12304 | eff(%): 5.762 | loglstar: -inf < -20.928 < inf | logz: -29.499 +/- 0.276 | dlogz: 14.866 > 0.109
iter: 710 | bound: 51 | nc: 9 | ncall: 12313 | eff(%): 5.766 | loglstar: -inf < -20.887 < inf | logz: -29.454 +/- 0.276 | dlogz: 14.809 > 0.109
iter: 711 | bound: 52 | nc: 14 | ncall: 12327 | eff(%): 5.768 | loglstar: -inf < -20.827 < inf | logz: -29.409 +/- 0.276 | dlogz: 14.754 > 0.109
iter: 712 | bound: 52 | nc: 10 | ncall: 12337 | eff(%): 5.771 | loglstar: -inf < -20.817 < inf | logz: -29.365 +/- 0.276 | dlogz: 14.700 > 0.109
iter: 713 | bound: 52 | nc: 3 | ncall: 12340 | eff(%): 5.778 | loglstar: -inf < -20.799 < inf | logz: -29.323 +/- 0.276 | dlogz: 14.646 > 0.109
iter: 714 | bound: 52 | nc: 6 | ncall: 12346 | eff(%): 5.783 | loglstar: -inf < -20.744 < inf | logz: -29.281 +/- 0.276 | dlogz: 14.594 > 0.109
iter: 715 | bound: 52 | nc: 38 | ncall: 12384 | eff(%): 5.774 | loglstar: -inf < -20.717 < inf | logz: -29.240 +/- 0.275 | dlogz: 14.542 > 0.109
iter: 716 | bound: 52 | nc: 26 | ncall: 12410 | eff(%): 5.770 | loglstar: -inf < -20.617 < inf | logz: -29.198 +/- 0.275 | dlogz: 14.491 > 0.109
iter: 717 | bound: 52 | nc: 3 | ncall: 12413 | eff(%): 5.776 | loglstar: -inf < -20.594 < inf | logz: -29.156 +/- 0.275 | dlogz: 14.439 > 0.109
iter: 718 | bound: 53 | nc: 18 | ncall: 12431 | eff(%): 5.776 | loglstar: -inf < -20.552 < inf | logz: -29.115 +/- 0.275 | dlogz: 14.387 > 0.109
iter: 719 | bound: 53 | nc: 8 | ncall: 12439 | eff(%): 5.780 | loglstar: -inf < -20.528 < inf | logz: -29.074 +/- 0.275 | dlogz: 14.336 > 0.109
iter: 720 | bound: 53 | nc: 3 | ncall: 12442 | eff(%): 5.787 | loglstar: -inf < -20.354 < inf | logz: -29.032 +/- 0.275 | dlogz: 14.285 > 0.109
iter: 721 | bound: 53 | nc: 11 | ncall: 12453 | eff(%): 5.790 | loglstar: -inf < -20.300 < inf | logz: -28.986 +/- 0.275 | dlogz: 14.233 > 0.109
iter: 722 | bound: 53 | nc: 3 | ncall: 12456 | eff(%): 5.796 | loglstar: -inf < -20.268 < inf | logz: -28.942 +/- 0.275 | dlogz: 14.178 > 0.109
iter: 723 | bound: 53 | nc: 1 | ncall: 12457 | eff(%): 5.804 | loglstar: -inf < -20.230 < inf | logz: -28.898 +/- 0.275 | dlogz: 14.123 > 0.109
iter: 724 | bound: 53 | nc: 6 | ncall: 12463 | eff(%): 5.809 | loglstar: -inf < -20.192 < inf | logz: -28.855 +/- 0.275 | dlogz: 14.069 > 0.109
iter: 725 | bound: 53 | nc: 31 | ncall: 12494 | eff(%): 5.803 | loglstar: -inf < -20.023 < inf | logz: -28.809 +/- 0.276 | dlogz: 14.016 > 0.109
iter: 726 | bound: 53 | nc: 1 | ncall: 12495 | eff(%): 5.810 | loglstar: -inf < -19.926 < inf | logz: -28.760 +/- 0.276 | dlogz: 13.961 > 0.109
iter: 727 | bound: 53 | nc: 17 | ncall: 12512 | eff(%): 5.810 | loglstar: -inf < -19.880 < inf | logz: -28.711 +/- 0.276 | dlogz: 13.902 > 0.109
iter: 728 | bound: 53 | nc: 1 | ncall: 12513 | eff(%): 5.818 | loglstar: -inf < -19.874 < inf | logz: -28.663 +/- 0.276 | dlogz: 13.843 > 0.109
iter: 729 | bound: 53 | nc: 14 | ncall: 12527 | eff(%): 5.819 | loglstar: -inf < -19.624 < inf | logz: -28.611 +/- 0.276 | dlogz: 13.785 > 0.109
iter: 730 | bound: 54 | nc: 38 | ncall: 12565 | eff(%): 5.810 | loglstar: -inf < -19.576 < inf | logz: -28.556 +/- 0.277 | dlogz: 13.723 > 0.109
iter: 731 | bound: 54 | nc: 17 | ncall: 12582 | eff(%): 5.810 | loglstar: -inf < -19.574 < inf | logz: -28.502 +/- 0.277 | dlogz: 13.657 > 0.109
iter: 732 | bound: 54 | nc: 51 | ncall: 12633 | eff(%): 5.794 | loglstar: -inf < -19.477 < inf | logz: -28.449 +/- 0.277 | dlogz: 13.594 > 0.109
iter: 733 | bound: 54 | nc: 18 | ncall: 12651 | eff(%): 5.794 | loglstar: -inf < -19.425 < inf | logz: -28.395 +/- 0.277 | dlogz: 13.531 > 0.109
iter: 734 | bound: 55 | nc: 18 | ncall: 12669 | eff(%): 5.794 | loglstar: -inf < -19.365 < inf | logz: -28.342 +/- 0.278 | dlogz: 13.467 > 0.109
iter: 735 | bound: 55 | nc: 27 | ncall: 12696 | eff(%): 5.789 | loglstar: -inf < -19.353 < inf | logz: -28.290 +/- 0.278 | dlogz: 13.404 > 0.109
iter: 736 | bound: 55 | nc: 9 | ncall: 12705 | eff(%): 5.793 | loglstar: -inf < -19.298 < inf | logz: -28.240 +/- 0.278 | dlogz: 13.343 > 0.109
iter: 737 | bound: 55 | nc: 5 | ncall: 12710 | eff(%): 5.799 | loglstar: -inf < -19.267 < inf | logz: -28.191 +/- 0.278 | dlogz: 13.282 > 0.109
iter: 738 | bound: 55 | nc: 22 | ncall: 12732 | eff(%): 5.796 | loglstar: -inf < -19.259 < inf | logz: -28.143 +/- 0.278 | dlogz: 13.223 > 0.109
iter: 739 | bound: 55 | nc: 10 | ncall: 12742 | eff(%): 5.800 | loglstar: -inf < -19.231 < inf | logz: -28.097 +/- 0.278 | dlogz: 13.165 > 0.109
iter: 740 | bound: 55 | nc: 11 | ncall: 12753 | eff(%): 5.803 | loglstar: -inf < -19.146 < inf | logz: -28.051 +/- 0.278 | dlogz: 13.109 > 0.109
iter: 741 | bound: 55 | nc: 7 | ncall: 12760 | eff(%): 5.807 | loglstar: -inf < -18.972 < inf | logz: -28.002 +/- 0.278 | dlogz: 13.054 > 0.109
iter: 742 | bound: 55 | nc: 5 | ncall: 12765 | eff(%): 5.813 | loglstar: -inf < -18.962 < inf | logz: -27.951 +/- 0.279 | dlogz: 12.994 > 0.109
iter: 743 | bound: 56 | nc: 4 | ncall: 12769 | eff(%): 5.819 | loglstar: -inf < -18.927 < inf | logz: -27.902 +/- 0.279 | dlogz: 12.933 > 0.109
iter: 744 | bound: 56 | nc: 7 | ncall: 12776 | eff(%): 5.823 | loglstar: -inf < -18.797 < inf | logz: -27.852 +/- 0.279 | dlogz: 12.874 > 0.109
iter: 745 | bound: 56 | nc: 45 | ncall: 12821 | eff(%): 5.811 | loglstar: -inf < -18.765 < inf | logz: -27.801 +/- 0.279 | dlogz: 12.814 > 0.109
iter: 746 | bound: 56 | nc: 35 | ncall: 12856 | eff(%): 5.803 | loglstar: -inf < -18.760 < inf | logz: -27.752 +/- 0.279 | dlogz: 12.753 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 747 | bound: 57 | nc: 48 | ncall: 12904 | eff(%): 5.789 | loglstar: -inf < -18.717 < inf | logz: -27.704 +/- 0.279 | dlogz: 12.694 > 0.109
iter: 748 | bound: 58 | nc: 272 | ncall: 13176 | eff(%): 5.677 | loglstar: -inf < -18.630 < inf | logz: -27.656 +/- 0.280 | dlogz: 12.637 > 0.109
iter: 749 | bound: 58 | nc: 4 | ncall: 13180 | eff(%): 5.683 | loglstar: -inf < -18.595 < inf | logz: -27.608 +/- 0.280 | dlogz: 12.579 > 0.109
iter: 750 | bound: 58 | nc: 14 | ncall: 13194 | eff(%): 5.684 | loglstar: -inf < -18.560 < inf | logz: -27.562 +/- 0.280 | dlogz: 12.521 > 0.109
iter: 751 | bound: 58 | nc: 2 | ncall: 13196 | eff(%): 5.691 | loglstar: -inf < -18.529 < inf | logz: -27.516 +/- 0.280 | dlogz: 12.464 > 0.109
iter: 752 | bound: 58 | nc: 11 | ncall: 13207 | eff(%): 5.694 | loglstar: -inf < -18.508 < inf | logz: -27.471 +/- 0.280 | dlogz: 12.409 > 0.109
iter: 753 | bound: 58 | nc: 5 | ncall: 13212 | eff(%): 5.699 | loglstar: -inf < -18.467 < inf | logz: -27.428 +/- 0.280 | dlogz: 12.354 > 0.109
iter: 754 | bound: 58 | nc: 47 | ncall: 13259 | eff(%): 5.687 | loglstar: -inf < -18.457 < inf | logz: -27.386 +/- 0.280 | dlogz: 12.301 > 0.109
iter: 755 | bound: 59 | nc: 42 | ncall: 13301 | eff(%): 5.676 | loglstar: -inf < -18.445 < inf | logz: -27.345 +/- 0.280 | dlogz: 12.248 > 0.109
iter: 756 | bound: 59 | nc: 17 | ncall: 13318 | eff(%): 5.677 | loglstar: -inf < -18.437 < inf | logz: -27.306 +/- 0.280 | dlogz: 12.198 > 0.109
iter: 757 | bound: 59 | nc: 3 | ncall: 13321 | eff(%): 5.683 | loglstar: -inf < -18.388 < inf | logz: -27.268 +/- 0.280 | dlogz: 12.149 > 0.109
iter: 758 | bound: 59 | nc: 20 | ncall: 13341 | eff(%): 5.682 | loglstar: -inf < -18.374 < inf | logz: -27.230 +/- 0.280 | dlogz: 12.101 > 0.109
iter: 759 | bound: 59 | nc: 3 | ncall: 13344 | eff(%): 5.688 | loglstar: -inf < -18.259 < inf | logz: -27.192 +/- 0.280 | dlogz: 12.053 > 0.109
iter: 760 | bound: 60 | nc: 67 | ncall: 13411 | eff(%): 5.667 | loglstar: -inf < -18.231 < inf | logz: -27.153 +/- 0.280 | dlogz: 17.470 > 0.109
iter: 761 | bound: 60 | nc: 26 | ncall: 13437 | eff(%): 5.663 | loglstar: -inf < -18.219 < inf | logz: -27.114 +/- 0.280 | dlogz: 17.421 > 0.109
iter: 762 | bound: 60 | nc: 8 | ncall: 13445 | eff(%): 5.668 | loglstar: -inf < -18.156 < inf | logz: -27.077 +/- 0.280 | dlogz: 17.373 > 0.109
iter: 763 | bound: 60 | nc: 22 | ncall: 13467 | eff(%): 5.666 | loglstar: -inf < -18.129 < inf | logz: -27.039 +/- 0.280 | dlogz: 17.325 > 0.109
iter: 764 | bound: 61 | nc: 74 | ncall: 13541 | eff(%): 5.642 | loglstar: -inf < -18.043 < inf | logz: -27.001 +/- 0.280 | dlogz: 17.278 > 0.109
iter: 765 | bound: 61 | nc: 21 | ncall: 13562 | eff(%): 5.641 | loglstar: -inf < -18.012 < inf | logz: -26.963 +/- 0.280 | dlogz: 17.230 > 0.109
iter: 766 | bound: 61 | nc: 33 | ncall: 13595 | eff(%): 5.634 | loglstar: -inf < -17.986 < inf | logz: -26.925 +/- 0.280 | dlogz: 17.181 > 0.109
iter: 767 | bound: 61 | nc: 28 | ncall: 13623 | eff(%): 5.630 | loglstar: -inf < -17.972 < inf | logz: -26.889 +/- 0.280 | dlogz: 17.134 > 0.109
iter: 768 | bound: 61 | nc: 5 | ncall: 13628 | eff(%): 5.635 | loglstar: -inf < -17.831 < inf | logz: -26.851 +/- 0.280 | dlogz: 17.087 > 0.109
iter: 769 | bound: 62 | nc: 15 | ncall: 13643 | eff(%): 5.637 | loglstar: -inf < -17.810 < inf | logz: -26.812 +/- 0.280 | dlogz: 17.040 > 0.109
iter: 770 | bound: 62 | nc: 1 | ncall: 13644 | eff(%): 5.644 | loglstar: -inf < -17.648 < inf | logz: -26.771 +/- 0.281 | dlogz: 16.991 > 0.109
iter: 771 | bound: 62 | nc: 5 | ncall: 13649 | eff(%): 5.649 | loglstar: -inf < -17.645 < inf | logz: -26.730 +/- 0.281 | dlogz: 16.940 > 0.109
iter: 772 | bound: 62 | nc: 2 | ncall: 13651 | eff(%): 5.655 | loglstar: -inf < -17.643 < inf | logz: -26.690 +/- 0.281 | dlogz: 16.888 > 0.109
iter: 773 | bound: 62 | nc: 5 | ncall: 13656 | eff(%): 5.661 | loglstar: -inf < -17.626 < inf | logz: -26.651 +/- 0.281 | dlogz: 16.838 > 0.109
iter: 774 | bound: 62 | nc: 1 | ncall: 13657 | eff(%): 5.667 | loglstar: -inf < -17.464 < inf | logz: -26.611 +/- 0.281 | dlogz: 16.790 > 0.109
iter: 775 | bound: 62 | nc: 3 | ncall: 13660 | eff(%): 5.673 | loglstar: -inf < -17.393 < inf | logz: -26.569 +/- 0.281 | dlogz: 16.740 > 0.109
iter: 776 | bound: 62 | nc: 1 | ncall: 13661 | eff(%): 5.680 | loglstar: -inf < -17.370 < inf | logz: -26.526 +/- 0.281 | dlogz: 16.687 > 0.109
iter: 777 | bound: 62 | nc: 17 | ncall: 13678 | eff(%): 5.681 | loglstar: -inf < -17.322 < inf | logz: -26.484 +/- 0.281 | dlogz: 16.635 > 0.109
iter: 778 | bound: 62 | nc: 7 | ncall: 13685 | eff(%): 5.685 | loglstar: -inf < -17.222 < inf | logz: -26.442 +/- 0.282 | dlogz: 16.583 > 0.109
iter: 779 | bound: 62 | nc: 1 | ncall: 13686 | eff(%): 5.692 | loglstar: -inf < -17.151 < inf | logz: -26.398 +/- 0.282 | dlogz: 16.531 > 0.109
iter: 780 | bound: 62 | nc: 6 | ncall: 13692 | eff(%): 5.697 | loglstar: -inf < -17.129 < inf | logz: -26.354 +/- 0.282 | dlogz: 16.477 > 0.109
iter: 781 | bound: 62 | nc: 16 | ncall: 13708 | eff(%): 5.697 | loglstar: -inf < -17.113 < inf | logz: -26.312 +/- 0.282 | dlogz: 16.423 > 0.109
iter: 782 | bound: 62 | nc: 1 | ncall: 13709 | eff(%): 5.704 | loglstar: -inf < -17.110 < inf | logz: -26.271 +/- 0.282 | dlogz: 16.371 > 0.109
iter: 783 | bound: 62 | nc: 3 | ncall: 13712 | eff(%): 5.710 | loglstar: -inf < -17.041 < inf | logz: -26.231 +/- 0.282 | dlogz: 16.321 > 0.109
iter: 784 | bound: 62 | nc: 9 | ncall: 13721 | eff(%): 5.714 | loglstar: -inf < -17.033 < inf | logz: -26.192 +/- 0.283 | dlogz: 16.271 > 0.109
iter: 785 | bound: 62 | nc: 5 | ncall: 13726 | eff(%): 5.719 | loglstar: -inf < -16.992 < inf | logz: -26.153 +/- 0.283 | dlogz: 16.221 > 0.109
iter: 786 | bound: 62 | nc: 15 | ncall: 13741 | eff(%): 5.720 | loglstar: -inf < -16.952 < inf | logz: -26.115 +/- 0.283 | dlogz: 16.173 > 0.109
iter: 787 | bound: 62 | nc: 1 | ncall: 13742 | eff(%): 5.727 | loglstar: -inf < -16.923 < inf | logz: -26.077 +/- 0.283 | dlogz: 16.125 > 0.109
iter: 788 | bound: 63 | nc: 22 | ncall: 13764 | eff(%): 5.725 | loglstar: -inf < -16.923 < inf | logz: -26.041 +/- 0.283 | dlogz: 16.077 > 0.109
iter: 789 | bound: 63 | nc: 24 | ncall: 13788 | eff(%): 5.722 | loglstar: -inf < -16.902 < inf | logz: -26.006 +/- 0.283 | dlogz: 16.030 > 0.109
iter: 790 | bound: 63 | nc: 24 | ncall: 13812 | eff(%): 5.720 | loglstar: -inf < -16.888 < inf | logz: -25.971 +/- 0.283 | dlogz: 15.985 > 0.109
iter: 791 | bound: 63 | nc: 25 | ncall: 13837 | eff(%): 5.717 | loglstar: -inf < -16.852 < inf | logz: -25.938 +/- 0.283 | dlogz: 15.941 > 0.109
iter: 792 | bound: 63 | nc: 12 | ncall: 13849 | eff(%): 5.719 | loglstar: -inf < -16.817 < inf | logz: -25.904 +/- 0.283 | dlogz: 15.897 > 0.109
iter: 793 | bound: 64 | nc: 19 | ncall: 13868 | eff(%): 5.718 | loglstar: -inf < -16.807 < inf | logz: -25.871 +/- 0.283 | dlogz: 15.854 > 0.109
iter: 794 | bound: 64 | nc: 8 | ncall: 13876 | eff(%): 5.722 | loglstar: -inf < -16.806 < inf | logz: -25.840 +/- 0.283 | dlogz: 15.811 > 0.109
iter: 795 | bound: 64 | nc: 15 | ncall: 13891 | eff(%): 5.723 | loglstar: -inf < -16.783 < inf | logz: -25.809 +/- 0.283 | dlogz: 15.770 > 0.109
iter: 796 | bound: 65 | nc: 77 | ncall: 13968 | eff(%): 5.699 | loglstar: -inf < -16.755 < inf | logz: -25.779 +/- 0.283 | dlogz: 15.729 > 0.109
iter: 797 | bound: 65 | nc: 14 | ncall: 13982 | eff(%): 5.700 | loglstar: -inf < -16.706 < inf | logz: -25.749 +/- 0.283 | dlogz: 15.689 > 0.109
iter: 798 | bound: 65 | nc: 2 | ncall: 13984 | eff(%): 5.707 | loglstar: -inf < -16.666 < inf | logz: -25.719 +/- 0.283 | dlogz: 15.649 > 0.109
iter: 799 | bound: 65 | nc: 26 | ncall: 14010 | eff(%): 5.703 | loglstar: -inf < -16.536 < inf | logz: -25.687 +/- 0.283 | dlogz: 15.609 > 0.109
iter: 800 | bound: 65 | nc: 20 | ncall: 14030 | eff(%): 5.702 | loglstar: -inf < -16.507 < inf | logz: -25.654 +/- 0.283 | dlogz: 15.567 > 0.109
iter: 801 | bound: 65 | nc: 8 | ncall: 14038 | eff(%): 5.706 | loglstar: -inf < -16.469 < inf | logz: -25.622 +/- 0.283 | dlogz: 15.524 > 0.109
iter: 802 | bound: 65 | nc: 12 | ncall: 14050 | eff(%): 5.708 | loglstar: -inf < -16.468 < inf | logz: -25.590 +/- 0.283 | dlogz: 15.482 > 0.109
iter: 803 | bound: 65 | nc: 4 | ncall: 14054 | eff(%): 5.714 | loglstar: -inf < -16.442 < inf | logz: -25.559 +/- 0.283 | dlogz: 15.440 > 0.109
iter: 804 | bound: 66 | nc: 26 | ncall: 14080 | eff(%): 5.710 | loglstar: -inf < -16.414 < inf | logz: -25.528 +/- 0.283 | dlogz: 15.399 > 0.109
iter: 805 | bound: 66 | nc: 4 | ncall: 14084 | eff(%): 5.716 | loglstar: -inf < -16.349 < inf | logz: -25.498 +/- 0.283 | dlogz: 15.359 > 0.109
iter: 806 | bound: 66 | nc: 14 | ncall: 14098 | eff(%): 5.717 | loglstar: -inf < -16.178 < inf | logz: -25.464 +/- 0.283 | dlogz: 15.318 > 0.109
iter: 807 | bound: 66 | nc: 10 | ncall: 14108 | eff(%): 5.720 | loglstar: -inf < -16.151 < inf | logz: -25.429 +/- 0.283 | dlogz: 15.275 > 0.109
iter: 808 | bound: 66 | nc: 22 | ncall: 14130 | eff(%): 5.718 | loglstar: -inf < -16.137 < inf | logz: -25.395 +/- 0.284 | dlogz: 15.230 > 0.109
iter: 809 | bound: 66 | nc: 20 | ncall: 14150 | eff(%): 5.717 | loglstar: -inf < -16.001 < inf | logz: -25.360 +/- 0.284 | dlogz: 15.186 > 0.109
iter: 810 | bound: 66 | nc: 16 | ncall: 14166 | eff(%): 5.718 | loglstar: -inf < -15.983 < inf | logz: -25.324 +/- 0.284 | dlogz: 15.141 > 0.109
iter: 811 | bound: 66 | nc: 11 | ncall: 14177 | eff(%): 5.721 | loglstar: -inf < -15.924 < inf | logz: -25.288 +/- 0.284 | dlogz: 15.094 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 812 | bound: 67 | nc: 28 | ncall: 14205 | eff(%): 5.716 | loglstar: -inf < -15.891 < inf | logz: -25.252 +/- 0.284 | dlogz: 15.048 > 0.109
iter: 813 | bound: 68 | nc: 277 | ncall: 14482 | eff(%): 5.614 | loglstar: -inf < -15.828 < inf | logz: -25.215 +/- 0.284 | dlogz: 15.002 > 0.109
iter: 814 | bound: 68 | nc: 52 | ncall: 14534 | eff(%): 5.601 | loglstar: -inf < -15.813 < inf | logz: -25.180 +/- 0.285 | dlogz: 14.956 > 0.109
iter: 815 | bound: 68 | nc: 11 | ncall: 14545 | eff(%): 5.603 | loglstar: -inf < -15.796 < inf | logz: -25.145 +/- 0.285 | dlogz: 14.910 > 0.109
iter: 816 | bound: 69 | nc: 74 | ncall: 14619 | eff(%): 5.582 | loglstar: -inf < -15.792 < inf | logz: -25.111 +/- 0.285 | dlogz: 14.866 > 0.109
iter: 817 | bound: 69 | nc: 2 | ncall: 14621 | eff(%): 5.588 | loglstar: -inf < -15.784 < inf | logz: -25.079 +/- 0.285 | dlogz: 14.822 > 0.109
iter: 818 | bound: 69 | nc: 13 | ncall: 14634 | eff(%): 5.590 | loglstar: -inf < -15.784 < inf | logz: -25.047 +/- 0.285 | dlogz: 14.780 > 0.109
iter: 819 | bound: 69 | nc: 24 | ncall: 14658 | eff(%): 5.587 | loglstar: -inf < -15.773 < inf | logz: -25.017 +/- 0.285 | dlogz: 14.738 > 0.109
iter: 820 | bound: 69 | nc: 9 | ncall: 14667 | eff(%): 5.591 | loglstar: -inf < -15.740 < inf | logz: -24.987 +/- 0.285 | dlogz: 14.698 > 0.109
iter: 821 | bound: 69 | nc: 11 | ncall: 14678 | eff(%): 5.593 | loglstar: -inf < -15.735 < inf | logz: -24.958 +/- 0.285 | dlogz: 14.659 > 0.109
iter: 822 | bound: 69 | nc: 12 | ncall: 14690 | eff(%): 5.596 | loglstar: -inf < -15.712 < inf | logz: -24.930 +/- 0.285 | dlogz: 14.620 > 0.109
iter: 823 | bound: 69 | nc: 2 | ncall: 14692 | eff(%): 5.602 | loglstar: -inf < -15.668 < inf | logz: -24.902 +/- 0.285 | dlogz: 14.581 > 0.109
iter: 824 | bound: 69 | nc: 2 | ncall: 14694 | eff(%): 5.608 | loglstar: -inf < -15.647 < inf | logz: -24.874 +/- 0.285 | dlogz: 14.543 > 0.109
iter: 825 | bound: 69 | nc: 2 | ncall: 14696 | eff(%): 5.614 | loglstar: -inf < -15.545 < inf | logz: -24.845 +/- 0.285 | dlogz: 14.505 > 0.109
iter: 826 | bound: 69 | nc: 8 | ncall: 14704 | eff(%): 5.618 | loglstar: -inf < -15.423 < inf | logz: -24.814 +/- 0.285 | dlogz: 14.466 > 0.109
iter: 827 | bound: 69 | nc: 3 | ncall: 14707 | eff(%): 5.623 | loglstar: -inf < -15.408 < inf | logz: -24.782 +/- 0.285 | dlogz: 14.426 > 0.109
iter: 828 | bound: 69 | nc: 6 | ncall: 14713 | eff(%): 5.628 | loglstar: -inf < -15.366 < inf | logz: -24.751 +/- 0.285 | dlogz: 16.385 > 0.109
iter: 829 | bound: 69 | nc: 5 | ncall: 14718 | eff(%): 5.633 | loglstar: -inf < -15.349 < inf | logz: -24.720 +/- 0.286 | dlogz: 16.344 > 0.109
iter: 830 | bound: 70 | nc: 7 | ncall: 14725 | eff(%): 5.637 | loglstar: -inf < -15.307 < inf | logz: -24.690 +/- 0.286 | dlogz: 16.303 > 0.109
iter: 831 | bound: 70 | nc: 8 | ncall: 14733 | eff(%): 5.640 | loglstar: -inf < -15.266 < inf | logz: -24.659 +/- 0.286 | dlogz: 16.262 > 0.109
iter: 832 | bound: 70 | nc: 4 | ncall: 14737 | eff(%): 5.646 | loglstar: -inf < -15.265 < inf | logz: -24.629 +/- 0.286 | dlogz: 16.222 > 0.109
iter: 833 | bound: 70 | nc: 18 | ncall: 14755 | eff(%): 5.646 | loglstar: -inf < -15.255 < inf | logz: -24.600 +/- 0.286 | dlogz: 16.182 > 0.109
iter: 834 | bound: 70 | nc: 3 | ncall: 14758 | eff(%): 5.651 | loglstar: -inf < -15.249 < inf | logz: -24.572 +/- 0.286 | dlogz: 16.143 > 0.109
iter: 835 | bound: 70 | nc: 2 | ncall: 14760 | eff(%): 5.657 | loglstar: -inf < -15.238 < inf | logz: -24.544 +/- 0.286 | dlogz: 16.105 > 0.109
iter: 836 | bound: 70 | nc: 13 | ncall: 14773 | eff(%): 5.659 | loglstar: -inf < -15.189 < inf | logz: -24.517 +/- 0.286 | dlogz: 16.067 > 0.109
iter: 837 | bound: 70 | nc: 1 | ncall: 14774 | eff(%): 5.665 | loglstar: -inf < -15.180 < inf | logz: -24.490 +/- 0.286 | dlogz: 16.030 > 0.109
iter: 838 | bound: 70 | nc: 2 | ncall: 14776 | eff(%): 5.671 | loglstar: -inf < -15.151 < inf | logz: -24.464 +/- 0.286 | dlogz: 15.993 > 0.109
iter: 839 | bound: 70 | nc: 3 | ncall: 14779 | eff(%): 5.677 | loglstar: -inf < -15.090 < inf | logz: -24.437 +/- 0.286 | dlogz: 15.957 > 0.109
iter: 840 | bound: 70 | nc: 23 | ncall: 14802 | eff(%): 5.675 | loglstar: -inf < -15.070 < inf | logz: -24.410 +/- 0.286 | dlogz: 15.920 > 0.109
iter: 841 | bound: 70 | nc: 1 | ncall: 14803 | eff(%): 5.681 | loglstar: -inf < -15.060 < inf | logz: -24.384 +/- 0.286 | dlogz: 15.884 > 0.109
iter: 842 | bound: 70 | nc: 3 | ncall: 14806 | eff(%): 5.687 | loglstar: -inf < -15.029 < inf | logz: -24.358 +/- 0.286 | dlogz: 15.847 > 0.109
iter: 843 | bound: 70 | nc: 9 | ncall: 14815 | eff(%): 5.690 | loglstar: -inf < -14.993 < inf | logz: -24.333 +/- 0.286 | dlogz: 15.812 > 0.109
iter: 844 | bound: 70 | nc: 5 | ncall: 14820 | eff(%): 5.695 | loglstar: -inf < -14.967 < inf | logz: -24.307 +/- 0.286 | dlogz: 15.776 > 0.109
iter: 845 | bound: 71 | nc: 9 | ncall: 14829 | eff(%): 5.698 | loglstar: -inf < -14.854 < inf | logz: -24.280 +/- 0.286 | dlogz: 15.740 > 0.109
iter: 846 | bound: 71 | nc: 6 | ncall: 14835 | eff(%): 5.703 | loglstar: -inf < -14.838 < inf | logz: -24.253 +/- 0.287 | dlogz: 15.704 > 0.109
iter: 847 | bound: 71 | nc: 9 | ncall: 14844 | eff(%): 5.706 | loglstar: -inf < -14.813 < inf | logz: -24.226 +/- 0.287 | dlogz: 15.667 > 0.109
iter: 848 | bound: 71 | nc: 10 | ncall: 14854 | eff(%): 5.709 | loglstar: -inf < -14.793 < inf | logz: -24.200 +/- 0.287 | dlogz: 15.630 > 0.109
iter: 849 | bound: 71 | nc: 40 | ncall: 14894 | eff(%): 5.700 | loglstar: -inf < -14.747 < inf | logz: -24.174 +/- 0.287 | dlogz: 15.593 > 0.109
iter: 850 | bound: 71 | nc: 2 | ncall: 14896 | eff(%): 5.706 | loglstar: -inf < -14.721 < inf | logz: -24.147 +/- 0.287 | dlogz: 15.557 > 0.109
iter: 851 | bound: 71 | nc: 9 | ncall: 14905 | eff(%): 5.709 | loglstar: -inf < -14.712 < inf | logz: -24.121 +/- 0.287 | dlogz: 15.521 > 0.109
iter: 852 | bound: 71 | nc: 15 | ncall: 14920 | eff(%): 5.710 | loglstar: -inf < -14.711 < inf | logz: -24.096 +/- 0.287 | dlogz: 15.485 > 0.109
iter: 853 | bound: 71 | nc: 3 | ncall: 14923 | eff(%): 5.716 | loglstar: -inf < -14.644 < inf | logz: -24.071 +/- 0.287 | dlogz: 15.450 > 0.109
iter: 854 | bound: 72 | nc: 51 | ncall: 14974 | eff(%): 5.703 | loglstar: -inf < -14.594 < inf | logz: -24.046 +/- 0.287 | dlogz: 15.415 > 0.109
iter: 855 | bound: 72 | nc: 9 | ncall: 14983 | eff(%): 5.706 | loglstar: -inf < -14.591 < inf | logz: -24.020 +/- 0.287 | dlogz: 15.379 > 0.109
iter: 856 | bound: 72 | nc: 16 | ncall: 14999 | eff(%): 5.707 | loglstar: -inf < -14.579 < inf | logz: -23.995 +/- 0.287 | dlogz: 15.344 > 0.109
iter: 857 | bound: 72 | nc: 28 | ncall: 15027 | eff(%): 5.703 | loglstar: -inf < -14.556 < inf | logz: -23.971 +/- 0.287 | dlogz: 15.309 > 0.109
iter: 858 | bound: 72 | nc: 32 | ncall: 15059 | eff(%): 5.698 | loglstar: -inf < -14.543 < inf | logz: -23.947 +/- 0.287 | dlogz: 15.275 > 0.109
iter: 859 | bound: 72 | nc: 14 | ncall: 15073 | eff(%): 5.699 | loglstar: -inf < -14.505 < inf | logz: -23.923 +/- 0.287 | dlogz: 15.241 > 0.109
iter: 860 | bound: 73 | nc: 11 | ncall: 15084 | eff(%): 5.701 | loglstar: -inf < -14.500 < inf | logz: -23.900 +/- 0.287 | dlogz: 15.207 > 0.109
iter: 861 | bound: 73 | nc: 11 | ncall: 15095 | eff(%): 5.704 | loglstar: -inf < -14.488 < inf | logz: -23.877 +/- 0.287 | dlogz: 15.174 > 0.109
iter: 862 | bound: 73 | nc: 2 | ncall: 15097 | eff(%): 5.710 | loglstar: -inf < -14.469 < inf | logz: -23.855 +/- 0.287 | dlogz: 15.141 > 0.109
iter: 863 | bound: 73 | nc: 43 | ncall: 15140 | eff(%): 5.700 | loglstar: -inf < -14.458 < inf | logz: -23.833 +/- 0.288 | dlogz: 15.109 > 0.109
iter: 864 | bound: 73 | nc: 15 | ncall: 15155 | eff(%): 5.701 | loglstar: -inf < -14.445 < inf | logz: -23.811 +/- 0.288 | dlogz: 15.077 > 0.109
iter: 865 | bound: 74 | nc: 70 | ncall: 15225 | eff(%): 5.681 | loglstar: -inf < -14.385 < inf | logz: -23.789 +/- 0.288 | dlogz: 15.045 > 0.109
iter: 866 | bound: 74 | nc: 2 | ncall: 15227 | eff(%): 5.687 | loglstar: -inf < -14.361 < inf | logz: -23.767 +/- 0.288 | dlogz: 15.013 > 0.109
iter: 867 | bound: 74 | nc: 5 | ncall: 15232 | eff(%): 5.692 | loglstar: -inf < -14.337 < inf | logz: -23.745 +/- 0.288 | dlogz: 14.981 > 0.109
iter: 868 | bound: 74 | nc: 20 | ncall: 15252 | eff(%): 5.691 | loglstar: -inf < -14.324 < inf | logz: -23.724 +/- 0.288 | dlogz: 14.950 > 0.109
iter: 869 | bound: 74 | nc: 10 | ncall: 15262 | eff(%): 5.694 | loglstar: -inf < -14.315 < inf | logz: -23.703 +/- 0.288 | dlogz: 14.918 > 0.109
iter: 870 | bound: 74 | nc: 4 | ncall: 15266 | eff(%): 5.699 | loglstar: -inf < -14.264 < inf | logz: -23.682 +/- 0.288 | dlogz: 14.887 > 0.109
iter: 871 | bound: 74 | nc: 5 | ncall: 15271 | eff(%): 5.704 | loglstar: -inf < -14.262 < inf | logz: -23.661 +/- 0.288 | dlogz: 14.856 > 0.109
iter: 872 | bound: 74 | nc: 8 | ncall: 15279 | eff(%): 5.707 | loglstar: -inf < -14.242 < inf | logz: -23.640 +/- 0.288 | dlogz: 14.825 > 0.109
iter: 873 | bound: 74 | nc: 1 | ncall: 15280 | eff(%): 5.713 | loglstar: -inf < -14.231 < inf | logz: -23.620 +/- 0.288 | dlogz: 14.795 > 0.109
iter: 874 | bound: 74 | nc: 32 | ncall: 15312 | eff(%): 5.708 | loglstar: -inf < -14.223 < inf | logz: -23.600 +/- 0.288 | dlogz: 14.764 > 0.109
iter: 875 | bound: 74 | nc: 7 | ncall: 15319 | eff(%): 5.712 | loglstar: -inf < -14.217 < inf | logz: -23.580 +/- 0.288 | dlogz: 14.735 > 0.109
iter: 876 | bound: 74 | nc: 4 | ncall: 15323 | eff(%): 5.717 | loglstar: -inf < -14.187 < inf | logz: -23.561 +/- 0.288 | dlogz: 14.705 > 0.109
iter: 877 | bound: 75 | nc: 25 | ncall: 15348 | eff(%): 5.714 | loglstar: -inf < -14.157 < inf | logz: -23.542 +/- 0.288 | dlogz: 14.676 > 0.109
iter: 878 | bound: 75 | nc: 7 | ncall: 15355 | eff(%): 5.718 | loglstar: -inf < -14.102 < inf | logz: -23.523 +/- 0.288 | dlogz: 14.647 > 0.109
iter: 879 | bound: 75 | nc: 5 | ncall: 15360 | eff(%): 5.723 | loglstar: -inf < -14.042 < inf | logz: -23.502 +/- 0.288 | dlogz: 14.618 > 0.109
iter: 880 | bound: 75 | nc: 11 | ncall: 15371 | eff(%): 5.725 | loglstar: -inf < -13.944 < inf | logz: -23.481 +/- 0.288 | dlogz: 14.588 > 0.109
iter: 881 | bound: 75 | nc: 9 | ncall: 15380 | eff(%): 5.728 | loglstar: -inf < -13.877 < inf | logz: -23.459 +/- 0.288 | dlogz: 14.557 > 0.109
iter: 882 | bound: 75 | nc: 15 | ncall: 15395 | eff(%): 5.729 | loglstar: -inf < -13.855 < inf | logz: -23.437 +/- 0.288 | dlogz: 14.524 > 0.109
iter: 883 | bound: 75 | nc: 7 | ncall: 15402 | eff(%): 5.733 | loglstar: -inf < -13.830 < inf | logz: -23.415 +/- 0.288 | dlogz: 14.492 > 0.109
iter: 884 | bound: 75 | nc: 10 | ncall: 15412 | eff(%): 5.736 | loglstar: -inf < -13.808 < inf | logz: -23.393 +/- 0.288 | dlogz: 14.460 > 0.109
iter: 885 | bound: 75 | nc: 8 | ncall: 15420 | eff(%): 5.739 | loglstar: -inf < -13.789 < inf | logz: -23.371 +/- 0.288 | dlogz: 14.428 > 0.109
iter: 886 | bound: 75 | nc: 1 | ncall: 15421 | eff(%): 5.745 | loglstar: -inf < -13.722 < inf | logz: -23.349 +/- 0.289 | dlogz: 14.396 > 0.109
iter: 887 | bound: 75 | nc: 10 | ncall: 15431 | eff(%): 5.748 | loglstar: -inf < -13.679 < inf | logz: -23.326 +/- 0.289 | dlogz: 14.364 > 0.109
iter: 888 | bound: 75 | nc: 5 | ncall: 15436 | eff(%): 5.753 | loglstar: -inf < -13.678 < inf | logz: -23.304 +/- 0.289 | dlogz: 14.332 > 0.109
iter: 889 | bound: 76 | nc: 15 | ncall: 15451 | eff(%): 5.754 | loglstar: -inf < -13.670 < inf | logz: -23.283 +/- 0.289 | dlogz: 14.300 > 0.109
iter: 890 | bound: 76 | nc: 24 | ncall: 15475 | eff(%): 5.751 | loglstar: -inf < -13.652 < inf | logz: -23.261 +/- 0.289 | dlogz: 14.268 > 0.109
iter: 891 | bound: 76 | nc: 4 | ncall: 15479 | eff(%): 5.756 | loglstar: -inf < -13.624 < inf | logz: -23.240 +/- 0.289 | dlogz: 14.237 > 0.109
iter: 892 | bound: 76 | nc: 16 | ncall: 15495 | eff(%): 5.757 | loglstar: -inf < -13.609 < inf | logz: -23.219 +/- 0.289 | dlogz: 14.206 > 0.109
iter: 893 | bound: 76 | nc: 1 | ncall: 15496 | eff(%): 5.763 | loglstar: -inf < -13.598 < inf | logz: -23.199 +/- 0.289 | dlogz: 14.175 > 0.109
iter: 894 | bound: 76 | nc: 6 | ncall: 15502 | eff(%): 5.767 | loglstar: -inf < -13.596 < inf | logz: -23.179 +/- 0.289 | dlogz: 14.144 > 0.109
iter: 895 | bound: 77 | nc: 87 | ncall: 15589 | eff(%): 5.741 | loglstar: -inf < -13.588 < inf | logz: -23.159 +/- 0.289 | dlogz: 14.114 > 0.109
iter: 896 | bound: 77 | nc: 4 | ncall: 15593 | eff(%): 5.746 | loglstar: -inf < -13.514 < inf | logz: -23.139 +/- 0.289 | dlogz: 14.085 > 0.109
iter: 897 | bound: 77 | nc: 5 | ncall: 15598 | eff(%): 5.751 | loglstar: -inf < -13.487 < inf | logz: -23.119 +/- 0.289 | dlogz: 14.055 > 0.109
iter: 898 | bound: 77 | nc: 6 | ncall: 15604 | eff(%): 5.755 | loglstar: -inf < -13.464 < inf | logz: -23.099 +/- 0.289 | dlogz: 14.025 > 0.109
iter: 899 | bound: 77 | nc: 13 | ncall: 15617 | eff(%): 5.757 | loglstar: -inf < -13.317 < inf | logz: -23.078 +/- 0.290 | dlogz: 13.995 > 0.109
iter: 900 | bound: 77 | nc: 1 | ncall: 15618 | eff(%): 5.763 | loglstar: -inf < -13.274 < inf | logz: -23.055 +/- 0.290 | dlogz: 13.964 > 0.109
iter: 901 | bound: 77 | nc: 12 | ncall: 15630 | eff(%): 5.765 | loglstar: -inf < -13.265 < inf | logz: -23.033 +/- 0.290 | dlogz: 13.931 > 0.109
iter: 902 | bound: 77 | nc: 16 | ncall: 15646 | eff(%): 5.765 | loglstar: -inf < -13.260 < inf | logz: -23.011 +/- 0.290 | dlogz: 13.899 > 0.109
iter: 903 | bound: 77 | nc: 37 | ncall: 15683 | eff(%): 5.758 | loglstar: -inf < -13.233 < inf | logz: -22.989 +/- 0.290 | dlogz: 13.867 > 0.109
iter: 904 | bound: 78 | nc: 21 | ncall: 15704 | eff(%): 5.756 | loglstar: -inf < -13.187 < inf | logz: -22.967 +/- 0.290 | dlogz: 13.835 > 0.109
iter: 905 | bound: 78 | nc: 5 | ncall: 15709 | eff(%): 5.761 | loglstar: -inf < -13.185 < inf | logz: -22.946 +/- 0.290 | dlogz: 13.804 > 0.109
iter: 906 | bound: 78 | nc: 3 | ncall: 15712 | eff(%): 5.766 | loglstar: -inf < -13.185 < inf | logz: -22.925 +/- 0.290 | dlogz: 13.772 > 0.109
iter: 907 | bound: 78 | nc: 5 | ncall: 15717 | eff(%): 5.771 | loglstar: -inf < -13.130 < inf | logz: -22.904 +/- 0.290 | dlogz: 13.741 > 0.109
iter: 908 | bound: 78 | nc: 18 | ncall: 15735 | eff(%): 5.771 | loglstar: -inf < -13.100 < inf | logz: -22.883 +/- 0.291 | dlogz: 13.711 > 0.109
iter: 909 | bound: 78 | nc: 4 | ncall: 15739 | eff(%): 5.775 | loglstar: -inf < -13.083 < inf | logz: -22.862 +/- 0.291 | dlogz: 13.680 > 0.109
iter: 910 | bound: 78 | nc: 1 | ncall: 15740 | eff(%): 5.781 | loglstar: -inf < -13.081 < inf | logz: -22.842 +/- 0.291 | dlogz: 13.649 > 0.109
iter: 911 | bound: 78 | nc: 5 | ncall: 15745 | eff(%): 5.786 | loglstar: -inf < -13.074 < inf | logz: -22.822 +/- 0.291 | dlogz: 13.618 > 0.109
iter: 912 | bound: 78 | nc: 9 | ncall: 15754 | eff(%): 5.789 | loglstar: -inf < -13.050 < inf | logz: -22.802 +/- 0.291 | dlogz: 13.589 > 0.109
iter: 913 | bound: 78 | nc: 2 | ncall: 15756 | eff(%): 5.795 | loglstar: -inf < -13.048 < inf | logz: -22.783 +/- 0.291 | dlogz: 13.559 > 0.109
iter: 914 | bound: 78 | nc: 6 | ncall: 15762 | eff(%): 5.799 | loglstar: -inf < -13.004 < inf | logz: -22.764 +/- 0.291 | dlogz: 13.530 > 0.109
iter: 915 | bound: 78 | nc: 1 | ncall: 15763 | eff(%): 5.805 | loglstar: -inf < -12.995 < inf | logz: -22.745 +/- 0.291 | dlogz: 13.501 > 0.109
iter: 916 | bound: 78 | nc: 1 | ncall: 15764 | eff(%): 5.811 | loglstar: -inf < -12.966 < inf | logz: -22.726 +/- 0.291 | dlogz: 13.471 > 0.109
iter: 917 | bound: 78 | nc: 4 | ncall: 15768 | eff(%): 5.816 | loglstar: -inf < -12.941 < inf | logz: -22.707 +/- 0.291 | dlogz: 13.443 > 0.109
iter: 918 | bound: 78 | nc: 1 | ncall: 15769 | eff(%): 5.822 | loglstar: -inf < -12.909 < inf | logz: -22.688 +/- 0.291 | dlogz: 13.414 > 0.109
iter: 919 | bound: 78 | nc: 2 | ncall: 15771 | eff(%): 5.827 | loglstar: -inf < -12.905 < inf | logz: -22.669 +/- 0.292 | dlogz: 13.385 > 0.109
iter: 920 | bound: 78 | nc: 1 | ncall: 15772 | eff(%): 5.833 | loglstar: -inf < -12.883 < inf | logz: -22.651 +/- 0.292 | dlogz: 13.356 > 0.109
iter: 921 | bound: 78 | nc: 4 | ncall: 15776 | eff(%): 5.838 | loglstar: -inf < -12.845 < inf | logz: -22.632 +/- 0.292 | dlogz: 13.328 > 0.109
iter: 922 | bound: 78 | nc: 9 | ncall: 15785 | eff(%): 5.841 | loglstar: -inf < -12.841 < inf | logz: -22.614 +/- 0.292 | dlogz: 13.299 > 0.109
iter: 923 | bound: 78 | nc: 12 | ncall: 15797 | eff(%): 5.843 | loglstar: -inf < -12.826 < inf | logz: -22.596 +/- 0.292 | dlogz: 13.271 > 0.109
iter: 924 | bound: 78 | nc: 2 | ncall: 15799 | eff(%): 5.848 | loglstar: -inf < -12.818 < inf | logz: -22.578 +/- 0.292 | dlogz: 13.243 > 0.109
iter: 925 | bound: 78 | nc: 2 | ncall: 15801 | eff(%): 5.854 | loglstar: -inf < -12.802 < inf | logz: -22.561 +/- 0.292 | dlogz: 13.215 > 0.109
iter: 926 | bound: 78 | nc: 2 | ncall: 15803 | eff(%): 5.860 | loglstar: -inf < -12.769 < inf | logz: -22.543 +/- 0.292 | dlogz: 13.188 > 0.109
iter: 927 | bound: 79 | nc: 2 | ncall: 15805 | eff(%): 5.865 | loglstar: -inf < -12.764 < inf | logz: -22.526 +/- 0.292 | dlogz: 13.161 > 0.109
iter: 928 | bound: 79 | nc: 1 | ncall: 15806 | eff(%): 5.871 | loglstar: -inf < -12.736 < inf | logz: -22.509 +/- 0.292 | dlogz: 13.134 > 0.109
iter: 929 | bound: 79 | nc: 2 | ncall: 15808 | eff(%): 5.877 | loglstar: -inf < -12.729 < inf | logz: -22.492 +/- 0.292 | dlogz: 13.107 > 0.109
iter: 930 | bound: 79 | nc: 15 | ncall: 15823 | eff(%): 5.878 | loglstar: -inf < -12.720 < inf | logz: -22.476 +/- 0.292 | dlogz: 13.080 > 0.109
iter: 931 | bound: 79 | nc: 6 | ncall: 15829 | eff(%): 5.882 | loglstar: -inf < -12.702 < inf | logz: -22.459 +/- 0.292 | dlogz: 13.053 > 0.109
iter: 932 | bound: 79 | nc: 2 | ncall: 15831 | eff(%): 5.887 | loglstar: -inf < -12.664 < inf | logz: -22.443 +/- 0.292 | dlogz: 13.027 > 0.109
iter: 933 | bound: 79 | nc: 3 | ncall: 15834 | eff(%): 5.892 | loglstar: -inf < -12.634 < inf | logz: -22.426 +/- 0.292 | dlogz: 13.001 > 0.109
iter: 934 | bound: 79 | nc: 5 | ncall: 15839 | eff(%): 5.897 | loglstar: -inf < -12.630 < inf | logz: -22.410 +/- 0.292 | dlogz: 12.974 > 0.109
iter: 935 | bound: 79 | nc: 7 | ncall: 15846 | eff(%): 5.901 | loglstar: -inf < -12.620 < inf | logz: -22.394 +/- 0.292 | dlogz: 12.948 > 0.109
iter: 936 | bound: 79 | nc: 5 | ncall: 15851 | eff(%): 5.905 | loglstar: -inf < -12.617 < inf | logz: -22.378 +/- 0.292 | dlogz: 12.922 > 0.109
iter: 937 | bound: 79 | nc: 2 | ncall: 15853 | eff(%): 5.911 | loglstar: -inf < -12.532 < inf | logz: -22.362 +/- 0.293 | dlogz: 12.896 > 0.109
iter: 938 | bound: 79 | nc: 1 | ncall: 15854 | eff(%): 5.916 | loglstar: -inf < -12.523 < inf | logz: -22.346 +/- 0.293 | dlogz: 12.870 > 0.109
iter: 939 | bound: 79 | nc: 11 | ncall: 15865 | eff(%): 5.919 | loglstar: -inf < -12.473 < inf | logz: -22.329 +/- 0.293 | dlogz: 12.844 > 0.109
iter: 940 | bound: 79 | nc: 11 | ncall: 15876 | eff(%): 5.921 | loglstar: -inf < -12.386 < inf | logz: -22.312 +/- 0.293 | dlogz: 12.817 > 0.109
iter: 941 | bound: 79 | nc: 19 | ncall: 15895 | eff(%): 5.920 | loglstar: -inf < -12.378 < inf | logz: -22.295 +/- 0.293 | dlogz: 12.790 > 0.109
iter: 942 | bound: 79 | nc: 6 | ncall: 15901 | eff(%): 5.924 | loglstar: -inf < -12.346 < inf | logz: -22.277 +/- 0.293 | dlogz: 12.763 > 0.109
iter: 943 | bound: 79 | nc: 2 | ncall: 15903 | eff(%): 5.930 | loglstar: -inf < -12.335 < inf | logz: -22.260 +/- 0.293 | dlogz: 12.735 > 0.109
iter: 944 | bound: 79 | nc: 1 | ncall: 15904 | eff(%): 5.936 | loglstar: -inf < -12.319 < inf | logz: -22.243 +/- 0.293 | dlogz: 12.708 > 0.109
iter: 945 | bound: 80 | nc: 17 | ncall: 15921 | eff(%): 5.936 | loglstar: -inf < -12.316 < inf | logz: -22.226 +/- 0.293 | dlogz: 12.681 > 0.109
iter: 946 | bound: 80 | nc: 18 | ncall: 15939 | eff(%): 5.935 | loglstar: -inf < -12.210 < inf | logz: -22.209 +/- 0.293 | dlogz: 12.655 > 0.109
iter: 947 | bound: 80 | nc: 5 | ncall: 15944 | eff(%): 5.940 | loglstar: -inf < -12.180 < inf | logz: -22.191 +/- 0.293 | dlogz: 12.627 > 0.109
iter: 948 | bound: 80 | nc: 10 | ncall: 15954 | eff(%): 5.942 | loglstar: -inf < -12.153 < inf | logz: -22.173 +/- 0.293 | dlogz: 12.600 > 0.109
iter: 949 | bound: 80 | nc: 2 | ncall: 15956 | eff(%): 5.948 | loglstar: -inf < -12.091 < inf | logz: -22.155 +/- 0.294 | dlogz: 12.572 > 0.109
iter: 950 | bound: 80 | nc: 4 | ncall: 15960 | eff(%): 5.952 | loglstar: -inf < -12.084 < inf | logz: -22.137 +/- 0.294 | dlogz: 12.544 > 0.109
iter: 951 | bound: 80 | nc: 8 | ncall: 15968 | eff(%): 5.956 | loglstar: -inf < -12.057 < inf | logz: -22.119 +/- 0.294 | dlogz: 12.515 > 0.109
iter: 952 | bound: 80 | nc: 4 | ncall: 15972 | eff(%): 5.960 | loglstar: -inf < -12.045 < inf | logz: -22.101 +/- 0.294 | dlogz: 12.487 > 0.109
iter: 953 | bound: 80 | nc: 3 | ncall: 15975 | eff(%): 5.966 | loglstar: -inf < -12.038 < inf | logz: -22.083 +/- 0.294 | dlogz: 12.459 > 0.109
iter: 954 | bound: 80 | nc: 14 | ncall: 15989 | eff(%): 5.967 | loglstar: -inf < -12.004 < inf | logz: -22.066 +/- 0.294 | dlogz: 12.432 > 0.109
iter: 955 | bound: 80 | nc: 18 | ncall: 16007 | eff(%): 5.966 | loglstar: -inf < -11.927 < inf | logz: -22.047 +/- 0.294 | dlogz: 12.404 > 0.109
iter: 956 | bound: 80 | nc: 5 | ncall: 16012 | eff(%): 5.971 | loglstar: -inf < -11.878 < inf | logz: -22.029 +/- 0.294 | dlogz: 12.376 > 0.109
iter: 957 | bound: 80 | nc: 3 | ncall: 16015 | eff(%): 5.976 | loglstar: -inf < -11.874 < inf | logz: -22.010 +/- 0.295 | dlogz: 12.348 > 0.109
iter: 958 | bound: 80 | nc: 4 | ncall: 16019 | eff(%): 5.980 | loglstar: -inf < -11.874 < inf | logz: -21.992 +/- 0.295 | dlogz: 12.319 > 0.109
iter: 959 | bound: 81 | nc: 2 | ncall: 16021 | eff(%): 5.986 | loglstar: -inf < -11.868 < inf | logz: -21.974 +/- 0.295 | dlogz: 12.291 > 0.109
iter: 960 | bound: 81 | nc: 1 | ncall: 16022 | eff(%): 5.992 | loglstar: -inf < -11.866 < inf | logz: -21.957 +/- 0.295 | dlogz: 12.263 > 0.109
iter: 961 | bound: 81 | nc: 2 | ncall: 16024 | eff(%): 5.997 | loglstar: -inf < -11.827 < inf | logz: -21.940 +/- 0.295 | dlogz: 12.236 > 0.109
iter: 962 | bound: 81 | nc: 3 | ncall: 16027 | eff(%): 6.002 | loglstar: -inf < -11.824 < inf | logz: -21.923 +/- 0.295 | dlogz: 12.209 > 0.109
iter: 963 | bound: 81 | nc: 3 | ncall: 16030 | eff(%): 6.007 | loglstar: -inf < -11.811 < inf | logz: -21.906 +/- 0.295 | dlogz: 12.182 > 0.109
iter: 964 | bound: 81 | nc: 6 | ncall: 16036 | eff(%): 6.011 | loglstar: -inf < -11.807 < inf | logz: -21.890 +/- 0.295 | dlogz: 12.155 > 0.109
iter: 965 | bound: 81 | nc: 3 | ncall: 16039 | eff(%): 6.017 | loglstar: -inf < -11.798 < inf | logz: -21.874 +/- 0.295 | dlogz: 12.129 > 0.109
iter: 966 | bound: 81 | nc: 7 | ncall: 16046 | eff(%): 6.020 | loglstar: -inf < -11.792 < inf | logz: -21.858 +/- 0.295 | dlogz: 12.103 > 0.109
iter: 967 | bound: 81 | nc: 1 | ncall: 16047 | eff(%): 6.026 | loglstar: -inf < -11.774 < inf | logz: -21.842 +/- 0.296 | dlogz: 12.077 > 0.109
iter: 968 | bound: 81 | nc: 4 | ncall: 16051 | eff(%): 6.031 | loglstar: -inf < -11.705 < inf | logz: -21.826 +/- 0.296 | dlogz: 12.052 > 0.109
iter: 969 | bound: 81 | nc: 4 | ncall: 16055 | eff(%): 6.036 | loglstar: -inf < -11.679 < inf | logz: -21.810 +/- 0.296 | dlogz: 12.026 > 0.109
iter: 970 | bound: 81 | nc: 1 | ncall: 16056 | eff(%): 6.041 | loglstar: -inf < -11.674 < inf | logz: -21.794 +/- 0.296 | dlogz: 12.000 > 0.109
iter: 971 | bound: 81 | nc: 3 | ncall: 16059 | eff(%): 6.046 | loglstar: -inf < -11.647 < inf | logz: -21.778 +/- 0.296 | dlogz: 11.974 > 0.109
iter: 972 | bound: 81 | nc: 5 | ncall: 16064 | eff(%): 6.051 | loglstar: -inf < -11.639 < inf | logz: -21.762 +/- 0.296 | dlogz: 11.948 > 0.109
iter: 973 | bound: 81 | nc: 3 | ncall: 16067 | eff(%): 6.056 | loglstar: -inf < -11.619 < inf | logz: -21.747 +/- 0.296 | dlogz: 11.922 > 0.109
iter: 974 | bound: 81 | nc: 2 | ncall: 16069 | eff(%): 6.061 | loglstar: -inf < -11.548 < inf | logz: -21.731 +/- 0.296 | dlogz: 11.896 > 0.109
iter: 975 | bound: 81 | nc: 5 | ncall: 16074 | eff(%): 6.066 | loglstar: -inf < -11.512 < inf | logz: -21.714 +/- 0.296 | dlogz: 11.871 > 0.109
iter: 976 | bound: 81 | nc: 2 | ncall: 16076 | eff(%): 6.071 | loglstar: -inf < -11.446 < inf | logz: -21.698 +/- 0.296 | dlogz: 11.844 > 0.109
iter: 977 | bound: 81 | nc: 5 | ncall: 16081 | eff(%): 6.075 | loglstar: -inf < -11.391 < inf | logz: -21.680 +/- 0.297 | dlogz: 11.818 > 0.109
iter: 978 | bound: 81 | nc: 3 | ncall: 16084 | eff(%): 6.081 | loglstar: -inf < -11.389 < inf | logz: -21.663 +/- 0.297 | dlogz: 11.790 > 0.109
iter: 979 | bound: 81 | nc: 3 | ncall: 16087 | eff(%): 6.086 | loglstar: -inf < -11.377 < inf | logz: -21.646 +/- 0.297 | dlogz: 11.763 > 0.109
iter: 980 | bound: 81 | nc: 8 | ncall: 16095 | eff(%): 6.089 | loglstar: -inf < -11.372 < inf | logz: -21.629 +/- 0.297 | dlogz: 11.736 > 0.109
iter: 981 | bound: 81 | nc: 2 | ncall: 16097 | eff(%): 6.094 | loglstar: -inf < -11.371 < inf | logz: -21.613 +/- 0.297 | dlogz: 11.709 > 0.109
iter: 982 | bound: 81 | nc: 3 | ncall: 16100 | eff(%): 6.099 | loglstar: -inf < -11.359 < inf | logz: -21.597 +/- 0.297 | dlogz: 11.683 > 0.109
iter: 983 | bound: 81 | nc: 4 | ncall: 16104 | eff(%): 6.104 | loglstar: -inf < -11.346 < inf | logz: -21.581 +/- 0.297 | dlogz: 11.657 > 0.109
iter: 984 | bound: 81 | nc: 2 | ncall: 16106 | eff(%): 6.110 | loglstar: -inf < -11.332 < inf | logz: -21.566 +/- 0.297 | dlogz: 11.632 > 0.109
iter: 985 | bound: 81 | nc: 1 | ncall: 16107 | eff(%): 6.115 | loglstar: -inf < -11.330 < inf | logz: -21.550 +/- 0.297 | dlogz: 11.606 > 0.109
iter: 986 | bound: 81 | nc: 2 | ncall: 16109 | eff(%): 6.121 | loglstar: -inf < -11.326 < inf | logz: -21.535 +/- 0.297 | dlogz: 11.581 > 0.109
iter: 987 | bound: 81 | nc: 3 | ncall: 16112 | eff(%): 6.126 | loglstar: -inf < -11.290 < inf | logz: -21.521 +/- 0.298 | dlogz: 11.556 > 0.109
iter: 988 | bound: 81 | nc: 2 | ncall: 16114 | eff(%): 6.131 | loglstar: -inf < -11.238 < inf | logz: -21.505 +/- 0.298 | dlogz: 11.531 > 0.109
iter: 989 | bound: 81 | nc: 5 | ncall: 16119 | eff(%): 6.136 | loglstar: -inf < -11.219 < inf | logz: -21.490 +/- 0.298 | dlogz: 11.506 > 0.109
iter: 990 | bound: 82 | nc: 5 | ncall: 16124 | eff(%): 6.140 | loglstar: -inf < -11.212 < inf | logz: -21.475 +/- 0.298 | dlogz: 11.481 > 0.109
iter: 991 | bound: 82 | nc: 6 | ncall: 16130 | eff(%): 6.144 | loglstar: -inf < -11.203 < inf | logz: -21.460 +/- 0.298 | dlogz: 11.455 > 0.109
iter: 992 | bound: 82 | nc: 70 | ncall: 16200 | eff(%): 6.123 | loglstar: -inf < -11.125 < inf | logz: -21.445 +/- 0.298 | dlogz: 11.431 > 0.109
iter: 993 | bound: 82 | nc: 18 | ncall: 16218 | eff(%): 6.123 | loglstar: -inf < -11.084 < inf | logz: -21.429 +/- 0.298 | dlogz: 11.405 > 0.109
iter: 994 | bound: 82 | nc: 5 | ncall: 16223 | eff(%): 6.127 | loglstar: -inf < -11.060 < inf | logz: -21.413 +/- 0.298 | dlogz: 11.380 > 0.109
iter: 995 | bound: 83 | nc: 28 | ncall: 16251 | eff(%): 6.123 | loglstar: -inf < -11.040 < inf | logz: -21.397 +/- 0.298 | dlogz: 11.354 > 0.109
iter: 996 | bound: 83 | nc: 6 | ncall: 16257 | eff(%): 6.127 | loglstar: -inf < -11.016 < inf | logz: -21.382 +/- 0.298 | dlogz: 11.328 > 0.109
iter: 997 | bound: 83 | nc: 2 | ncall: 16259 | eff(%): 6.132 | loglstar: -inf < -11.012 < inf | logz: -21.366 +/- 0.299 | dlogz: 11.303 > 0.109
iter: 998 | bound: 83 | nc: 6 | ncall: 16265 | eff(%): 6.136 | loglstar: -inf < -11.010 < inf | logz: -21.351 +/- 0.299 | dlogz: 11.277 > 0.109
iter: 999 | bound: 83 | nc: 1 | ncall: 16266 | eff(%): 6.142 | loglstar: -inf < -10.954 < inf | logz: -21.336 +/- 0.299 | dlogz: 11.252 > 0.109
iter: 1000 | bound: 83 | nc: 12 | ncall: 16278 | eff(%): 6.143 | loglstar: -inf < -10.941 < inf | logz: -21.320 +/- 0.299 | dlogz: 11.227 > 0.109
iter: 1001 | bound: 83 | nc: 6 | ncall: 16284 | eff(%): 6.147 | loglstar: -inf < -10.932 < inf | logz: -21.305 +/- 0.299 | dlogz: 11.202 > 0.109
iter: 1002 | bound: 83 | nc: 3 | ncall: 16287 | eff(%): 6.152 | loglstar: -inf < -10.914 < inf | logz: -21.290 +/- 0.299 | dlogz: 11.176 > 0.109
iter: 1003 | bound: 83 | nc: 6 | ncall: 16293 | eff(%): 6.156 | loglstar: -inf < -10.901 < inf | logz: -21.275 +/- 0.299 | dlogz: 11.152 > 0.109
iter: 1004 | bound: 83 | nc: 1 | ncall: 16294 | eff(%): 6.162 | loglstar: -inf < -10.861 < inf | logz: -21.261 +/- 0.299 | dlogz: 11.127 > 0.109
iter: 1005 | bound: 83 | nc: 4 | ncall: 16298 | eff(%): 6.166 | loglstar: -inf < -10.844 < inf | logz: -21.246 +/- 0.299 | dlogz: 11.102 > 0.109
iter: 1006 | bound: 83 | nc: 7 | ncall: 16305 | eff(%): 6.170 | loglstar: -inf < -10.820 < inf | logz: -21.231 +/- 0.299 | dlogz: 11.077 > 0.109
iter: 1007 | bound: 83 | nc: 1 | ncall: 16306 | eff(%): 6.176 | loglstar: -inf < -10.793 < inf | logz: -21.216 +/- 0.300 | dlogz: 11.052 > 0.109
iter: 1008 | bound: 83 | nc: 4 | ncall: 16310 | eff(%): 6.180 | loglstar: -inf < -10.769 < inf | logz: -21.201 +/- 0.300 | dlogz: 11.027 > 0.109
iter: 1009 | bound: 83 | nc: 2 | ncall: 16312 | eff(%): 6.186 | loglstar: -inf < -10.731 < inf | logz: -21.186 +/- 0.300 | dlogz: 11.003 > 0.109
iter: 1010 | bound: 83 | nc: 1 | ncall: 16313 | eff(%): 6.191 | loglstar: -inf < -10.729 < inf | logz: -21.171 +/- 0.300 | dlogz: 10.978 > 0.109
iter: 1011 | bound: 83 | nc: 1 | ncall: 16314 | eff(%): 6.197 | loglstar: -inf < -10.719 < inf | logz: -21.157 +/- 0.300 | dlogz: 10.953 > 0.109
iter: 1012 | bound: 83 | nc: 5 | ncall: 16319 | eff(%): 6.201 | loglstar: -inf < -10.713 < inf | logz: -21.142 +/- 0.300 | dlogz: 10.928 > 0.109
iter: 1013 | bound: 83 | nc: 11 | ncall: 16330 | eff(%): 6.203 | loglstar: -inf < -10.695 < inf | logz: -21.128 +/- 0.300 | dlogz: 10.904 > 0.109
iter: 1014 | bound: 83 | nc: 5 | ncall: 16335 | eff(%): 6.208 | loglstar: -inf < -10.693 < inf | logz: -21.114 +/- 0.300 | dlogz: 10.880 > 0.109
iter: 1015 | bound: 83 | nc: 2 | ncall: 16337 | eff(%): 6.213 | loglstar: -inf < -10.649 < inf | logz: -21.100 +/- 0.300 | dlogz: 10.856 > 0.109
iter: 1016 | bound: 83 | nc: 8 | ncall: 16345 | eff(%): 6.216 | loglstar: -inf < -10.642 < inf | logz: -21.086 +/- 0.300 | dlogz: 10.832 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 1017 | bound: 84 | nc: 8 | ncall: 16353 | eff(%): 6.219 | loglstar: -inf < -10.602 < inf | logz: -21.072 +/- 0.300 | dlogz: 10.808 > 0.109
iter: 1018 | bound: 85 | nc: 105 | ncall: 16458 | eff(%): 6.185 | loglstar: -inf < -10.599 < inf | logz: -21.058 +/- 0.301 | dlogz: 10.784 > 0.109
iter: 1019 | bound: 85 | nc: 23 | ncall: 16481 | eff(%): 6.183 | loglstar: -inf < -10.582 < inf | logz: -21.044 +/- 0.301 | dlogz: 10.760 > 0.109
iter: 1020 | bound: 85 | nc: 6 | ncall: 16487 | eff(%): 6.187 | loglstar: -inf < -10.569 < inf | logz: -21.030 +/- 0.301 | dlogz: 10.736 > 0.109
iter: 1021 | bound: 85 | nc: 11 | ncall: 16498 | eff(%): 6.189 | loglstar: -inf < -10.550 < inf | logz: -21.017 +/- 0.301 | dlogz: 10.713 > 0.109
iter: 1022 | bound: 85 | nc: 16 | ncall: 16514 | eff(%): 6.189 | loglstar: -inf < -10.547 < inf | logz: -21.004 +/- 0.301 | dlogz: 10.689 > 0.109
iter: 1023 | bound: 86 | nc: 71 | ncall: 16585 | eff(%): 6.168 | loglstar: -inf < -10.526 < inf | logz: -20.990 +/- 0.301 | dlogz: 10.666 > 0.109
iter: 1024 | bound: 86 | nc: 38 | ncall: 16623 | eff(%): 6.160 | loglstar: -inf < -10.524 < inf | logz: -20.977 +/- 0.301 | dlogz: 10.642 > 0.109
iter: 1025 | bound: 86 | nc: 23 | ncall: 16646 | eff(%): 6.158 | loglstar: -inf < -10.501 < inf | logz: -20.964 +/- 0.301 | dlogz: 10.619 > 0.109
iter: 1026 | bound: 86 | nc: 10 | ncall: 16656 | eff(%): 6.160 | loglstar: -inf < -10.499 < inf | logz: -20.951 +/- 0.301 | dlogz: 10.597 > 0.109
iter: 1027 | bound: 86 | nc: 1 | ncall: 16657 | eff(%): 6.166 | loglstar: -inf < -10.498 < inf | logz: -20.939 +/- 0.301 | dlogz: 10.574 > 0.109
iter: 1028 | bound: 86 | nc: 4 | ncall: 16661 | eff(%): 6.170 | loglstar: -inf < -10.418 < inf | logz: -20.926 +/- 0.301 | dlogz: 10.551 > 0.109
iter: 1029 | bound: 86 | nc: 17 | ncall: 16678 | eff(%): 6.170 | loglstar: -inf < -10.412 < inf | logz: -20.913 +/- 0.301 | dlogz: 10.529 > 0.109
iter: 1030 | bound: 87 | nc: 14 | ncall: 16692 | eff(%): 6.171 | loglstar: -inf < -10.392 < inf | logz: -20.900 +/- 0.301 | dlogz: 10.506 > 0.109
iter: 1031 | bound: 87 | nc: 6 | ncall: 16698 | eff(%): 6.174 | loglstar: -inf < -10.304 < inf | logz: -20.887 +/- 0.302 | dlogz: 10.483 > 0.109
iter: 1032 | bound: 87 | nc: 3 | ncall: 16701 | eff(%): 6.179 | loglstar: -inf < -10.299 < inf | logz: -20.873 +/- 0.302 | dlogz: 10.459 > 0.109
iter: 1033 | bound: 87 | nc: 4 | ncall: 16705 | eff(%): 6.184 | loglstar: -inf < -10.296 < inf | logz: -20.860 +/- 0.302 | dlogz: 10.436 > 0.109
iter: 1034 | bound: 87 | nc: 12 | ncall: 16717 | eff(%): 6.185 | loglstar: -inf < -10.292 < inf | logz: -20.847 +/- 0.302 | dlogz: 10.412 > 0.109
iter: 1035 | bound: 87 | nc: 5 | ncall: 16722 | eff(%): 6.189 | loglstar: -inf < -10.250 < inf | logz: -20.834 +/- 0.302 | dlogz: 10.389 > 0.109
iter: 1036 | bound: 87 | nc: 3 | ncall: 16725 | eff(%): 6.194 | loglstar: -inf < -10.242 < inf | logz: -20.820 +/- 0.302 | dlogz: 10.366 > 0.109
iter: 1037 | bound: 87 | nc: 1 | ncall: 16726 | eff(%): 6.200 | loglstar: -inf < -10.234 < inf | logz: -20.807 +/- 0.302 | dlogz: 10.343 > 0.109
iter: 1038 | bound: 87 | nc: 13 | ncall: 16739 | eff(%): 6.201 | loglstar: -inf < -10.182 < inf | logz: -20.794 +/- 0.302 | dlogz: 10.320 > 0.109
iter: 1039 | bound: 87 | nc: 2 | ncall: 16741 | eff(%): 6.206 | loglstar: -inf < -10.166 < inf | logz: -20.781 +/- 0.302 | dlogz: 10.297 > 0.109
iter: 1040 | bound: 87 | nc: 2 | ncall: 16743 | eff(%): 6.212 | loglstar: -inf < -10.155 < inf | logz: -20.768 +/- 0.302 | dlogz: 10.274 > 0.109
iter: 1041 | bound: 87 | nc: 3 | ncall: 16746 | eff(%): 6.216 | loglstar: -inf < -10.132 < inf | logz: -20.755 +/- 0.302 | dlogz: 10.251 > 0.109
iter: 1042 | bound: 87 | nc: 4 | ncall: 16750 | eff(%): 6.221 | loglstar: -inf < -10.118 < inf | logz: -20.742 +/- 0.303 | dlogz: 10.228 > 0.109
iter: 1043 | bound: 87 | nc: 4 | ncall: 16754 | eff(%): 6.225 | loglstar: -inf < -10.108 < inf | logz: -20.730 +/- 0.303 | dlogz: 10.206 > 0.109
iter: 1044 | bound: 87 | nc: 1 | ncall: 16755 | eff(%): 6.231 | loglstar: -inf < -10.051 < inf | logz: -20.717 +/- 0.303 | dlogz: 10.183 > 0.109
iter: 1045 | bound: 87 | nc: 7 | ncall: 16762 | eff(%): 6.234 | loglstar: -inf < -10.037 < inf | logz: -20.704 +/- 0.303 | dlogz: 10.160 > 0.109
iter: 1046 | bound: 87 | nc: 5 | ncall: 16767 | eff(%): 6.238 | loglstar: -inf < -10.032 < inf | logz: -20.691 +/- 0.303 | dlogz: 10.137 > 0.109
iter: 1047 | bound: 87 | nc: 1 | ncall: 16768 | eff(%): 6.244 | loglstar: -inf < -9.921 < inf | logz: -20.677 +/- 0.303 | dlogz: 10.114 > 0.109
iter: 1048 | bound: 87 | nc: 1 | ncall: 16769 | eff(%): 6.250 | loglstar: -inf < -9.849 < inf | logz: -20.663 +/- 0.303 | dlogz: 10.091 > 0.109
iter: 1049 | bound: 87 | nc: 1 | ncall: 16770 | eff(%): 6.255 | loglstar: -inf < -9.826 < inf | logz: -20.648 +/- 0.303 | dlogz: 10.066 > 0.109
iter: 1050 | bound: 87 | nc: 1 | ncall: 16771 | eff(%): 6.261 | loglstar: -inf < -9.808 < inf | logz: -20.634 +/- 0.303 | dlogz: 10.042 > 0.109
iter: 1051 | bound: 87 | nc: 1 | ncall: 16772 | eff(%): 6.266 | loglstar: -inf < -9.743 < inf | logz: -20.619 +/- 0.304 | dlogz: 10.017 > 0.109
iter: 1052 | bound: 87 | nc: 5 | ncall: 16777 | eff(%): 6.270 | loglstar: -inf < -9.717 < inf | logz: -20.604 +/- 0.304 | dlogz: 9.993 > 0.109
iter: 1053 | bound: 87 | nc: 2 | ncall: 16779 | eff(%): 6.276 | loglstar: -inf < -9.697 < inf | logz: -20.589 +/- 0.304 | dlogz: 9.968 > 0.109
iter: 1054 | bound: 87 | nc: 1 | ncall: 16780 | eff(%): 6.281 | loglstar: -inf < -9.619 < inf | logz: -20.573 +/- 0.304 | dlogz: 9.943 > 0.109
iter: 1055 | bound: 87 | nc: 2 | ncall: 16782 | eff(%): 6.286 | loglstar: -inf < -9.505 < inf | logz: -20.557 +/- 0.304 | dlogz: 9.917 > 0.109
iter: 1056 | bound: 87 | nc: 2 | ncall: 16784 | eff(%): 6.292 | loglstar: -inf < -9.491 < inf | logz: -20.539 +/- 0.304 | dlogz: 9.891 > 0.109
iter: 1057 | bound: 87 | nc: 1 | ncall: 16785 | eff(%): 6.297 | loglstar: -inf < -9.477 < inf | logz: -20.522 +/- 0.305 | dlogz: 9.863 > 0.109
iter: 1058 | bound: 88 | nc: 7 | ncall: 16792 | eff(%): 6.301 | loglstar: -inf < -9.350 < inf | logz: -20.505 +/- 0.305 | dlogz: 9.836 > 0.109
iter: 1059 | bound: 88 | nc: 5 | ncall: 16797 | eff(%): 6.305 | loglstar: -inf < -9.224 < inf | logz: -20.485 +/- 0.305 | dlogz: 9.809 > 0.109
iter: 1060 | bound: 88 | nc: 11 | ncall: 16808 | eff(%): 6.307 | loglstar: -inf < -9.201 < inf | logz: -20.465 +/- 0.305 | dlogz: 9.779 > 0.109
iter: 1061 | bound: 88 | nc: 24 | ncall: 16832 | eff(%): 6.303 | loglstar: -inf < -9.198 < inf | logz: -20.445 +/- 0.306 | dlogz: 9.749 > 0.109
iter: 1062 | bound: 88 | nc: 4 | ncall: 16836 | eff(%): 6.308 | loglstar: -inf < -9.186 < inf | logz: -20.425 +/- 0.306 | dlogz: 9.719 > 0.109
iter: 1063 | bound: 88 | nc: 1 | ncall: 16837 | eff(%): 6.313 | loglstar: -inf < -9.138 < inf | logz: -20.405 +/- 0.306 | dlogz: 9.689 > 0.109
iter: 1064 | bound: 88 | nc: 2 | ncall: 16839 | eff(%): 6.319 | loglstar: -inf < -9.093 < inf | logz: -20.385 +/- 0.307 | dlogz: 9.660 > 0.109
iter: 1065 | bound: 88 | nc: 4 | ncall: 16843 | eff(%): 6.323 | loglstar: -inf < -9.037 < inf | logz: -20.365 +/- 0.307 | dlogz: 9.630 > 0.109
iter: 1066 | bound: 88 | nc: 1 | ncall: 16844 | eff(%): 6.329 | loglstar: -inf < -8.991 < inf | logz: -20.344 +/- 0.307 | dlogz: 9.599 > 0.109
iter: 1067 | bound: 88 | nc: 4 | ncall: 16848 | eff(%): 6.333 | loglstar: -inf < -8.987 < inf | logz: -20.323 +/- 0.307 | dlogz: 9.568 > 0.109
iter: 1068 | bound: 88 | nc: 5 | ncall: 16853 | eff(%): 6.337 | loglstar: -inf < -8.979 < inf | logz: -20.303 +/- 0.308 | dlogz: 9.538 > 0.109
iter: 1069 | bound: 88 | nc: 10 | ncall: 16863 | eff(%): 6.339 | loglstar: -inf < -8.948 < inf | logz: -20.283 +/- 0.308 | dlogz: 9.508 > 0.109
iter: 1070 | bound: 88 | nc: 3 | ncall: 16866 | eff(%): 6.344 | loglstar: -inf < -8.919 < inf | logz: -20.263 +/- 0.308 | dlogz: 9.478 > 0.109
iter: 1071 | bound: 88 | nc: 3 | ncall: 16869 | eff(%): 6.349 | loglstar: -inf < -8.861 < inf | logz: -20.243 +/- 0.308 | dlogz: 9.448 > 0.109
iter: 1072 | bound: 88 | nc: 6 | ncall: 16875 | eff(%): 6.353 | loglstar: -inf < -8.766 < inf | logz: -20.222 +/- 0.309 | dlogz: 9.418 > 0.109
iter: 1073 | bound: 88 | nc: 4 | ncall: 16879 | eff(%): 6.357 | loglstar: -inf < -8.745 < inf | logz: -20.200 +/- 0.309 | dlogz: 9.386 > 0.109
iter: 1074 | bound: 88 | nc: 8 | ncall: 16887 | eff(%): 6.360 | loglstar: -inf < -8.741 < inf | logz: -20.178 +/- 0.309 | dlogz: 9.355 > 0.109
iter: 1075 | bound: 89 | nc: 14 | ncall: 16901 | eff(%): 6.361 | loglstar: -inf < -8.521 < inf | logz: -20.155 +/- 0.310 | dlogz: 9.323 > 0.109
iter: 1076 | bound: 89 | nc: 4 | ncall: 16905 | eff(%): 6.365 | loglstar: -inf < -8.506 < inf | logz: -20.130 +/- 0.310 | dlogz: 9.290 > 0.109
iter: 1077 | bound: 89 | nc: 3 | ncall: 16908 | eff(%): 6.370 | loglstar: -inf < -8.475 < inf | logz: -20.105 +/- 0.310 | dlogz: 9.255 > 0.109
iter: 1078 | bound: 89 | nc: 5 | ncall: 16913 | eff(%): 6.374 | loglstar: -inf < -8.352 < inf | logz: -20.079 +/- 0.311 | dlogz: 9.220 > 0.109
iter: 1079 | bound: 89 | nc: 1 | ncall: 16914 | eff(%): 6.379 | loglstar: -inf < -8.350 < inf | logz: -20.053 +/- 0.311 | dlogz: 9.184 > 0.109
iter: 1080 | bound: 89 | nc: 14 | ncall: 16928 | eff(%): 6.380 | loglstar: -inf < -8.281 < inf | logz: -20.026 +/- 0.312 | dlogz: 9.148 > 0.109
iter: 1081 | bound: 89 | nc: 5 | ncall: 16933 | eff(%): 6.384 | loglstar: -inf < -8.253 < inf | logz: -19.999 +/- 0.312 | dlogz: 9.111 > 0.109
iter: 1082 | bound: 89 | nc: 1 | ncall: 16934 | eff(%): 6.390 | loglstar: -inf < -8.135 < inf | logz: -19.971 +/- 0.313 | dlogz: 9.074 > 0.109
iter: 1083 | bound: 89 | nc: 1 | ncall: 16935 | eff(%): 6.395 | loglstar: -inf < -8.092 < inf | logz: -19.942 +/- 0.313 | dlogz: 9.036 > 0.109
iter: 1084 | bound: 89 | nc: 3 | ncall: 16938 | eff(%): 6.400 | loglstar: -inf < -8.091 < inf | logz: -19.914 +/- 0.313 | dlogz: 8.997 > 0.109
iter: 1085 | bound: 89 | nc: 2 | ncall: 16940 | eff(%): 6.405 | loglstar: -inf < -8.057 < inf | logz: -19.886 +/- 0.314 | dlogz: 8.959 > 0.109
iter: 1086 | bound: 89 | nc: 5 | ncall: 16945 | eff(%): 6.409 | loglstar: -inf < -7.989 < inf | logz: -19.857 +/- 0.314 | dlogz: 8.921 > 0.109
iter: 1087 | bound: 89 | nc: 1 | ncall: 16946 | eff(%): 6.414 | loglstar: -inf < -7.929 < inf | logz: -19.828 +/- 0.315 | dlogz: 8.883 > 0.109
iter: 1088 | bound: 89 | nc: 3 | ncall: 16949 | eff(%): 6.419 | loglstar: -inf < -7.925 < inf | logz: -19.799 +/- 0.315 | dlogz: 8.844 > 0.109
iter: 1089 | bound: 89 | nc: 3 | ncall: 16952 | eff(%): 6.424 | loglstar: -inf < -7.906 < inf | logz: -19.771 +/- 0.316 | dlogz: 8.805 > 0.109
iter: 1090 | bound: 89 | nc: 2 | ncall: 16954 | eff(%): 6.429 | loglstar: -inf < -7.880 < inf | logz: -19.743 +/- 0.316 | dlogz: 8.767 > 0.109
iter: 1091 | bound: 89 | nc: 4 | ncall: 16958 | eff(%): 6.434 | loglstar: -inf < -7.854 < inf | logz: -19.716 +/- 0.316 | dlogz: 8.729 > 0.109
iter: 1092 | bound: 89 | nc: 1 | ncall: 16959 | eff(%): 6.439 | loglstar: -inf < -7.822 < inf | logz: -19.689 +/- 0.317 | dlogz: 8.692 > 0.109
iter: 1093 | bound: 89 | nc: 2 | ncall: 16961 | eff(%): 6.444 | loglstar: -inf < -7.773 < inf | logz: -19.662 +/- 0.317 | dlogz: 8.655 > 0.109
iter: 1094 | bound: 89 | nc: 10 | ncall: 16971 | eff(%): 6.446 | loglstar: -inf < -7.706 < inf | logz: -19.634 +/- 0.317 | dlogz: 8.617 > 0.109
iter: 1095 | bound: 89 | nc: 6 | ncall: 16977 | eff(%): 6.450 | loglstar: -inf < -7.701 < inf | logz: -19.606 +/- 0.318 | dlogz: 8.580 > 0.109
iter: 1096 | bound: 89 | nc: 1 | ncall: 16978 | eff(%): 6.455 | loglstar: -inf < -7.681 < inf | logz: -19.579 +/- 0.318 | dlogz: 8.542 > 0.109
iter: 1097 | bound: 89 | nc: 14 | ncall: 16992 | eff(%): 6.456 | loglstar: -inf < -7.654 < inf | logz: -19.552 +/- 0.318 | dlogz: 8.505 > 0.109
iter: 1098 | bound: 89 | nc: 1 | ncall: 16993 | eff(%): 6.461 | loglstar: -inf < -7.639 < inf | logz: -19.526 +/- 0.319 | dlogz: 8.468 > 0.109
iter: 1099 | bound: 89 | nc: 4 | ncall: 16997 | eff(%): 6.466 | loglstar: -inf < -7.635 < inf | logz: -19.500 +/- 0.319 | dlogz: 8.432 > 0.109
iter: 1100 | bound: 89 | nc: 2 | ncall: 16999 | eff(%): 6.471 | loglstar: -inf < -7.603 < inf | logz: -19.475 +/- 0.319 | dlogz: 8.397 > 0.109
iter: 1101 | bound: 90 | nc: 4 | ncall: 17003 | eff(%): 6.475 | loglstar: -inf < -7.486 < inf | logz: -19.449 +/- 0.319 | dlogz: 8.361 > 0.109
iter: 1102 | bound: 90 | nc: 1 | ncall: 17004 | eff(%): 6.481 | loglstar: -inf < -7.471 < inf | logz: -19.422 +/- 0.320 | dlogz: 8.325 > 0.109
iter: 1103 | bound: 90 | nc: 4 | ncall: 17008 | eff(%): 6.485 | loglstar: -inf < -7.461 < inf | logz: -19.396 +/- 0.320 | dlogz: 8.288 > 0.109
iter: 1104 | bound: 90 | nc: 1 | ncall: 17009 | eff(%): 6.491 | loglstar: -inf < -7.392 < inf | logz: -19.369 +/- 0.320 | dlogz: 8.252 > 0.109
iter: 1105 | bound: 90 | nc: 9 | ncall: 17018 | eff(%): 6.493 | loglstar: -inf < -7.322 < inf | logz: -19.342 +/- 0.320 | dlogz: 8.216 > 0.109
iter: 1106 | bound: 90 | nc: 1 | ncall: 17019 | eff(%): 6.499 | loglstar: -inf < -7.252 < inf | logz: -19.314 +/- 0.321 | dlogz: 8.178 > 0.109
iter: 1107 | bound: 90 | nc: 2 | ncall: 17021 | eff(%): 6.504 | loglstar: -inf < -7.231 < inf | logz: -19.285 +/- 0.321 | dlogz: 8.140 > 0.109
iter: 1108 | bound: 90 | nc: 3 | ncall: 17024 | eff(%): 6.508 | loglstar: -inf < -7.144 < inf | logz: -19.257 +/- 0.321 | dlogz: 8.102 > 0.109
iter: 1109 | bound: 90 | nc: 2 | ncall: 17026 | eff(%): 6.514 | loglstar: -inf < -7.094 < inf | logz: -19.227 +/- 0.322 | dlogz: 8.063 > 0.109
iter: 1110 | bound: 90 | nc: 3 | ncall: 17029 | eff(%): 6.518 | loglstar: -inf < -7.088 < inf | logz: -19.197 +/- 0.322 | dlogz: 8.024 > 0.109
iter: 1111 | bound: 90 | nc: 2 | ncall: 17031 | eff(%): 6.523 | loglstar: -inf < -7.013 < inf | logz: -19.168 +/- 0.322 | dlogz: 7.984 > 0.109
iter: 1112 | bound: 90 | nc: 2 | ncall: 17033 | eff(%): 6.529 | loglstar: -inf < -6.944 < inf | logz: -19.138 +/- 0.323 | dlogz: 7.945 > 0.109
iter: 1113 | bound: 90 | nc: 1 | ncall: 17034 | eff(%): 6.534 | loglstar: -inf < -6.938 < inf | logz: -19.107 +/- 0.323 | dlogz: 7.905 > 0.109
iter: 1114 | bound: 90 | nc: 2 | ncall: 17036 | eff(%): 6.539 | loglstar: -inf < -6.834 < inf | logz: -19.077 +/- 0.323 | dlogz: 7.865 > 0.109
iter: 1115 | bound: 90 | nc: 14 | ncall: 17050 | eff(%): 6.540 | loglstar: -inf < -6.803 < inf | logz: -19.045 +/- 0.324 | dlogz: 7.824 > 0.109
iter: 1116 | bound: 90 | nc: 7 | ncall: 17057 | eff(%): 6.543 | loglstar: -inf < -6.792 < inf | logz: -19.014 +/- 0.324 | dlogz: 7.782 > 0.109
iter: 1117 | bound: 90 | nc: 3 | ncall: 17060 | eff(%): 6.547 | loglstar: -inf < -6.787 < inf | logz: -18.984 +/- 0.324 | dlogz: 7.742 > 0.109
iter: 1118 | bound: 90 | nc: 1 | ncall: 17061 | eff(%): 6.553 | loglstar: -inf < -6.702 < inf | logz: -18.954 +/- 0.325 | dlogz: 7.702 > 0.109
iter: 1119 | bound: 90 | nc: 1 | ncall: 17062 | eff(%): 6.558 | loglstar: -inf < -6.688 < inf | logz: -18.924 +/- 0.325 | dlogz: 7.662 > 0.109
iter: 1120 | bound: 90 | nc: 6 | ncall: 17068 | eff(%): 6.562 | loglstar: -inf < -6.672 < inf | logz: -18.894 +/- 0.325 | dlogz: 7.621 > 0.109
iter: 1121 | bound: 90 | nc: 9 | ncall: 17077 | eff(%): 6.564 | loglstar: -inf < -6.671 < inf | logz: -18.866 +/- 0.325 | dlogz: 7.582 > 0.109
iter: 1122 | bound: 90 | nc: 4 | ncall: 17081 | eff(%): 6.569 | loglstar: -inf < -6.645 < inf | logz: -18.838 +/- 0.326 | dlogz: 7.543 > 0.109
iter: 1123 | bound: 90 | nc: 8 | ncall: 17089 | eff(%): 6.571 | loglstar: -inf < -6.642 < inf | logz: -18.810 +/- 0.326 | dlogz: 7.505 > 0.109
iter: 1124 | bound: 90 | nc: 7 | ncall: 17096 | eff(%): 6.575 | loglstar: -inf < -6.641 < inf | logz: -18.784 +/- 0.326 | dlogz: 7.468 > 0.109
iter: 1125 | bound: 90 | nc: 1 | ncall: 17097 | eff(%): 6.580 | loglstar: -inf < -6.602 < inf | logz: -18.758 +/- 0.326 | dlogz: 7.432 > 0.109
iter: 1126 | bound: 90 | nc: 1 | ncall: 17098 | eff(%): 6.586 | loglstar: -inf < -6.592 < inf | logz: -18.732 +/- 0.326 | dlogz: 7.396 > 0.109
iter: 1127 | bound: 90 | nc: 3 | ncall: 17101 | eff(%): 6.590 | loglstar: -inf < -6.578 < inf | logz: -18.707 +/- 0.327 | dlogz: 7.360 > 0.109
iter: 1128 | bound: 90 | nc: 1 | ncall: 17102 | eff(%): 6.596 | loglstar: -inf < -6.574 < inf | logz: -18.683 +/- 0.327 | dlogz: 7.325 > 0.109
iter: 1129 | bound: 91 | nc: 3 | ncall: 17105 | eff(%): 6.600 | loglstar: -inf < -6.569 < inf | logz: -18.659 +/- 0.327 | dlogz: 7.291 > 0.109
iter: 1130 | bound: 91 | nc: 1 | ncall: 17106 | eff(%): 6.606 | loglstar: -inf < -6.564 < inf | logz: -18.636 +/- 0.327 | dlogz: 7.257 > 0.109
iter: 1131 | bound: 91 | nc: 6 | ncall: 17112 | eff(%): 6.609 | loglstar: -inf < -6.528 < inf | logz: -18.613 +/- 0.327 | dlogz: 7.224 > 0.109
iter: 1132 | bound: 91 | nc: 6 | ncall: 17118 | eff(%): 6.613 | loglstar: -inf < -6.448 < inf | logz: -18.590 +/- 0.327 | dlogz: 7.191 > 0.109
iter: 1133 | bound: 91 | nc: 3 | ncall: 17121 | eff(%): 6.618 | loglstar: -inf < -6.445 < inf | logz: -18.566 +/- 0.327 | dlogz: 7.158 > 0.109
iter: 1134 | bound: 91 | nc: 2 | ncall: 17123 | eff(%): 6.623 | loglstar: -inf < -6.433 < inf | logz: -18.543 +/- 0.328 | dlogz: 7.125 > 0.109
iter: 1135 | bound: 91 | nc: 9 | ncall: 17132 | eff(%): 6.625 | loglstar: -inf < -6.433 < inf | logz: -18.521 +/- 0.328 | dlogz: 7.092 > 0.109
iter: 1136 | bound: 91 | nc: 1 | ncall: 17133 | eff(%): 6.630 | loglstar: -inf < -6.398 < inf | logz: -18.499 +/- 0.328 | dlogz: 7.059 > 0.109
iter: 1137 | bound: 91 | nc: 1 | ncall: 17134 | eff(%): 6.636 | loglstar: -inf < -6.345 < inf | logz: -18.476 +/- 0.328 | dlogz: 7.027 > 0.109
iter: 1138 | bound: 91 | nc: 12 | ncall: 17146 | eff(%): 6.637 | loglstar: -inf < -6.306 < inf | logz: -18.454 +/- 0.328 | dlogz: 6.995 > 0.109
iter: 1139 | bound: 91 | nc: 7 | ncall: 17153 | eff(%): 6.640 | loglstar: -inf < -6.302 < inf | logz: -18.431 +/- 0.328 | dlogz: 6.963 > 0.109
iter: 1140 | bound: 91 | nc: 7 | ncall: 17160 | eff(%): 6.643 | loglstar: -inf < -6.294 < inf | logz: -18.410 +/- 0.328 | dlogz: 6.930 > 0.109
iter: 1141 | bound: 91 | nc: 2 | ncall: 17162 | eff(%): 6.648 | loglstar: -inf < -6.263 < inf | logz: -18.388 +/- 0.328 | dlogz: 6.899 > 0.109
iter: 1142 | bound: 91 | nc: 3 | ncall: 17165 | eff(%): 6.653 | loglstar: -inf < -6.261 < inf | logz: -18.367 +/- 0.328 | dlogz: 6.867 > 0.109
iter: 1143 | bound: 91 | nc: 6 | ncall: 17171 | eff(%): 6.657 | loglstar: -inf < -6.226 < inf | logz: -18.346 +/- 0.328 | dlogz: 6.836 > 0.109
iter: 1144 | bound: 91 | nc: 5 | ncall: 17176 | eff(%): 6.660 | loglstar: -inf < -6.220 < inf | logz: -18.325 +/- 0.329 | dlogz: 6.805 > 0.109
iter: 1145 | bound: 91 | nc: 4 | ncall: 17180 | eff(%): 6.665 | loglstar: -inf < -6.178 < inf | logz: -18.305 +/- 0.329 | dlogz: 6.774 > 0.109
iter: 1146 | bound: 91 | nc: 6 | ncall: 17186 | eff(%): 6.668 | loglstar: -inf < -6.169 < inf | logz: -18.284 +/- 0.329 | dlogz: 6.744 > 0.109
iter: 1147 | bound: 91 | nc: 3 | ncall: 17189 | eff(%): 6.673 | loglstar: -inf < -6.145 < inf | logz: -18.264 +/- 0.329 | dlogz: 6.714 > 0.109
iter: 1148 | bound: 91 | nc: 2 | ncall: 17191 | eff(%): 6.678 | loglstar: -inf < -6.133 < inf | logz: -18.244 +/- 0.329 | dlogz: 6.683 > 0.109
iter: 1149 | bound: 91 | nc: 8 | ncall: 17199 | eff(%): 6.681 | loglstar: -inf < -6.109 < inf | logz: -18.224 +/- 0.329 | dlogz: 6.654 > 0.109
iter: 1150 | bound: 92 | nc: 18 | ncall: 17217 | eff(%): 6.679 | loglstar: -inf < -6.073 < inf | logz: -18.204 +/- 0.329 | dlogz: 6.624 > 0.109
iter: 1151 | bound: 92 | nc: 13 | ncall: 17230 | eff(%): 6.680 | loglstar: -inf < -6.006 < inf | logz: -18.184 +/- 0.329 | dlogz: 6.594 > 0.109
iter: 1152 | bound: 92 | nc: 6 | ncall: 17236 | eff(%): 6.684 | loglstar: -inf < -5.908 < inf | logz: -18.163 +/- 0.329 | dlogz: 6.564 > 0.109
iter: 1153 | bound: 92 | nc: 1 | ncall: 17237 | eff(%): 6.689 | loglstar: -inf < -5.887 < inf | logz: -18.141 +/- 0.329 | dlogz: 6.533 > 0.109
iter: 1154 | bound: 92 | nc: 4 | ncall: 17241 | eff(%): 6.693 | loglstar: -inf < -5.879 < inf | logz: -18.120 +/- 0.329 | dlogz: 6.501 > 0.109
iter: 1155 | bound: 92 | nc: 1 | ncall: 17242 | eff(%): 6.699 | loglstar: -inf < -5.872 < inf | logz: -18.099 +/- 0.330 | dlogz: 6.470 > 0.109
iter: 1156 | bound: 92 | nc: 6 | ncall: 17248 | eff(%): 6.702 | loglstar: -inf < -5.843 < inf | logz: -18.078 +/- 0.330 | dlogz: 6.439 > 0.109
iter: 1157 | bound: 92 | nc: 8 | ncall: 17256 | eff(%): 6.705 | loglstar: -inf < -5.839 < inf | logz: -18.057 +/- 0.330 | dlogz: 6.408 > 0.109
iter: 1158 | bound: 92 | nc: 3 | ncall: 17259 | eff(%): 6.710 | loglstar: -inf < -5.730 < inf | logz: -18.036 +/- 0.330 | dlogz: 6.378 > 0.109
iter: 1159 | bound: 92 | nc: 2 | ncall: 17261 | eff(%): 6.715 | loglstar: -inf < -5.725 < inf | logz: -18.015 +/- 0.330 | dlogz: 6.347 > 0.109
iter: 1160 | bound: 92 | nc: 7 | ncall: 17268 | eff(%): 6.718 | loglstar: -inf < -5.717 < inf | logz: -17.994 +/- 0.330 | dlogz: 6.316 > 0.109
iter: 1161 | bound: 92 | nc: 3 | ncall: 17271 | eff(%): 6.722 | loglstar: -inf < -5.698 < inf | logz: -17.973 +/- 0.330 | dlogz: 6.285 > 0.109
iter: 1162 | bound: 92 | nc: 5 | ncall: 17276 | eff(%): 6.726 | loglstar: -inf < -5.660 < inf | logz: -17.953 +/- 0.330 | dlogz: 6.254 > 0.109
iter: 1163 | bound: 92 | nc: 3 | ncall: 17279 | eff(%): 6.731 | loglstar: -inf < -5.623 < inf | logz: -17.932 +/- 0.330 | dlogz: 6.224 > 0.109
iter: 1164 | bound: 92 | nc: 8 | ncall: 17287 | eff(%): 6.733 | loglstar: -inf < -5.573 < inf | logz: -17.911 +/- 0.330 | dlogz: 6.193 > 0.109
iter: 1165 | bound: 92 | nc: 2 | ncall: 17289 | eff(%): 6.738 | loglstar: -inf < -5.550 < inf | logz: -17.890 +/- 0.331 | dlogz: 6.162 > 0.109
iter: 1166 | bound: 92 | nc: 3 | ncall: 17292 | eff(%): 6.743 | loglstar: -inf < -5.533 < inf | logz: -17.869 +/- 0.331 | dlogz: 6.131 > 0.109
iter: 1167 | bound: 92 | nc: 3 | ncall: 17295 | eff(%): 6.748 | loglstar: -inf < -5.531 < inf | logz: -17.849 +/- 0.331 | dlogz: 6.101 > 0.109
iter: 1168 | bound: 92 | nc: 3 | ncall: 17298 | eff(%): 6.752 | loglstar: -inf < -5.499 < inf | logz: -17.828 +/- 0.331 | dlogz: 6.070 > 0.109
iter: 1169 | bound: 92 | nc: 2 | ncall: 17300 | eff(%): 6.757 | loglstar: -inf < -5.447 < inf | logz: -17.808 +/- 0.331 | dlogz: 6.040 > 0.109
iter: 1170 | bound: 92 | nc: 11 | ncall: 17311 | eff(%): 6.759 | loglstar: -inf < -5.430 < inf | logz: -17.788 +/- 0.331 | dlogz: 6.010 > 0.109
iter: 1171 | bound: 92 | nc: 1 | ncall: 17312 | eff(%): 6.764 | loglstar: -inf < -5.430 < inf | logz: -17.768 +/- 0.331 | dlogz: 5.980 > 0.109
iter: 1172 | bound: 92 | nc: 3 | ncall: 17315 | eff(%): 6.769 | loglstar: -inf < -5.419 < inf | logz: -17.748 +/- 0.331 | dlogz: 5.950 > 0.109
iter: 1173 | bound: 93 | nc: 26 | ncall: 17341 | eff(%): 6.764 | loglstar: -inf < -5.383 < inf | logz: -17.728 +/- 0.331 | dlogz: 5.920 > 0.109
iter: 1174 | bound: 93 | nc: 11 | ncall: 17352 | eff(%): 6.766 | loglstar: -inf < -5.355 < inf | logz: -17.709 +/- 0.331 | dlogz: 5.891 > 0.109
iter: 1175 | bound: 93 | nc: 1 | ncall: 17353 | eff(%): 6.771 | loglstar: -inf < -5.348 < inf | logz: -17.690 +/- 0.332 | dlogz: 5.862 > 0.109
iter: 1176 | bound: 93 | nc: 6 | ncall: 17359 | eff(%): 6.775 | loglstar: -inf < -5.327 < inf | logz: -17.671 +/- 0.332 | dlogz: 5.832 > 0.109
iter: 1177 | bound: 93 | nc: 1 | ncall: 17360 | eff(%): 6.780 | loglstar: -inf < -5.246 < inf | logz: -17.651 +/- 0.332 | dlogz: 5.804 > 0.109
iter: 1178 | bound: 93 | nc: 5 | ncall: 17365 | eff(%): 6.784 | loglstar: -inf < -5.225 < inf | logz: -17.631 +/- 0.332 | dlogz: 5.774 > 0.109
iter: 1179 | bound: 93 | nc: 2 | ncall: 17367 | eff(%): 6.789 | loglstar: -inf < -5.219 < inf | logz: -17.612 +/- 0.332 | dlogz: 5.745 > 0.109
iter: 1180 | bound: 93 | nc: 1 | ncall: 17368 | eff(%): 6.794 | loglstar: -inf < -5.206 < inf | logz: -17.593 +/- 0.332 | dlogz: 5.715 > 0.109
iter: 1181 | bound: 93 | nc: 13 | ncall: 17381 | eff(%): 6.795 | loglstar: -inf < -5.173 < inf | logz: -17.574 +/- 0.332 | dlogz: 5.686 > 0.109
iter: 1182 | bound: 93 | nc: 1 | ncall: 17382 | eff(%): 6.800 | loglstar: -inf < -5.172 < inf | logz: -17.555 +/- 0.332 | dlogz: 5.657 > 0.109
iter: 1183 | bound: 93 | nc: 5 | ncall: 17387 | eff(%): 6.804 | loglstar: -inf < -5.147 < inf | logz: -17.537 +/- 0.332 | dlogz: 5.629 > 0.109
iter: 1184 | bound: 93 | nc: 1 | ncall: 17388 | eff(%): 6.809 | loglstar: -inf < -5.144 < inf | logz: -17.518 +/- 0.332 | dlogz: 5.600 > 0.109
iter: 1185 | bound: 93 | nc: 3 | ncall: 17391 | eff(%): 6.814 | loglstar: -inf < -5.144 < inf | logz: -17.501 +/- 0.332 | dlogz: 5.572 > 0.109
iter: 1186 | bound: 93 | nc: 1 | ncall: 17392 | eff(%): 6.819 | loglstar: -inf < -5.142 < inf | logz: -17.483 +/- 0.332 | dlogz: 5.545 > 0.109
iter: 1187 | bound: 93 | nc: 5 | ncall: 17397 | eff(%): 6.823 | loglstar: -inf < -5.119 < inf | logz: -17.466 +/- 0.333 | dlogz: 5.518 > 0.109
iter: 1188 | bound: 93 | nc: 1 | ncall: 17398 | eff(%): 6.828 | loglstar: -inf < -5.056 < inf | logz: -17.449 +/- 0.333 | dlogz: 5.491 > 0.109
iter: 1189 | bound: 93 | nc: 1 | ncall: 17399 | eff(%): 6.834 | loglstar: -inf < -5.050 < inf | logz: -17.431 +/- 0.333 | dlogz: 5.464 > 0.109
iter: 1190 | bound: 93 | nc: 1 | ncall: 17400 | eff(%): 6.839 | loglstar: -inf < -5.038 < inf | logz: -17.414 +/- 0.333 | dlogz: 5.436 > 0.109
iter: 1191 | bound: 93 | nc: 4 | ncall: 17404 | eff(%): 6.843 | loglstar: -inf < -5.024 < inf | logz: -17.397 +/- 0.333 | dlogz: 5.409 > 0.109
iter: 1192 | bound: 93 | nc: 2 | ncall: 17406 | eff(%): 6.848 | loglstar: -inf < -5.011 < inf | logz: -17.381 +/- 0.333 | dlogz: 5.383 > 0.109
iter: 1193 | bound: 93 | nc: 3 | ncall: 17409 | eff(%): 6.853 | loglstar: -inf < -5.002 < inf | logz: -17.364 +/- 0.333 | dlogz: 5.356 > 0.109
iter: 1194 | bound: 93 | nc: 2 | ncall: 17411 | eff(%): 6.858 | loglstar: -inf < -4.976 < inf | logz: -17.348 +/- 0.333 | dlogz: 5.330 > 0.109
iter: 1195 | bound: 93 | nc: 7 | ncall: 17418 | eff(%): 6.861 | loglstar: -inf < -4.973 < inf | logz: -17.332 +/- 0.333 | dlogz: 5.304 > 0.109
iter: 1196 | bound: 93 | nc: 10 | ncall: 17428 | eff(%): 6.863 | loglstar: -inf < -4.960 < inf | logz: -17.316 +/- 0.333 | dlogz: 5.278 > 0.109
iter: 1197 | bound: 93 | nc: 4 | ncall: 17432 | eff(%): 6.867 | loglstar: -inf < -4.918 < inf | logz: -17.300 +/- 0.333 | dlogz: 5.252 > 0.109
iter: 1198 | bound: 93 | nc: 3 | ncall: 17435 | eff(%): 6.871 | loglstar: -inf < -4.890 < inf | logz: -17.284 +/- 0.333 | dlogz: 5.227 > 0.109
iter: 1199 | bound: 93 | nc: 4 | ncall: 17439 | eff(%): 6.875 | loglstar: -inf < -4.858 < inf | logz: -17.268 +/- 0.333 | dlogz: 5.201 > 0.109
iter: 1200 | bound: 94 | nc: 8 | ncall: 17447 | eff(%): 6.878 | loglstar: -inf < -4.849 < inf | logz: -17.252 +/- 0.333 | dlogz: 5.175 > 0.109
iter: 1201 | bound: 94 | nc: 5 | ncall: 17452 | eff(%): 6.882 | loglstar: -inf < -4.819 < inf | logz: -17.237 +/- 0.333 | dlogz: 5.149 > 0.109
iter: 1202 | bound: 94 | nc: 1 | ncall: 17453 | eff(%): 6.887 | loglstar: -inf < -4.811 < inf | logz: -17.221 +/- 0.333 | dlogz: 5.124 > 0.109
iter: 1203 | bound: 94 | nc: 1 | ncall: 17454 | eff(%): 6.892 | loglstar: -inf < -4.793 < inf | logz: -17.205 +/- 0.333 | dlogz: 5.098 > 0.109
iter: 1204 | bound: 94 | nc: 2 | ncall: 17456 | eff(%): 6.897 | loglstar: -inf < -4.756 < inf | logz: -17.190 +/- 0.334 | dlogz: 5.073 > 0.109
iter: 1205 | bound: 94 | nc: 1 | ncall: 17457 | eff(%): 6.903 | loglstar: -inf < -4.733 < inf | logz: -17.174 +/- 0.334 | dlogz: 5.047 > 0.109
iter: 1206 | bound: 94 | nc: 1 | ncall: 17458 | eff(%): 6.908 | loglstar: -inf < -4.670 < inf | logz: -17.158 +/- 0.334 | dlogz: 5.022 > 0.109
iter: 1207 | bound: 94 | nc: 1 | ncall: 17459 | eff(%): 6.913 | loglstar: -inf < -4.666 < inf | logz: -17.142 +/- 0.334 | dlogz: 4.996 > 0.109
iter: 1208 | bound: 94 | nc: 1 | ncall: 17460 | eff(%): 6.919 | loglstar: -inf < -4.630 < inf | logz: -17.126 +/- 0.334 | dlogz: 4.970 > 0.109
iter: 1209 | bound: 94 | nc: 4 | ncall: 17464 | eff(%): 6.923 | loglstar: -inf < -4.609 < inf | logz: -17.110 +/- 0.334 | dlogz: 4.945 > 0.109
iter: 1210 | bound: 94 | nc: 3 | ncall: 17467 | eff(%): 6.927 | loglstar: -inf < -4.598 < inf | logz: -17.094 +/- 0.334 | dlogz: 4.919 > 0.109
iter: 1211 | bound: 94 | nc: 2 | ncall: 17469 | eff(%): 6.932 | loglstar: -inf < -4.544 < inf | logz: -17.078 +/- 0.334 | dlogz: 4.893 > 0.109
iter: 1212 | bound: 94 | nc: 1 | ncall: 17470 | eff(%): 6.938 | loglstar: -inf < -4.538 < inf | logz: -17.062 +/- 0.334 | dlogz: 4.868 > 0.109
iter: 1213 | bound: 94 | nc: 2 | ncall: 17472 | eff(%): 6.943 | loglstar: -inf < -4.528 < inf | logz: -17.047 +/- 0.334 | dlogz: 4.842 > 0.109
iter: 1214 | bound: 94 | nc: 2 | ncall: 17474 | eff(%): 6.947 | loglstar: -inf < -4.515 < inf | logz: -17.031 +/- 0.334 | dlogz: 4.817 > 0.109
iter: 1215 | bound: 94 | nc: 2 | ncall: 17476 | eff(%): 6.952 | loglstar: -inf < -4.511 < inf | logz: -17.016 +/- 0.334 | dlogz: 4.791 > 0.109
iter: 1216 | bound: 94 | nc: 2 | ncall: 17478 | eff(%): 6.957 | loglstar: -inf < -4.511 < inf | logz: -17.001 +/- 0.334 | dlogz: 4.766 > 0.109
iter: 1217 | bound: 94 | nc: 1 | ncall: 17479 | eff(%): 6.963 | loglstar: -inf < -4.481 < inf | logz: -16.986 +/- 0.334 | dlogz: 4.742 > 0.109
iter: 1218 | bound: 94 | nc: 5 | ncall: 17484 | eff(%): 6.966 | loglstar: -inf < -4.455 < inf | logz: -16.972 +/- 0.334 | dlogz: 4.717 > 0.109
iter: 1219 | bound: 94 | nc: 1 | ncall: 17485 | eff(%): 6.972 | loglstar: -inf < -4.440 < inf | logz: -16.957 +/- 0.335 | dlogz: 4.693 > 0.109
iter: 1220 | bound: 94 | nc: 1 | ncall: 17486 | eff(%): 6.977 | loglstar: -inf < -4.433 < inf | logz: -16.942 +/- 0.335 | dlogz: 4.668 > 0.109
iter: 1221 | bound: 94 | nc: 2 | ncall: 17488 | eff(%): 6.982 | loglstar: -inf < -4.415 < inf | logz: -16.928 +/- 0.335 | dlogz: 4.644 > 0.109
iter: 1222 | bound: 94 | nc: 6 | ncall: 17494 | eff(%): 6.985 | loglstar: -inf < -4.404 < inf | logz: -16.914 +/- 0.335 | dlogz: 4.620 > 0.109
iter: 1223 | bound: 94 | nc: 2 | ncall: 17496 | eff(%): 6.990 | loglstar: -inf < -4.403 < inf | logz: -16.900 +/- 0.335 | dlogz: 4.596 > 0.109
iter: 1224 | bound: 94 | nc: 1 | ncall: 17497 | eff(%): 6.995 | loglstar: -inf < -4.385 < inf | logz: -16.886 +/- 0.335 | dlogz: 4.572 > 0.109
iter: 1225 | bound: 94 | nc: 3 | ncall: 17500 | eff(%): 7.000 | loglstar: -inf < -4.381 < inf | logz: -16.872 +/- 0.335 | dlogz: 4.549 > 0.109
iter: 1226 | bound: 94 | nc: 3 | ncall: 17503 | eff(%): 7.005 | loglstar: -inf < -4.378 < inf | logz: -16.859 +/- 0.335 | dlogz: 4.526 > 0.109
iter: 1227 | bound: 94 | nc: 1 | ncall: 17504 | eff(%): 7.010 | loglstar: -inf < -4.359 < inf | logz: -16.846 +/- 0.335 | dlogz: 4.503 > 0.109
iter: 1228 | bound: 94 | nc: 1 | ncall: 17505 | eff(%): 7.015 | loglstar: -inf < -4.330 < inf | logz: -16.833 +/- 0.335 | dlogz: 4.480 > 0.109
iter: 1229 | bound: 94 | nc: 1 | ncall: 17506 | eff(%): 7.020 | loglstar: -inf < -4.280 < inf | logz: -16.819 +/- 0.335 | dlogz: 4.457 > 0.109
iter: 1230 | bound: 94 | nc: 6 | ncall: 17512 | eff(%): 7.024 | loglstar: -inf < -4.263 < inf | logz: -16.806 +/- 0.335 | dlogz: 4.434 > 0.109
iter: 1231 | bound: 94 | nc: 1 | ncall: 17513 | eff(%): 7.029 | loglstar: -inf < -4.224 < inf | logz: -16.792 +/- 0.335 | dlogz: 4.411 > 0.109
iter: 1232 | bound: 94 | nc: 2 | ncall: 17515 | eff(%): 7.034 | loglstar: -inf < -4.156 < inf | logz: -16.778 +/- 0.335 | dlogz: 4.387 > 0.109
iter: 1233 | bound: 94 | nc: 3 | ncall: 17518 | eff(%): 7.038 | loglstar: -inf < -4.146 < inf | logz: -16.764 +/- 0.335 | dlogz: 4.364 > 0.109
iter: 1234 | bound: 94 | nc: 3 | ncall: 17521 | eff(%): 7.043 | loglstar: -inf < -4.145 < inf | logz: -16.750 +/- 0.335 | dlogz: 4.340 > 0.109
iter: 1235 | bound: 94 | nc: 2 | ncall: 17523 | eff(%): 7.048 | loglstar: -inf < -4.127 < inf | logz: -16.736 +/- 0.335 | dlogz: 4.316 > 0.109
iter: 1236 | bound: 94 | nc: 1 | ncall: 17524 | eff(%): 7.053 | loglstar: -inf < -4.119 < inf | logz: -16.723 +/- 0.335 | dlogz: 4.293 > 0.109
iter: 1237 | bound: 94 | nc: 2 | ncall: 17526 | eff(%): 7.058 | loglstar: -inf < -4.100 < inf | logz: -16.709 +/- 0.335 | dlogz: 4.270 > 0.109
iter: 1238 | bound: 94 | nc: 1 | ncall: 17527 | eff(%): 7.063 | loglstar: -inf < -4.026 < inf | logz: -16.695 +/- 0.336 | dlogz: 4.247 > 0.109
iter: 1239 | bound: 94 | nc: 7 | ncall: 17534 | eff(%): 7.066 | loglstar: -inf < -3.982 < inf | logz: -16.681 +/- 0.336 | dlogz: 4.223 > 0.109
iter: 1240 | bound: 94 | nc: 1 | ncall: 17535 | eff(%): 7.072 | loglstar: -inf < -3.972 < inf | logz: -16.667 +/- 0.336 | dlogz: 4.199 > 0.109
iter: 1241 | bound: 94 | nc: 7 | ncall: 17542 | eff(%): 7.074 | loglstar: -inf < -3.953 < inf | logz: -16.653 +/- 0.336 | dlogz: 4.175 > 0.109
iter: 1242 | bound: 94 | nc: 3 | ncall: 17545 | eff(%): 7.079 | loglstar: -inf < -3.938 < inf | logz: -16.639 +/- 0.336 | dlogz: 4.152 > 0.109
iter: 1243 | bound: 95 | nc: 5 | ncall: 17550 | eff(%): 7.083 | loglstar: -inf < -3.929 < inf | logz: -16.625 +/- 0.336 | dlogz: 4.128 > 0.109
iter: 1244 | bound: 95 | nc: 1 | ncall: 17551 | eff(%): 7.088 | loglstar: -inf < -3.922 < inf | logz: -16.611 +/- 0.336 | dlogz: 4.105 > 0.109
iter: 1245 | bound: 95 | nc: 6 | ncall: 17557 | eff(%): 7.091 | loglstar: -inf < -3.907 < inf | logz: -16.598 +/- 0.336 | dlogz: 4.081 > 0.109
iter: 1246 | bound: 95 | nc: 5 | ncall: 17562 | eff(%): 7.095 | loglstar: -inf < -3.879 < inf | logz: -16.584 +/- 0.336 | dlogz: 4.058 > 0.109
iter: 1247 | bound: 95 | nc: 1 | ncall: 17563 | eff(%): 7.100 | loglstar: -inf < -3.877 < inf | logz: -16.571 +/- 0.336 | dlogz: 4.035 > 0.109
iter: 1248 | bound: 95 | nc: 3 | ncall: 17566 | eff(%): 7.105 | loglstar: -inf < -3.868 < inf | logz: -16.558 +/- 0.336 | dlogz: 4.012 > 0.109
iter: 1249 | bound: 95 | nc: 8 | ncall: 17574 | eff(%): 7.107 | loglstar: -inf < -3.819 < inf | logz: -16.544 +/- 0.336 | dlogz: 3.990 > 0.109
iter: 1250 | bound: 95 | nc: 4 | ncall: 17578 | eff(%): 7.111 | loglstar: -inf < -3.815 < inf | logz: -16.531 +/- 0.336 | dlogz: 3.967 > 0.109
iter: 1251 | bound: 95 | nc: 6 | ncall: 17584 | eff(%): 7.114 | loglstar: -inf < -3.757 < inf | logz: -16.518 +/- 0.336 | dlogz: 3.944 > 0.109
iter: 1252 | bound: 95 | nc: 5 | ncall: 17589 | eff(%): 7.118 | loglstar: -inf < -3.757 < inf | logz: -16.504 +/- 0.337 | dlogz: 3.921 > 0.109
iter: 1253 | bound: 95 | nc: 2 | ncall: 17591 | eff(%): 7.123 | loglstar: -inf < -3.712 < inf | logz: -16.491 +/- 0.337 | dlogz: 3.898 > 0.109
iter: 1254 | bound: 95 | nc: 2 | ncall: 17593 | eff(%): 7.128 | loglstar: -inf < -3.709 < inf | logz: -16.477 +/- 0.337 | dlogz: 3.875 > 0.109
iter: 1255 | bound: 95 | nc: 3 | ncall: 17596 | eff(%): 7.132 | loglstar: -inf < -3.681 < inf | logz: -16.464 +/- 0.337 | dlogz: 3.852 > 0.109
iter: 1256 | bound: 95 | nc: 4 | ncall: 17600 | eff(%): 7.136 | loglstar: -inf < -3.625 < inf | logz: -16.450 +/- 0.337 | dlogz: 3.830 > 0.109
iter: 1257 | bound: 95 | nc: 7 | ncall: 17607 | eff(%): 7.139 | loglstar: -inf < -3.602 < inf | logz: -16.437 +/- 0.337 | dlogz: 3.807 > 0.109
iter: 1258 | bound: 95 | nc: 2 | ncall: 17609 | eff(%): 7.144 | loglstar: -inf < -3.589 < inf | logz: -16.423 +/- 0.337 | dlogz: 3.783 > 0.109
iter: 1259 | bound: 95 | nc: 2 | ncall: 17611 | eff(%): 7.149 | loglstar: -inf < -3.583 < inf | logz: -16.409 +/- 0.337 | dlogz: 3.760 > 0.109
iter: 1260 | bound: 95 | nc: 7 | ncall: 17618 | eff(%): 7.152 | loglstar: -inf < -3.547 < inf | logz: -16.396 +/- 0.337 | dlogz: 3.737 > 0.109
iter: 1261 | bound: 95 | nc: 1 | ncall: 17619 | eff(%): 7.157 | loglstar: -inf < -3.546 < inf | logz: -16.382 +/- 0.337 | dlogz: 3.714 > 0.109
iter: 1262 | bound: 95 | nc: 2 | ncall: 17621 | eff(%): 7.162 | loglstar: -inf < -3.536 < inf | logz: -16.369 +/- 0.337 | dlogz: 3.692 > 0.109
iter: 1263 | bound: 95 | nc: 1 | ncall: 17622 | eff(%): 7.167 | loglstar: -inf < -3.536 < inf | logz: -16.356 +/- 0.337 | dlogz: 3.669 > 0.109
iter: 1264 | bound: 95 | nc: 9 | ncall: 17631 | eff(%): 7.169 | loglstar: -inf < -3.525 < inf | logz: -16.344 +/- 0.338 | dlogz: 3.647 > 0.109
iter: 1265 | bound: 95 | nc: 2 | ncall: 17633 | eff(%): 7.174 | loglstar: -inf < -3.505 < inf | logz: -16.331 +/- 0.338 | dlogz: 3.625 > 0.109
iter: 1266 | bound: 95 | nc: 2 | ncall: 17635 | eff(%): 7.179 | loglstar: -inf < -3.504 < inf | logz: -16.318 +/- 0.338 | dlogz: 3.603 > 0.109
iter: 1267 | bound: 95 | nc: 4 | ncall: 17639 | eff(%): 7.183 | loglstar: -inf < -3.497 < inf | logz: -16.306 +/- 0.338 | dlogz: 3.581 > 0.109
iter: 1268 | bound: 95 | nc: 2 | ncall: 17641 | eff(%): 7.188 | loglstar: -inf < -3.494 < inf | logz: -16.294 +/- 0.338 | dlogz: 3.559 > 0.109
iter: 1269 | bound: 95 | nc: 5 | ncall: 17646 | eff(%): 7.191 | loglstar: -inf < -3.476 < inf | logz: -16.282 +/- 0.338 | dlogz: 3.538 > 0.109
iter: 1270 | bound: 96 | nc: 4 | ncall: 17650 | eff(%): 7.195 | loglstar: -inf < -3.467 < inf | logz: -16.270 +/- 0.338 | dlogz: 3.517 > 0.109
iter: 1271 | bound: 96 | nc: 2 | ncall: 17652 | eff(%): 7.200 | loglstar: -inf < -3.449 < inf | logz: -16.259 +/- 0.338 | dlogz: 3.496 > 0.109
iter: 1272 | bound: 96 | nc: 3 | ncall: 17655 | eff(%): 7.205 | loglstar: -inf < -3.425 < inf | logz: -16.247 +/- 0.338 | dlogz: 3.475 > 0.109
iter: 1273 | bound: 96 | nc: 1 | ncall: 17656 | eff(%): 7.210 | loglstar: -inf < -3.376 < inf | logz: -16.235 +/- 0.338 | dlogz: 3.454 > 0.109
iter: 1274 | bound: 96 | nc: 1 | ncall: 17657 | eff(%): 7.215 | loglstar: -inf < -3.363 < inf | logz: -16.223 +/- 0.338 | dlogz: 3.432 > 0.109
iter: 1275 | bound: 96 | nc: 8 | ncall: 17665 | eff(%): 7.218 | loglstar: -inf < -3.354 < inf | logz: -16.211 +/- 0.338 | dlogz: 3.411 > 0.109
iter: 1276 | bound: 96 | nc: 4 | ncall: 17669 | eff(%): 7.222 | loglstar: -inf < -3.318 < inf | logz: -16.199 +/- 0.338 | dlogz: 3.390 > 0.109
iter: 1277 | bound: 96 | nc: 1 | ncall: 17670 | eff(%): 7.227 | loglstar: -inf < -3.314 < inf | logz: -16.187 +/- 0.338 | dlogz: 3.369 > 0.109
iter: 1278 | bound: 96 | nc: 1 | ncall: 17671 | eff(%): 7.232 | loglstar: -inf < -3.295 < inf | logz: -16.176 +/- 0.338 | dlogz: 3.348 > 0.109
iter: 1279 | bound: 96 | nc: 7 | ncall: 17678 | eff(%): 7.235 | loglstar: -inf < -3.288 < inf | logz: -16.164 +/- 0.338 | dlogz: 3.327 > 0.109
iter: 1280 | bound: 96 | nc: 4 | ncall: 17682 | eff(%): 7.239 | loglstar: -inf < -3.288 < inf | logz: -16.152 +/- 0.339 | dlogz: 3.306 > 0.109
iter: 1281 | bound: 96 | nc: 1 | ncall: 17683 | eff(%): 7.244 | loglstar: -inf < -3.259 < inf | logz: -16.141 +/- 0.339 | dlogz: 3.286 > 0.109
iter: 1282 | bound: 96 | nc: 2 | ncall: 17685 | eff(%): 7.249 | loglstar: -inf < -3.249 < inf | logz: -16.130 +/- 0.339 | dlogz: 3.265 > 0.109
iter: 1283 | bound: 96 | nc: 15 | ncall: 17700 | eff(%): 7.249 | loglstar: -inf < -3.249 < inf | logz: -16.119 +/- 0.339 | dlogz: 3.245 > 0.109
iter: 1284 | bound: 96 | nc: 4 | ncall: 17704 | eff(%): 7.253 | loglstar: -inf < -3.243 < inf | logz: -16.108 +/- 0.339 | dlogz: 3.224 > 0.109
iter: 1285 | bound: 96 | nc: 3 | ncall: 17707 | eff(%): 7.257 | loglstar: -inf < -3.220 < inf | logz: -16.097 +/- 0.339 | dlogz: 3.204 > 0.109
iter: 1286 | bound: 96 | nc: 1 | ncall: 17708 | eff(%): 7.262 | loglstar: -inf < -3.217 < inf | logz: -16.086 +/- 0.339 | dlogz: 3.184 > 0.109
iter: 1287 | bound: 96 | nc: 7 | ncall: 17715 | eff(%): 7.265 | loglstar: -inf < -3.213 < inf | logz: -16.075 +/- 0.339 | dlogz: 3.164 > 0.109
iter: 1288 | bound: 96 | nc: 2 | ncall: 17717 | eff(%): 7.270 | loglstar: -inf < -3.201 < inf | logz: -16.065 +/- 0.339 | dlogz: 3.145 > 0.109
iter: 1289 | bound: 96 | nc: 3 | ncall: 17720 | eff(%): 7.274 | loglstar: -inf < -3.198 < inf | logz: -16.055 +/- 0.339 | dlogz: 3.125 > 0.109
iter: 1290 | bound: 96 | nc: 1 | ncall: 17721 | eff(%): 7.279 | loglstar: -inf < -3.173 < inf | logz: -16.044 +/- 0.339 | dlogz: 3.106 > 0.109
iter: 1291 | bound: 96 | nc: 7 | ncall: 17728 | eff(%): 7.282 | loglstar: -inf < -3.173 < inf | logz: -16.034 +/- 0.339 | dlogz: 3.086 > 0.109
iter: 1292 | bound: 96 | nc: 3 | ncall: 17731 | eff(%): 7.287 | loglstar: -inf < -3.164 < inf | logz: -16.024 +/- 0.339 | dlogz: 3.067 > 0.109
iter: 1293 | bound: 96 | nc: 3 | ncall: 17734 | eff(%): 7.291 | loglstar: -inf < -3.164 < inf | logz: -16.014 +/- 0.339 | dlogz: 3.048 > 0.109
iter: 1294 | bound: 96 | nc: 1 | ncall: 17735 | eff(%): 7.296 | loglstar: -inf < -3.162 < inf | logz: -16.004 +/- 0.339 | dlogz: 3.029 > 0.109
iter: 1295 | bound: 96 | nc: 1 | ncall: 17736 | eff(%): 7.302 | loglstar: -inf < -3.147 < inf | logz: -15.995 +/- 0.339 | dlogz: 3.011 > 0.109
iter: 1296 | bound: 96 | nc: 13 | ncall: 17749 | eff(%): 7.302 | loglstar: -inf < -3.144 < inf | logz: -15.985 +/- 0.339 | dlogz: 2.992 > 0.109
iter: 1297 | bound: 97 | nc: 5 | ncall: 17754 | eff(%): 7.305 | loglstar: -inf < -3.130 < inf | logz: -15.976 +/- 0.339 | dlogz: 2.974 > 0.109
iter: 1298 | bound: 97 | nc: 2 | ncall: 17756 | eff(%): 7.310 | loglstar: -inf < -3.127 < inf | logz: -15.967 +/- 0.339 | dlogz: 2.955 > 0.109
iter: 1299 | bound: 97 | nc: 1 | ncall: 17757 | eff(%): 7.315 | loglstar: -inf < -3.120 < inf | logz: -15.957 +/- 0.339 | dlogz: 2.937 > 0.109
iter: 1300 | bound: 97 | nc: 5 | ncall: 17762 | eff(%): 7.319 | loglstar: -inf < -3.091 < inf | logz: -15.948 +/- 0.339 | dlogz: 2.919 > 0.109
iter: 1301 | bound: 97 | nc: 1 | ncall: 17763 | eff(%): 7.324 | loglstar: -inf < -3.086 < inf | logz: -15.939 +/- 0.339 | dlogz: 2.901 > 0.109
iter: 1302 | bound: 97 | nc: 4 | ncall: 17767 | eff(%): 7.328 | loglstar: -inf < -3.079 < inf | logz: -15.930 +/- 0.340 | dlogz: 2.883 > 0.109
iter: 1303 | bound: 97 | nc: 3 | ncall: 17770 | eff(%): 7.333 | loglstar: -inf < -3.076 < inf | logz: -15.921 +/- 0.340 | dlogz: 2.865 > 0.109
iter: 1304 | bound: 97 | nc: 1 | ncall: 17771 | eff(%): 7.338 | loglstar: -inf < -3.070 < inf | logz: -15.912 +/- 0.340 | dlogz: 2.847 > 0.109
iter: 1305 | bound: 97 | nc: 2 | ncall: 17773 | eff(%): 7.343 | loglstar: -inf < -3.063 < inf | logz: -15.904 +/- 0.340 | dlogz: 2.829 > 0.109
iter: 1306 | bound: 97 | nc: 1 | ncall: 17774 | eff(%): 7.348 | loglstar: -inf < -3.042 < inf | logz: -15.895 +/- 0.340 | dlogz: 2.812 > 0.109
iter: 1307 | bound: 97 | nc: 2 | ncall: 17776 | eff(%): 7.353 | loglstar: -inf < -3.039 < inf | logz: -15.887 +/- 0.340 | dlogz: 2.831 > 0.109
iter: 1308 | bound: 97 | nc: 3 | ncall: 17779 | eff(%): 7.357 | loglstar: -inf < -3.011 < inf | logz: -15.878 +/- 0.340 | dlogz: 2.814 > 0.109
iter: 1309 | bound: 97 | nc: 2 | ncall: 17781 | eff(%): 7.362 | loglstar: -inf < -2.987 < inf | logz: -15.869 +/- 0.340 | dlogz: 2.796 > 0.109
iter: 1310 | bound: 97 | nc: 3 | ncall: 17784 | eff(%): 7.366 | loglstar: -inf < -2.984 < inf | logz: -15.861 +/- 0.340 | dlogz: 2.779 > 0.109
iter: 1311 | bound: 97 | nc: 3 | ncall: 17787 | eff(%): 7.371 | loglstar: -inf < -2.983 < inf | logz: -15.852 +/- 0.340 | dlogz: 2.762 > 0.109
iter: 1312 | bound: 97 | nc: 1 | ncall: 17788 | eff(%): 7.376 | loglstar: -inf < -2.951 < inf | logz: -15.844 +/- 0.340 | dlogz: 2.744 > 0.109
iter: 1313 | bound: 97 | nc: 3 | ncall: 17791 | eff(%): 7.380 | loglstar: -inf < -2.932 < inf | logz: -15.836 +/- 0.340 | dlogz: 2.727 > 0.109
iter: 1314 | bound: 97 | nc: 6 | ncall: 17797 | eff(%): 7.383 | loglstar: -inf < -2.924 < inf | logz: -15.827 +/- 0.340 | dlogz: 2.710 > 0.109
iter: 1315 | bound: 97 | nc: 8 | ncall: 17805 | eff(%): 7.386 | loglstar: -inf < -2.919 < inf | logz: -15.819 +/- 0.340 | dlogz: 2.693 > 0.109
iter: 1316 | bound: 97 | nc: 4 | ncall: 17809 | eff(%): 7.390 | loglstar: -inf < -2.914 < inf | logz: -15.811 +/- 0.340 | dlogz: 2.676 > 0.109
iter: 1317 | bound: 97 | nc: 3 | ncall: 17812 | eff(%): 7.394 | loglstar: -inf < -2.896 < inf | logz: -15.802 +/- 0.340 | dlogz: 2.659 > 0.109
iter: 1318 | bound: 97 | nc: 1 | ncall: 17813 | eff(%): 7.399 | loglstar: -inf < -2.895 < inf | logz: -15.794 +/- 0.340 | dlogz: 2.642 > 0.109
iter: 1319 | bound: 97 | nc: 2 | ncall: 17815 | eff(%): 7.404 | loglstar: -inf < -2.870 < inf | logz: -15.786 +/- 0.340 | dlogz: 2.625 > 0.109
iter: 1320 | bound: 97 | nc: 4 | ncall: 17819 | eff(%): 7.408 | loglstar: -inf < -2.830 < inf | logz: -15.778 +/- 0.340 | dlogz: 2.609 > 0.109
iter: 1321 | bound: 97 | nc: 4 | ncall: 17823 | eff(%): 7.412 | loglstar: -inf < -2.802 < inf | logz: -15.770 +/- 0.340 | dlogz: 2.592 > 0.109
iter: 1322 | bound: 97 | nc: 1 | ncall: 17824 | eff(%): 7.417 | loglstar: -inf < -2.796 < inf | logz: -15.762 +/- 0.340 | dlogz: 2.575 > 0.109
iter: 1323 | bound: 97 | nc: 2 | ncall: 17826 | eff(%): 7.422 | loglstar: -inf < -2.794 < inf | logz: -15.753 +/- 0.340 | dlogz: 2.558 > 0.109
iter: 1324 | bound: 97 | nc: 7 | ncall: 17833 | eff(%): 7.424 | loglstar: -inf < -2.785 < inf | logz: -15.745 +/- 0.340 | dlogz: 2.541 > 0.109
iter: 1325 | bound: 97 | nc: 3 | ncall: 17836 | eff(%): 7.429 | loglstar: -inf < -2.781 < inf | logz: -15.737 +/- 0.340 | dlogz: 2.525 > 0.109
iter: 1326 | bound: 97 | nc: 2 | ncall: 17838 | eff(%): 7.434 | loglstar: -inf < -2.778 < inf | logz: -15.729 +/- 0.340 | dlogz: 2.508 > 0.109
iter: 1327 | bound: 97 | nc: 1 | ncall: 17839 | eff(%): 7.439 | loglstar: -inf < -2.762 < inf | logz: -15.722 +/- 0.340 | dlogz: 2.492 > 0.109
iter: 1328 | bound: 97 | nc: 1 | ncall: 17840 | eff(%): 7.444 | loglstar: -inf < -2.751 < inf | logz: -15.714 +/- 0.340 | dlogz: 2.476 > 0.109
iter: 1329 | bound: 97 | nc: 2 | ncall: 17842 | eff(%): 7.449 | loglstar: -inf < -2.749 < inf | logz: -15.706 +/- 0.340 | dlogz: 2.459 > 0.109
iter: 1330 | bound: 97 | nc: 3 | ncall: 17845 | eff(%): 7.453 | loglstar: -inf < -2.742 < inf | logz: -15.699 +/- 0.340 | dlogz: 2.443 > 0.109
iter: 1331 | bound: 97 | nc: 2 | ncall: 17847 | eff(%): 7.458 | loglstar: -inf < -2.740 < inf | logz: -15.691 +/- 0.341 | dlogz: 2.427 > 0.109
iter: 1332 | bound: 97 | nc: 4 | ncall: 17851 | eff(%): 7.462 | loglstar: -inf < -2.738 < inf | logz: -15.684 +/- 0.341 | dlogz: 2.412 > 0.109
iter: 1333 | bound: 97 | nc: 2 | ncall: 17853 | eff(%): 7.467 | loglstar: -inf < -2.731 < inf | logz: -15.677 +/- 0.341 | dlogz: 2.396 > 0.109
iter: 1334 | bound: 98 | nc: 1 | ncall: 17854 | eff(%): 7.472 | loglstar: -inf < -2.724 < inf | logz: -15.669 +/- 0.341 | dlogz: 2.380 > 0.109
iter: 1335 | bound: 98 | nc: 1 | ncall: 17855 | eff(%): 7.477 | loglstar: -inf < -2.719 < inf | logz: -15.662 +/- 0.341 | dlogz: 2.365 > 0.109
iter: 1336 | bound: 98 | nc: 1 | ncall: 17856 | eff(%): 7.482 | loglstar: -inf < -2.710 < inf | logz: -15.655 +/- 0.341 | dlogz: 2.349 > 0.109
iter: 1337 | bound: 98 | nc: 2 | ncall: 17858 | eff(%): 7.487 | loglstar: -inf < -2.687 < inf | logz: -15.648 +/- 0.341 | dlogz: 2.334 > 0.109
iter: 1338 | bound: 98 | nc: 1 | ncall: 17859 | eff(%): 7.492 | loglstar: -inf < -2.683 < inf | logz: -15.641 +/- 0.341 | dlogz: 2.318 > 0.109
iter: 1339 | bound: 98 | nc: 3 | ncall: 17862 | eff(%): 7.496 | loglstar: -inf < -2.682 < inf | logz: -15.634 +/- 0.341 | dlogz: 2.303 > 0.109
iter: 1340 | bound: 98 | nc: 2 | ncall: 17864 | eff(%): 7.501 | loglstar: -inf < -2.679 < inf | logz: -15.627 +/- 0.341 | dlogz: 2.288 > 0.109
iter: 1341 | bound: 98 | nc: 2 | ncall: 17866 | eff(%): 7.506 | loglstar: -inf < -2.660 < inf | logz: -15.621 +/- 0.341 | dlogz: 2.273 > 0.109
iter: 1342 | bound: 98 | nc: 1 | ncall: 17867 | eff(%): 7.511 | loglstar: -inf < -2.646 < inf | logz: -15.614 +/- 0.341 | dlogz: 2.258 > 0.109
iter: 1343 | bound: 98 | nc: 2 | ncall: 17869 | eff(%): 7.516 | loglstar: -inf < -2.637 < inf | logz: -15.607 +/- 0.341 | dlogz: 2.243 > 0.109
iter: 1344 | bound: 98 | nc: 2 | ncall: 17871 | eff(%): 7.521 | loglstar: -inf < -2.602 < inf | logz: -15.600 +/- 0.341 | dlogz: 2.228 > 0.109
iter: 1345 | bound: 98 | nc: 5 | ncall: 17876 | eff(%): 7.524 | loglstar: -inf < -2.599 < inf | logz: -15.593 +/- 0.341 | dlogz: 2.213 > 0.109
iter: 1346 | bound: 98 | nc: 3 | ncall: 17879 | eff(%): 7.528 | loglstar: -inf < -2.599 < inf | logz: -15.587 +/- 0.341 | dlogz: 2.198 > 0.109
iter: 1347 | bound: 98 | nc: 1 | ncall: 17880 | eff(%): 7.534 | loglstar: -inf < -2.591 < inf | logz: -15.580 +/- 0.341 | dlogz: 2.183 > 0.109
iter: 1348 | bound: 98 | nc: 5 | ncall: 17885 | eff(%): 7.537 | loglstar: -inf < -2.578 < inf | logz: -15.574 +/- 0.341 | dlogz: 2.169 > 0.109
iter: 1349 | bound: 98 | nc: 2 | ncall: 17887 | eff(%): 7.542 | loglstar: -inf < -2.569 < inf | logz: -15.567 +/- 0.341 | dlogz: 2.154 > 0.109
iter: 1350 | bound: 98 | nc: 1 | ncall: 17888 | eff(%): 7.547 | loglstar: -inf < -2.553 < inf | logz: -15.561 +/- 0.341 | dlogz: 2.140 > 0.109
iter: 1351 | bound: 98 | nc: 6 | ncall: 17894 | eff(%): 7.550 | loglstar: -inf < -2.534 < inf | logz: -15.554 +/- 0.341 | dlogz: 2.125 > 0.109
iter: 1352 | bound: 98 | nc: 3 | ncall: 17897 | eff(%): 7.554 | loglstar: -inf < -2.525 < inf | logz: -15.548 +/- 0.341 | dlogz: 2.111 > 0.109
iter: 1353 | bound: 98 | nc: 1 | ncall: 17898 | eff(%): 7.560 | loglstar: -inf < -2.523 < inf | logz: -15.541 +/- 0.341 | dlogz: 2.096 > 0.109
iter: 1354 | bound: 98 | nc: 5 | ncall: 17903 | eff(%): 7.563 | loglstar: -inf < -2.514 < inf | logz: -15.535 +/- 0.341 | dlogz: 2.082 > 0.109
iter: 1355 | bound: 98 | nc: 1 | ncall: 17904 | eff(%): 7.568 | loglstar: -inf < -2.431 < inf | logz: -15.528 +/- 0.341 | dlogz: 2.068 > 0.109
iter: 1356 | bound: 98 | nc: 1 | ncall: 17905 | eff(%): 7.573 | loglstar: -inf < -2.430 < inf | logz: -15.522 +/- 0.341 | dlogz: 2.053 > 0.109
iter: 1357 | bound: 98 | nc: 2 | ncall: 17907 | eff(%): 7.578 | loglstar: -inf < -2.419 < inf | logz: -15.515 +/- 0.341 | dlogz: 2.039 > 0.109
iter: 1358 | bound: 98 | nc: 1 | ncall: 17908 | eff(%): 7.583 | loglstar: -inf < -2.401 < inf | logz: -15.508 +/- 0.341 | dlogz: 2.024 > 0.109
iter: 1359 | bound: 98 | nc: 6 | ncall: 17914 | eff(%): 7.586 | loglstar: -inf < -2.389 < inf | logz: -15.502 +/- 0.341 | dlogz: 2.010 > 0.109
iter: 1360 | bound: 98 | nc: 2 | ncall: 17916 | eff(%): 7.591 | loglstar: -inf < -2.366 < inf | logz: -15.495 +/- 0.341 | dlogz: 1.996 > 0.109
iter: 1361 | bound: 98 | nc: 1 | ncall: 17917 | eff(%): 7.596 | loglstar: -inf < -2.337 < inf | logz: -15.488 +/- 0.341 | dlogz: 1.981 > 0.109
iter: 1362 | bound: 98 | nc: 1 | ncall: 17918 | eff(%): 7.601 | loglstar: -inf < -2.329 < inf | logz: -15.482 +/- 0.342 | dlogz: 1.967 > 0.109
iter: 1363 | bound: 98 | nc: 2 | ncall: 17920 | eff(%): 7.606 | loglstar: -inf < -2.321 < inf | logz: -15.475 +/- 0.342 | dlogz: 1.953 > 0.109
iter: 1364 | bound: 98 | nc: 1 | ncall: 17921 | eff(%): 7.611 | loglstar: -inf < -2.310 < inf | logz: -15.468 +/- 0.342 | dlogz: 1.938 > 0.109
iter: 1365 | bound: 98 | nc: 1 | ncall: 17922 | eff(%): 7.616 | loglstar: -inf < -2.289 < inf | logz: -15.462 +/- 0.342 | dlogz: 1.924 > 0.109
iter: 1366 | bound: 98 | nc: 4 | ncall: 17926 | eff(%): 7.620 | loglstar: -inf < -2.276 < inf | logz: -15.455 +/- 0.342 | dlogz: 1.910 > 0.109
iter: 1367 | bound: 98 | nc: 3 | ncall: 17929 | eff(%): 7.625 | loglstar: -inf < -2.254 < inf | logz: -15.449 +/- 0.342 | dlogz: 1.896 > 0.109
iter: 1368 | bound: 98 | nc: 14 | ncall: 17943 | eff(%): 7.624 | loglstar: -inf < -2.252 < inf | logz: -15.442 +/- 0.342 | dlogz: 1.882 > 0.109
iter: 1369 | bound: 98 | nc: 6 | ncall: 17949 | eff(%): 7.627 | loglstar: -inf < -2.247 < inf | logz: -15.436 +/- 0.342 | dlogz: 1.868 > 0.109
iter: 1370 | bound: 98 | nc: 1 | ncall: 17950 | eff(%): 7.632 | loglstar: -inf < -2.246 < inf | logz: -15.429 +/- 0.342 | dlogz: 1.854 > 0.109
iter: 1371 | bound: 98 | nc: 2 | ncall: 17952 | eff(%): 7.637 | loglstar: -inf < -2.245 < inf | logz: -15.423 +/- 0.342 | dlogz: 1.840 > 0.109
iter: 1372 | bound: 99 | nc: 6 | ncall: 17958 | eff(%): 7.640 | loglstar: -inf < -2.242 < inf | logz: -15.417 +/- 0.342 | dlogz: 1.827 > 0.109
iter: 1373 | bound: 99 | nc: 5 | ncall: 17963 | eff(%): 7.643 | loglstar: -inf < -2.224 < inf | logz: -15.410 +/- 0.342 | dlogz: 1.813 > 0.109
iter: 1374 | bound: 99 | nc: 1 | ncall: 17964 | eff(%): 7.649 | loglstar: -inf < -2.218 < inf | logz: -15.404 +/- 0.342 | dlogz: 1.800 > 0.109
iter: 1375 | bound: 99 | nc: 1 | ncall: 17965 | eff(%): 7.654 | loglstar: -inf < -2.210 < inf | logz: -15.398 +/- 0.342 | dlogz: 1.786 > 0.109
iter: 1376 | bound: 99 | nc: 3 | ncall: 17968 | eff(%): 7.658 | loglstar: -inf < -2.196 < inf | logz: -15.392 +/- 0.342 | dlogz: 1.773 > 0.109
iter: 1377 | bound: 99 | nc: 1 | ncall: 17969 | eff(%): 7.663 | loglstar: -inf < -2.195 < inf | logz: -15.386 +/- 0.342 | dlogz: 1.760 > 0.109
iter: 1378 | bound: 99 | nc: 7 | ncall: 17976 | eff(%): 7.666 | loglstar: -inf < -2.179 < inf | logz: -15.380 +/- 0.342 | dlogz: 1.746 > 0.109
iter: 1379 | bound: 99 | nc: 1 | ncall: 17977 | eff(%): 7.671 | loglstar: -inf < -2.177 < inf | logz: -15.374 +/- 0.342 | dlogz: 1.733 > 0.109
iter: 1380 | bound: 99 | nc: 1 | ncall: 17978 | eff(%): 7.676 | loglstar: -inf < -2.170 < inf | logz: -15.368 +/- 0.342 | dlogz: 1.720 > 0.109
iter: 1381 | bound: 99 | nc: 3 | ncall: 17981 | eff(%): 7.680 | loglstar: -inf < -2.163 < inf | logz: -15.363 +/- 0.342 | dlogz: 1.707 > 0.109
iter: 1382 | bound: 99 | nc: 2 | ncall: 17983 | eff(%): 7.685 | loglstar: -inf < -2.145 < inf | logz: -15.357 +/- 0.342 | dlogz: 1.694 > 0.109
iter: 1383 | bound: 99 | nc: 2 | ncall: 17985 | eff(%): 7.690 | loglstar: -inf < -2.131 < inf | logz: -15.351 +/- 0.342 | dlogz: 1.682 > 0.109
iter: 1384 | bound: 99 | nc: 1 | ncall: 17986 | eff(%): 7.695 | loglstar: -inf < -2.131 < inf | logz: -15.345 +/- 0.342 | dlogz: 1.669 > 0.109
iter: 1385 | bound: 99 | nc: 1 | ncall: 17987 | eff(%): 7.700 | loglstar: -inf < -2.120 < inf | logz: -15.339 +/- 0.342 | dlogz: 1.656 > 0.109
iter: 1386 | bound: 99 | nc: 2 | ncall: 17989 | eff(%): 7.705 | loglstar: -inf < -2.109 < inf | logz: -15.334 +/- 0.342 | dlogz: 1.643 > 0.109
iter: 1387 | bound: 99 | nc: 5 | ncall: 17994 | eff(%): 7.708 | loglstar: -inf < -2.103 < inf | logz: -15.328 +/- 0.342 | dlogz: 1.631 > 0.109
iter: 1388 | bound: 99 | nc: 3 | ncall: 17997 | eff(%): 7.712 | loglstar: -inf < -2.093 < inf | logz: -15.323 +/- 0.343 | dlogz: 1.618 > 0.109
iter: 1389 | bound: 99 | nc: 2 | ncall: 17999 | eff(%): 7.717 | loglstar: -inf < -2.085 < inf | logz: -15.317 +/- 0.343 | dlogz: 1.606 > 0.109
iter: 1390 | bound: 99 | nc: 11 | ncall: 18010 | eff(%): 7.718 | loglstar: -inf < -2.053 < inf | logz: -15.312 +/- 0.343 | dlogz: 1.594 > 0.109
iter: 1391 | bound: 99 | nc: 2 | ncall: 18012 | eff(%): 7.723 | loglstar: -inf < -2.050 < inf | logz: -15.306 +/- 0.343 | dlogz: 1.581 > 0.109
iter: 1392 | bound: 99 | nc: 4 | ncall: 18016 | eff(%): 7.726 | loglstar: -inf < -2.044 < inf | logz: -15.300 +/- 0.343 | dlogz: 1.569 > 0.109
iter: 1393 | bound: 99 | nc: 4 | ncall: 18020 | eff(%): 7.730 | loglstar: -inf < -2.028 < inf | logz: -15.295 +/- 0.343 | dlogz: 1.557 > 0.109
iter: 1394 | bound: 99 | nc: 2 | ncall: 18022 | eff(%): 7.735 | loglstar: -inf < -2.025 < inf | logz: -15.289 +/- 0.343 | dlogz: 1.544 > 0.109
iter: 1395 | bound: 99 | nc: 3 | ncall: 18025 | eff(%): 7.739 | loglstar: -inf < -2.023 < inf | logz: -15.284 +/- 0.343 | dlogz: 1.532 > 0.109
iter: 1396 | bound: 99 | nc: 3 | ncall: 18028 | eff(%): 7.744 | loglstar: -inf < -1.993 < inf | logz: -15.279 +/- 0.343 | dlogz: 1.520 > 0.109
iter: 1397 | bound: 99 | nc: 6 | ncall: 18034 | eff(%): 7.746 | loglstar: -inf < -1.985 < inf | logz: -15.273 +/- 0.343 | dlogz: 1.508 > 0.109
iter: 1398 | bound: 99 | nc: 5 | ncall: 18039 | eff(%): 7.750 | loglstar: -inf < -1.983 < inf | logz: -15.268 +/- 0.343 | dlogz: 1.496 > 0.109
iter: 1399 | bound: 99 | nc: 1 | ncall: 18040 | eff(%): 7.755 | loglstar: -inf < -1.977 < inf | logz: -15.263 +/- 0.343 | dlogz: 1.485 > 0.109
iter: 1400 | bound: 99 | nc: 3 | ncall: 18043 | eff(%): 7.759 | loglstar: -inf < -1.958 < inf | logz: -15.257 +/- 0.343 | dlogz: 1.473 > 0.109
iter: 1401 | bound: 99 | nc: 4 | ncall: 18047 | eff(%): 7.763 | loglstar: -inf < -1.953 < inf | logz: -15.252 +/- 0.343 | dlogz: 1.461 > 0.109
iter: 1402 | bound: 99 | nc: 2 | ncall: 18049 | eff(%): 7.768 | loglstar: -inf < -1.940 < inf | logz: -15.247 +/- 0.343 | dlogz: 1.449 > 0.109
iter: 1403 | bound: 99 | nc: 1 | ncall: 18050 | eff(%): 7.773 | loglstar: -inf < -1.936 < inf | logz: -15.242 +/- 0.343 | dlogz: 1.438 > 0.109
iter: 1404 | bound: 99 | nc: 1 | ncall: 18051 | eff(%): 7.778 | loglstar: -inf < -1.921 < inf | logz: -15.236 +/- 0.343 | dlogz: 1.426 > 0.109
iter: 1405 | bound: 99 | nc: 1 | ncall: 18052 | eff(%): 7.783 | loglstar: -inf < -1.921 < inf | logz: -15.231 +/- 0.343 | dlogz: 1.415 > 0.109
iter: 1406 | bound: 100 | nc: 6 | ncall: 18058 | eff(%): 7.786 | loglstar: -inf < -1.914 < inf | logz: -15.226 +/- 0.343 | dlogz: 1.403 > 0.109
iter: 1407 | bound: 100 | nc: 2 | ncall: 18060 | eff(%): 7.791 | loglstar: -inf < -1.913 < inf | logz: -15.221 +/- 0.343 | dlogz: 1.392 > 0.109
iter: 1408 | bound: 100 | nc: 1 | ncall: 18061 | eff(%): 7.796 | loglstar: -inf < -1.911 < inf | logz: -15.216 +/- 0.343 | dlogz: 1.381 > 0.109
iter: 1409 | bound: 100 | nc: 1 | ncall: 18062 | eff(%): 7.801 | loglstar: -inf < -1.902 < inf | logz: -15.211 +/- 0.343 | dlogz: 1.370 > 0.109
iter: 1410 | bound: 100 | nc: 1 | ncall: 18063 | eff(%): 7.806 | loglstar: -inf < -1.896 < inf | logz: -15.207 +/- 0.343 | dlogz: 1.359 > 0.109
iter: 1411 | bound: 100 | nc: 1 | ncall: 18064 | eff(%): 7.811 | loglstar: -inf < -1.892 < inf | logz: -15.202 +/- 0.343 | dlogz: 1.348 > 0.109
iter: 1412 | bound: 100 | nc: 3 | ncall: 18067 | eff(%): 7.815 | loglstar: -inf < -1.877 < inf | logz: -15.197 +/- 0.343 | dlogz: 1.337 > 0.109
iter: 1413 | bound: 100 | nc: 1 | ncall: 18068 | eff(%): 7.820 | loglstar: -inf < -1.876 < inf | logz: -15.192 +/- 0.343 | dlogz: 1.326 > 0.109
iter: 1414 | bound: 100 | nc: 3 | ncall: 18071 | eff(%): 7.825 | loglstar: -inf < -1.833 < inf | logz: -15.187 +/- 0.343 | dlogz: 1.315 > 0.109
iter: 1415 | bound: 100 | nc: 2 | ncall: 18073 | eff(%): 7.829 | loglstar: -inf < -1.823 < inf | logz: -15.182 +/- 0.343 | dlogz: 1.304 > 0.109
iter: 1416 | bound: 100 | nc: 1 | ncall: 18074 | eff(%): 7.834 | loglstar: -inf < -1.818 < inf | logz: -15.178 +/- 0.344 | dlogz: 1.294 > 0.109
iter: 1417 | bound: 100 | nc: 5 | ncall: 18079 | eff(%): 7.838 | loglstar: -inf < -1.806 < inf | logz: -15.173 +/- 0.344 | dlogz: 1.283 > 0.109
iter: 1418 | bound: 100 | nc: 1 | ncall: 18080 | eff(%): 7.843 | loglstar: -inf < -1.796 < inf | logz: -15.168 +/- 0.344 | dlogz: 1.272 > 0.109
iter: 1419 | bound: 100 | nc: 1 | ncall: 18081 | eff(%): 7.848 | loglstar: -inf < -1.790 < inf | logz: -15.163 +/- 0.344 | dlogz: 1.262 > 0.109
iter: 1420 | bound: 100 | nc: 2 | ncall: 18083 | eff(%): 7.853 | loglstar: -inf < -1.785 < inf | logz: -15.159 +/- 0.344 | dlogz: 1.251 > 0.109
iter: 1421 | bound: 100 | nc: 1 | ncall: 18084 | eff(%): 7.858 | loglstar: -inf < -1.778 < inf | logz: -15.154 +/- 0.344 | dlogz: 1.241 > 0.109
iter: 1422 | bound: 100 | nc: 1 | ncall: 18085 | eff(%): 7.863 | loglstar: -inf < -1.778 < inf | logz: -15.149 +/- 0.344 | dlogz: 1.230 > 0.109
iter: 1423 | bound: 100 | nc: 4 | ncall: 18089 | eff(%): 7.867 | loglstar: -inf < -1.762 < inf | logz: -15.145 +/- 0.344 | dlogz: 1.220 > 0.109
iter: 1424 | bound: 100 | nc: 1 | ncall: 18090 | eff(%): 7.872 | loglstar: -inf < -1.739 < inf | logz: -15.140 +/- 0.344 | dlogz: 1.210 > 0.109
iter: 1425 | bound: 100 | nc: 1 | ncall: 18091 | eff(%): 7.877 | loglstar: -inf < -1.737 < inf | logz: -15.136 +/- 0.344 | dlogz: 1.200 > 0.109
iter: 1426 | bound: 100 | nc: 1 | ncall: 18092 | eff(%): 7.882 | loglstar: -inf < -1.715 < inf | logz: -15.131 +/- 0.344 | dlogz: 1.190 > 0.109
iter: 1427 | bound: 100 | nc: 4 | ncall: 18096 | eff(%): 7.886 | loglstar: -inf < -1.712 < inf | logz: -15.126 +/- 0.344 | dlogz: 1.180 > 0.109
iter: 1428 | bound: 100 | nc: 2 | ncall: 18098 | eff(%): 7.890 | loglstar: -inf < -1.708 < inf | logz: -15.122 +/- 0.344 | dlogz: 1.169 > 0.109
iter: 1429 | bound: 100 | nc: 3 | ncall: 18101 | eff(%): 7.895 | loglstar: -inf < -1.706 < inf | logz: -15.118 +/- 0.344 | dlogz: 1.160 > 0.109
iter: 1430 | bound: 100 | nc: 3 | ncall: 18104 | eff(%): 7.899 | loglstar: -inf < -1.703 < inf | logz: -15.113 +/- 0.344 | dlogz: 1.150 > 0.109
iter: 1431 | bound: 100 | nc: 1 | ncall: 18105 | eff(%): 7.904 | loglstar: -inf < -1.703 < inf | logz: -15.109 +/- 0.344 | dlogz: 1.140 > 0.109
iter: 1432 | bound: 100 | nc: 5 | ncall: 18110 | eff(%): 7.907 | loglstar: -inf < -1.702 < inf | logz: -15.104 +/- 0.344 | dlogz: 1.130 > 0.109
iter: 1433 | bound: 100 | nc: 2 | ncall: 18112 | eff(%): 7.912 | loglstar: -inf < -1.690 < inf | logz: -15.100 +/- 0.344 | dlogz: 1.121 > 0.109
iter: 1434 | bound: 100 | nc: 2 | ncall: 18114 | eff(%): 7.917 | loglstar: -inf < -1.684 < inf | logz: -15.096 +/- 0.344 | dlogz: 1.111 > 0.109
iter: 1435 | bound: 100 | nc: 1 | ncall: 18115 | eff(%): 7.922 | loglstar: -inf < -1.665 < inf | logz: -15.092 +/- 0.344 | dlogz: 1.101 > 0.109
iter: 1436 | bound: 100 | nc: 3 | ncall: 18118 | eff(%): 7.926 | loglstar: -inf < -1.658 < inf | logz: -15.087 +/- 0.344 | dlogz: 1.092 > 0.109
iter: 1437 | bound: 100 | nc: 1 | ncall: 18119 | eff(%): 7.931 | loglstar: -inf < -1.654 < inf | logz: -15.083 +/- 0.344 | dlogz: 1.083 > 0.109
iter: 1438 | bound: 100 | nc: 1 | ncall: 18120 | eff(%): 7.936 | loglstar: -inf < -1.648 < inf | logz: -15.079 +/- 0.344 | dlogz: 1.073 > 0.109
iter: 1439 | bound: 100 | nc: 3 | ncall: 18123 | eff(%): 7.940 | loglstar: -inf < -1.643 < inf | logz: -15.075 +/- 0.344 | dlogz: 1.064 > 0.109
iter: 1440 | bound: 100 | nc: 1 | ncall: 18124 | eff(%): 7.945 | loglstar: -inf < -1.642 < inf | logz: -15.071 +/- 0.344 | dlogz: 1.055 > 0.109
iter: 1441 | bound: 100 | nc: 4 | ncall: 18128 | eff(%): 7.949 | loglstar: -inf < -1.608 < inf | logz: -15.067 +/- 0.344 | dlogz: 1.046 > 0.109
iter: 1442 | bound: 100 | nc: 2 | ncall: 18130 | eff(%): 7.954 | loglstar: -inf < -1.604 < inf | logz: -15.063 +/- 0.344 | dlogz: 1.037 > 0.109
iter: 1443 | bound: 100 | nc: 2 | ncall: 18132 | eff(%): 7.958 | loglstar: -inf < -1.604 < inf | logz: -15.059 +/- 0.344 | dlogz: 1.028 > 0.109
iter: 1444 | bound: 100 | nc: 1 | ncall: 18133 | eff(%): 7.963 | loglstar: -inf < -1.592 < inf | logz: -15.055 +/- 0.344 | dlogz: 1.019 > 0.109
iter: 1445 | bound: 100 | nc: 2 | ncall: 18135 | eff(%): 7.968 | loglstar: -inf < -1.569 < inf | logz: -15.051 +/- 0.344 | dlogz: 1.010 > 0.109
iter: 1446 | bound: 100 | nc: 1 | ncall: 18136 | eff(%): 7.973 | loglstar: -inf < -1.568 < inf | logz: -15.047 +/- 0.345 | dlogz: 1.001 > 0.109
iter: 1447 | bound: 100 | nc: 1 | ncall: 18137 | eff(%): 7.978 | loglstar: -inf < -1.560 < inf | logz: -15.043 +/- 0.345 | dlogz: 0.992 > 0.109
iter: 1448 | bound: 100 | nc: 1 | ncall: 18138 | eff(%): 7.983 | loglstar: -inf < -1.558 < inf | logz: -15.039 +/- 0.345 | dlogz: 0.983 > 0.109
iter: 1449 | bound: 100 | nc: 5 | ncall: 18143 | eff(%): 7.987 | loglstar: -inf < -1.534 < inf | logz: -15.035 +/- 0.345 | dlogz: 0.975 > 0.109
iter: 1450 | bound: 100 | nc: 1 | ncall: 18144 | eff(%): 7.992 | loglstar: -inf < -1.533 < inf | logz: -15.031 +/- 0.345 | dlogz: 0.966 > 0.109
iter: 1451 | bound: 100 | nc: 9 | ncall: 18153 | eff(%): 7.993 | loglstar: -inf < -1.522 < inf | logz: -15.027 +/- 0.345 | dlogz: 0.957 > 0.109
iter: 1452 | bound: 101 | nc: 5 | ncall: 18158 | eff(%): 7.996 | loglstar: -inf < -1.516 < inf | logz: -15.023 +/- 0.345 | dlogz: 0.949 > 0.109
iter: 1453 | bound: 101 | nc: 2 | ncall: 18160 | eff(%): 8.001 | loglstar: -inf < -1.492 < inf | logz: -15.019 +/- 0.345 | dlogz: 0.940 > 0.109
iter: 1454 | bound: 101 | nc: 1 | ncall: 18161 | eff(%): 8.006 | loglstar: -inf < -1.485 < inf | logz: -15.015 +/- 0.345 | dlogz: 0.932 > 0.109
iter: 1455 | bound: 101 | nc: 5 | ncall: 18166 | eff(%): 8.009 | loglstar: -inf < -1.473 < inf | logz: -15.011 +/- 0.345 | dlogz: 0.924 > 0.109
iter: 1456 | bound: 101 | nc: 1 | ncall: 18167 | eff(%): 8.015 | loglstar: -inf < -1.472 < inf | logz: -15.007 +/- 0.345 | dlogz: 0.915 > 0.109
iter: 1457 | bound: 101 | nc: 2 | ncall: 18169 | eff(%): 8.019 | loglstar: -inf < -1.459 < inf | logz: -15.003 +/- 0.345 | dlogz: 0.907 > 0.109
iter: 1458 | bound: 101 | nc: 3 | ncall: 18172 | eff(%): 8.023 | loglstar: -inf < -1.456 < inf | logz: -15.000 +/- 0.345 | dlogz: 0.899 > 0.109
iter: 1459 | bound: 101 | nc: 2 | ncall: 18174 | eff(%): 8.028 | loglstar: -inf < -1.450 < inf | logz: -14.996 +/- 0.345 | dlogz: 0.891 > 0.109
iter: 1460 | bound: 101 | nc: 11 | ncall: 18185 | eff(%): 8.029 | loglstar: -inf < -1.446 < inf | logz: -14.992 +/- 0.345 | dlogz: 0.883 > 0.109
iter: 1461 | bound: 101 | nc: 3 | ncall: 18188 | eff(%): 8.033 | loglstar: -inf < -1.436 < inf | logz: -14.988 +/- 0.345 | dlogz: 0.875 > 0.109
iter: 1462 | bound: 101 | nc: 5 | ncall: 18193 | eff(%): 8.036 | loglstar: -inf < -1.427 < inf | logz: -14.985 +/- 0.345 | dlogz: 0.867 > 0.109
iter: 1463 | bound: 101 | nc: 4 | ncall: 18197 | eff(%): 8.040 | loglstar: -inf < -1.413 < inf | logz: -14.981 +/- 0.345 | dlogz: 0.859 > 0.109
iter: 1464 | bound: 101 | nc: 5 | ncall: 18202 | eff(%): 8.043 | loglstar: -inf < -1.403 < inf | logz: -14.977 +/- 0.345 | dlogz: 0.851 > 0.109
iter: 1465 | bound: 101 | nc: 5 | ncall: 18207 | eff(%): 8.046 | loglstar: -inf < -1.395 < inf | logz: -14.974 +/- 0.345 | dlogz: 0.843 > 0.109
iter: 1466 | bound: 101 | nc: 3 | ncall: 18210 | eff(%): 8.051 | loglstar: -inf < -1.392 < inf | logz: -14.970 +/- 0.345 | dlogz: 0.835 > 0.109
iter: 1467 | bound: 101 | nc: 1 | ncall: 18211 | eff(%): 8.056 | loglstar: -inf < -1.368 < inf | logz: -14.966 +/- 0.345 | dlogz: 0.828 > 0.109
iter: 1468 | bound: 101 | nc: 16 | ncall: 18227 | eff(%): 8.054 | loglstar: -inf < -1.361 < inf | logz: -14.963 +/- 0.345 | dlogz: 0.820 > 0.109
iter: 1469 | bound: 101 | nc: 2 | ncall: 18229 | eff(%): 8.059 | loglstar: -inf < -1.359 < inf | logz: -14.959 +/- 0.345 | dlogz: 0.812 > 0.109
iter: 1470 | bound: 101 | nc: 1 | ncall: 18230 | eff(%): 8.064 | loglstar: -inf < -1.341 < inf | logz: -14.955 +/- 0.345 | dlogz: 0.805 > 0.109
iter: 1471 | bound: 101 | nc: 2 | ncall: 18232 | eff(%): 8.068 | loglstar: -inf < -1.340 < inf | logz: -14.952 +/- 0.345 | dlogz: 0.797 > 0.109
iter: 1472 | bound: 101 | nc: 9 | ncall: 18241 | eff(%): 8.070 | loglstar: -inf < -1.330 < inf | logz: -14.948 +/- 0.345 | dlogz: 0.790 > 0.109
iter: 1473 | bound: 101 | nc: 5 | ncall: 18246 | eff(%): 8.073 | loglstar: -inf < -1.329 < inf | logz: -14.945 +/- 0.345 | dlogz: 0.783 > 0.109
iter: 1474 | bound: 101 | nc: 6 | ncall: 18252 | eff(%): 8.076 | loglstar: -inf < -1.320 < inf | logz: -14.941 +/- 0.345 | dlogz: 0.775 > 0.109
iter: 1475 | bound: 101 | nc: 2 | ncall: 18254 | eff(%): 8.080 | loglstar: -inf < -1.319 < inf | logz: -14.938 +/- 0.345 | dlogz: 0.768 > 0.109
iter: 1476 | bound: 102 | nc: 9 | ncall: 18263 | eff(%): 8.082 | loglstar: -inf < -1.312 < inf | logz: -14.934 +/- 0.345 | dlogz: 0.761 > 0.109
iter: 1477 | bound: 102 | nc: 7 | ncall: 18270 | eff(%): 8.084 | loglstar: -inf < -1.309 < inf | logz: -14.931 +/- 0.345 | dlogz: 0.754 > 0.109
iter: 1478 | bound: 102 | nc: 1 | ncall: 18271 | eff(%): 8.089 | loglstar: -inf < -1.307 < inf | logz: -14.928 +/- 0.346 | dlogz: 0.747 > 0.109
iter: 1479 | bound: 102 | nc: 3 | ncall: 18274 | eff(%): 8.093 | loglstar: -inf < -1.292 < inf | logz: -14.924 +/- 0.346 | dlogz: 0.740 > 0.109
iter: 1480 | bound: 102 | nc: 1 | ncall: 18275 | eff(%): 8.098 | loglstar: -inf < -1.290 < inf | logz: -14.921 +/- 0.346 | dlogz: 0.733 > 0.109
iter: 1481 | bound: 102 | nc: 4 | ncall: 18279 | eff(%): 8.102 | loglstar: -inf < -1.290 < inf | logz: -14.918 +/- 0.346 | dlogz: 0.726 > 0.109
iter: 1482 | bound: 102 | nc: 4 | ncall: 18283 | eff(%): 8.106 | loglstar: -inf < -1.285 < inf | logz: -14.914 +/- 0.346 | dlogz: 0.719 > 0.109
iter: 1483 | bound: 102 | nc: 2 | ncall: 18285 | eff(%): 8.110 | loglstar: -inf < -1.283 < inf | logz: -14.911 +/- 0.346 | dlogz: 0.712 > 0.109
iter: 1484 | bound: 102 | nc: 1 | ncall: 18286 | eff(%): 8.115 | loglstar: -inf < -1.282 < inf | logz: -14.908 +/- 0.346 | dlogz: 0.706 > 0.109
iter: 1485 | bound: 102 | nc: 4 | ncall: 18290 | eff(%): 8.119 | loglstar: -inf < -1.279 < inf | logz: -14.905 +/- 0.346 | dlogz: 0.699 > 0.109
iter: 1486 | bound: 102 | nc: 1 | ncall: 18291 | eff(%): 8.124 | loglstar: -inf < -1.278 < inf | logz: -14.902 +/- 0.346 | dlogz: 0.693 > 0.109
iter: 1487 | bound: 102 | nc: 1 | ncall: 18292 | eff(%): 8.129 | loglstar: -inf < -1.277 < inf | logz: -14.898 +/- 0.346 | dlogz: 0.686 > 0.109
iter: 1488 | bound: 102 | nc: 6 | ncall: 18298 | eff(%): 8.132 | loglstar: -inf < -1.267 < inf | logz: -14.895 +/- 0.346 | dlogz: 0.680 > 0.109
iter: 1489 | bound: 102 | nc: 3 | ncall: 18301 | eff(%): 8.136 | loglstar: -inf < -1.265 < inf | logz: -14.892 +/- 0.346 | dlogz: 0.673 > 0.109
iter: 1490 | bound: 102 | nc: 2 | ncall: 18303 | eff(%): 8.141 | loglstar: -inf < -1.263 < inf | logz: -14.889 +/- 0.346 | dlogz: 0.667 > 0.109
iter: 1491 | bound: 102 | nc: 1 | ncall: 18304 | eff(%): 8.146 | loglstar: -inf < -1.258 < inf | logz: -14.886 +/- 0.346 | dlogz: 0.661 > 0.109
iter: 1492 | bound: 102 | nc: 2 | ncall: 18306 | eff(%): 8.150 | loglstar: -inf < -1.257 < inf | logz: -14.883 +/- 0.346 | dlogz: 0.654 > 0.109
iter: 1493 | bound: 102 | nc: 6 | ncall: 18312 | eff(%): 8.153 | loglstar: -inf < -1.256 < inf | logz: -14.880 +/- 0.346 | dlogz: 0.648 > 0.109
iter: 1494 | bound: 102 | nc: 1 | ncall: 18313 | eff(%): 8.158 | loglstar: -inf < -1.252 < inf | logz: -14.878 +/- 0.346 | dlogz: 0.642 > 0.109
iter: 1495 | bound: 102 | nc: 2 | ncall: 18315 | eff(%): 8.163 | loglstar: -inf < -1.249 < inf | logz: -14.875 +/- 0.346 | dlogz: 0.636 > 0.109
iter: 1496 | bound: 102 | nc: 3 | ncall: 18318 | eff(%): 8.167 | loglstar: -inf < -1.242 < inf | logz: -14.872 +/- 0.346 | dlogz: 0.630 > 0.109
iter: 1497 | bound: 102 | nc: 2 | ncall: 18320 | eff(%): 8.171 | loglstar: -inf < -1.231 < inf | logz: -14.869 +/- 0.346 | dlogz: 0.624 > 0.109
iter: 1498 | bound: 102 | nc: 9 | ncall: 18329 | eff(%): 8.173 | loglstar: -inf < -1.230 < inf | logz: -14.866 +/- 0.346 | dlogz: 0.618 > 0.109
iter: 1499 | bound: 102 | nc: 1 | ncall: 18330 | eff(%): 8.178 | loglstar: -inf < -1.218 < inf | logz: -14.863 +/- 0.346 | dlogz: 0.612 > 0.109
iter: 1500 | bound: 102 | nc: 11 | ncall: 18341 | eff(%): 8.178 | loglstar: -inf < -1.216 < inf | logz: -14.861 +/- 0.346 | dlogz: 0.606 > 0.109
iter: 1501 | bound: 102 | nc: 4 | ncall: 18345 | eff(%): 8.182 | loglstar: -inf < -1.209 < inf | logz: -14.858 +/- 0.346 | dlogz: 0.601 > 0.109
iter: 1502 | bound: 102 | nc: 3 | ncall: 18348 | eff(%): 8.186 | loglstar: -inf < -1.194 < inf | logz: -14.855 +/- 0.346 | dlogz: 0.595 > 0.109
iter: 1503 | bound: 102 | nc: 8 | ncall: 18356 | eff(%): 8.188 | loglstar: -inf < -1.187 < inf | logz: -14.852 +/- 0.346 | dlogz: 0.589 > 0.109
iter: 1504 | bound: 102 | nc: 2 | ncall: 18358 | eff(%): 8.193 | loglstar: -inf < -1.182 < inf | logz: -14.850 +/- 0.346 | dlogz: 0.584 > 0.109
iter: 1505 | bound: 103 | nc: 11 | ncall: 18369 | eff(%): 8.193 | loglstar: -inf < -1.178 < inf | logz: -14.847 +/- 0.346 | dlogz: 0.578 > 0.109
iter: 1506 | bound: 103 | nc: 6 | ncall: 18375 | eff(%): 8.196 | loglstar: -inf < -1.175 < inf | logz: -14.844 +/- 0.346 | dlogz: 0.572 > 0.109
iter: 1507 | bound: 103 | nc: 7 | ncall: 18382 | eff(%): 8.198 | loglstar: -inf < -1.169 < inf | logz: -14.842 +/- 0.346 | dlogz: 0.567 > 0.109
iter: 1508 | bound: 103 | nc: 1 | ncall: 18383 | eff(%): 8.203 | loglstar: -inf < -1.159 < inf | logz: -14.839 +/- 0.346 | dlogz: 0.562 > 0.109
iter: 1509 | bound: 103 | nc: 9 | ncall: 18392 | eff(%): 8.205 | loglstar: -inf < -1.151 < inf | logz: -14.836 +/- 0.346 | dlogz: 0.556 > 0.109
iter: 1510 | bound: 103 | nc: 5 | ncall: 18397 | eff(%): 8.208 | loglstar: -inf < -1.140 < inf | logz: -14.834 +/- 0.346 | dlogz: 0.551 > 0.109
iter: 1511 | bound: 103 | nc: 2 | ncall: 18399 | eff(%): 8.212 | loglstar: -inf < -1.132 < inf | logz: -14.831 +/- 0.346 | dlogz: 0.545 > 0.109
iter: 1512 | bound: 103 | nc: 8 | ncall: 18407 | eff(%): 8.214 | loglstar: -inf < -1.131 < inf | logz: -14.828 +/- 0.346 | dlogz: 0.540 > 0.109
iter: 1513 | bound: 103 | nc: 12 | ncall: 18419 | eff(%): 8.214 | loglstar: -inf < -1.126 < inf | logz: -14.826 +/- 0.346 | dlogz: 0.535 > 0.109
iter: 1514 | bound: 103 | nc: 3 | ncall: 18422 | eff(%): 8.218 | loglstar: -inf < -1.125 < inf | logz: -14.823 +/- 0.346 | dlogz: 0.530 > 0.109
iter: 1515 | bound: 103 | nc: 4 | ncall: 18426 | eff(%): 8.222 | loglstar: -inf < -1.118 < inf | logz: -14.821 +/- 0.346 | dlogz: 0.525 > 0.109
iter: 1516 | bound: 103 | nc: 9 | ncall: 18435 | eff(%): 8.223 | loglstar: -inf < -1.116 < inf | logz: -14.818 +/- 0.346 | dlogz: 0.520 > 0.109
iter: 1517 | bound: 103 | nc: 7 | ncall: 18442 | eff(%): 8.226 | loglstar: -inf < -1.112 < inf | logz: -14.816 +/- 0.347 | dlogz: 0.515 > 0.109
iter: 1518 | bound: 103 | nc: 7 | ncall: 18449 | eff(%): 8.228 | loglstar: -inf < -1.109 < inf | logz: -14.813 +/- 0.347 | dlogz: 0.510 > 0.109
iter: 1519 | bound: 103 | nc: 2 | ncall: 18451 | eff(%): 8.233 | loglstar: -inf < -1.106 < inf | logz: -14.811 +/- 0.347 | dlogz: 0.505 > 0.109
iter: 1520 | bound: 103 | nc: 3 | ncall: 18454 | eff(%): 8.237 | loglstar: -inf < -1.105 < inf | logz: -14.809 +/- 0.347 | dlogz: 0.500 > 0.109
iter: 1521 | bound: 103 | nc: 1 | ncall: 18455 | eff(%): 8.242 | loglstar: -inf < -1.105 < inf | logz: -14.806 +/- 0.347 | dlogz: 0.495 > 0.109
iter: 1522 | bound: 103 | nc: 4 | ncall: 18459 | eff(%): 8.245 | loglstar: -inf < -1.103 < inf | logz: -14.804 +/- 0.347 | dlogz: 0.490 > 0.109
iter: 1523 | bound: 104 | nc: 10 | ncall: 18469 | eff(%): 8.246 | loglstar: -inf < -1.073 < inf | logz: -14.801 +/- 0.347 | dlogz: 0.485 > 0.109
iter: 1524 | bound: 104 | nc: 1 | ncall: 18470 | eff(%): 8.251 | loglstar: -inf < -1.070 < inf | logz: -14.799 +/- 0.347 | dlogz: 0.481 > 0.109
iter: 1525 | bound: 104 | nc: 2 | ncall: 18472 | eff(%): 8.256 | loglstar: -inf < -1.055 < inf | logz: -14.797 +/- 0.347 | dlogz: 0.476 > 0.109
iter: 1526 | bound: 104 | nc: 1 | ncall: 18473 | eff(%): 8.261 | loglstar: -inf < -1.041 < inf | logz: -14.794 +/- 0.347 | dlogz: 0.471 > 0.109
iter: 1527 | bound: 104 | nc: 9 | ncall: 18482 | eff(%): 8.262 | loglstar: -inf < -1.037 < inf | logz: -14.792 +/- 0.347 | dlogz: 0.467 > 0.109
iter: 1528 | bound: 104 | nc: 4 | ncall: 18486 | eff(%): 8.266 | loglstar: -inf < -1.023 < inf | logz: -14.790 +/- 0.347 | dlogz: 0.462 > 0.109
iter: 1529 | bound: 104 | nc: 1 | ncall: 18487 | eff(%): 8.271 | loglstar: -inf < -1.011 < inf | logz: -14.787 +/- 0.347 | dlogz: 0.458 > 0.109
iter: 1530 | bound: 104 | nc: 6 | ncall: 18493 | eff(%): 8.273 | loglstar: -inf < -0.997 < inf | logz: -14.785 +/- 0.347 | dlogz: 0.453 > 0.109
iter: 1531 | bound: 104 | nc: 2 | ncall: 18495 | eff(%): 8.278 | loglstar: -inf < -0.993 < inf | logz: -14.782 +/- 0.347 | dlogz: 0.449 > 0.109
iter: 1532 | bound: 104 | nc: 2 | ncall: 18497 | eff(%): 8.282 | loglstar: -inf < -0.983 < inf | logz: -14.780 +/- 0.347 | dlogz: 0.444 > 0.109
iter: 1533 | bound: 104 | nc: 2 | ncall: 18499 | eff(%): 8.287 | loglstar: -inf < -0.973 < inf | logz: -14.778 +/- 0.347 | dlogz: 0.440 > 0.109
iter: 1534 | bound: 104 | nc: 1 | ncall: 18500 | eff(%): 8.292 | loglstar: -inf < -0.972 < inf | logz: -14.775 +/- 0.347 | dlogz: 0.435 > 0.109
iter: 1535 | bound: 104 | nc: 1 | ncall: 18501 | eff(%): 8.297 | loglstar: -inf < -0.970 < inf | logz: -14.773 +/- 0.347 | dlogz: 0.431 > 0.109
iter: 1536 | bound: 104 | nc: 2 | ncall: 18503 | eff(%): 8.301 | loglstar: -inf < -0.969 < inf | logz: -14.771 +/- 0.347 | dlogz: 0.427 > 0.109
iter: 1537 | bound: 104 | nc: 4 | ncall: 18507 | eff(%): 8.305 | loglstar: -inf < -0.964 < inf | logz: -14.769 +/- 0.347 | dlogz: 0.423 > 0.109
iter: 1538 | bound: 104 | nc: 1 | ncall: 18508 | eff(%): 8.310 | loglstar: -inf < -0.956 < inf | logz: -14.766 +/- 0.347 | dlogz: 0.418 > 0.109
iter: 1539 | bound: 104 | nc: 2 | ncall: 18510 | eff(%): 8.314 | loglstar: -inf < -0.952 < inf | logz: -14.764 +/- 0.347 | dlogz: 0.414 > 0.109
iter: 1540 | bound: 104 | nc: 2 | ncall: 18512 | eff(%): 8.319 | loglstar: -inf < -0.949 < inf | logz: -14.762 +/- 0.347 | dlogz: 0.410 > 0.109
iter: 1541 | bound: 104 | nc: 11 | ncall: 18523 | eff(%): 8.319 | loglstar: -inf < -0.941 < inf | logz: -14.760 +/- 0.347 | dlogz: 0.406 > 0.109
iter: 1542 | bound: 104 | nc: 1 | ncall: 18524 | eff(%): 8.324 | loglstar: -inf < -0.939 < inf | logz: -14.758 +/- 0.347 | dlogz: 0.402 > 0.109
iter: 1543 | bound: 104 | nc: 2 | ncall: 18526 | eff(%): 8.329 | loglstar: -inf < -0.937 < inf | logz: -14.755 +/- 0.347 | dlogz: 0.398 > 0.109
iter: 1544 | bound: 104 | nc: 7 | ncall: 18533 | eff(%): 8.331 | loglstar: -inf < -0.936 < inf | logz: -14.753 +/- 0.347 | dlogz: 0.394 > 0.109
iter: 1545 | bound: 104 | nc: 2 | ncall: 18535 | eff(%): 8.336 | loglstar: -inf < -0.936 < inf | logz: -14.751 +/- 0.347 | dlogz: 0.390 > 0.109
iter: 1546 | bound: 104 | nc: 3 | ncall: 18538 | eff(%): 8.340 | loglstar: -inf < -0.935 < inf | logz: -14.749 +/- 0.347 | dlogz: 0.386 > 0.109
iter: 1547 | bound: 104 | nc: 4 | ncall: 18542 | eff(%): 8.343 | loglstar: -inf < -0.922 < inf | logz: -14.747 +/- 0.347 | dlogz: 0.382 > 0.109
iter: 1548 | bound: 104 | nc: 1 | ncall: 18543 | eff(%): 8.348 | loglstar: -inf < -0.919 < inf | logz: -14.745 +/- 0.347 | dlogz: 0.379 > 0.109
iter: 1549 | bound: 104 | nc: 10 | ncall: 18553 | eff(%): 8.349 | loglstar: -inf < -0.917 < inf | logz: -14.743 +/- 0.347 | dlogz: 0.375 > 0.109
iter: 1550 | bound: 104 | nc: 7 | ncall: 18560 | eff(%): 8.351 | loglstar: -inf < -0.915 < inf | logz: -14.741 +/- 0.347 | dlogz: 0.371 > 0.109
iter: 1551 | bound: 104 | nc: 8 | ncall: 18568 | eff(%): 8.353 | loglstar: -inf < -0.911 < inf | logz: -14.739 +/- 0.347 | dlogz: 0.367 > 0.109
iter: 1552 | bound: 105 | nc: 4 | ncall: 18572 | eff(%): 8.357 | loglstar: -inf < -0.902 < inf | logz: -14.737 +/- 0.347 | dlogz: 0.364 > 0.109
iter: 1553 | bound: 105 | nc: 1 | ncall: 18573 | eff(%): 8.362 | loglstar: -inf < -0.888 < inf | logz: -14.735 +/- 0.347 | dlogz: 0.360 > 0.109
iter: 1554 | bound: 105 | nc: 5 | ncall: 18578 | eff(%): 8.365 | loglstar: -inf < -0.885 < inf | logz: -14.733 +/- 0.347 | dlogz: 0.357 > 0.109
iter: 1555 | bound: 105 | nc: 5 | ncall: 18583 | eff(%): 8.368 | loglstar: -inf < -0.878 < inf | logz: -14.731 +/- 0.347 | dlogz: 0.353 > 0.109
iter: 1556 | bound: 105 | nc: 11 | ncall: 18594 | eff(%): 8.368 | loglstar: -inf < -0.878 < inf | logz: -14.729 +/- 0.347 | dlogz: 0.349 > 0.109
iter: 1557 | bound: 105 | nc: 1 | ncall: 18595 | eff(%): 8.373 | loglstar: -inf < -0.873 < inf | logz: -14.727 +/- 0.347 | dlogz: 0.346 > 0.109
iter: 1558 | bound: 105 | nc: 3 | ncall: 18598 | eff(%): 8.377 | loglstar: -inf < -0.873 < inf | logz: -14.725 +/- 0.347 | dlogz: 0.342 > 0.109
iter: 1559 | bound: 105 | nc: 1 | ncall: 18599 | eff(%): 8.382 | loglstar: -inf < -0.872 < inf | logz: -14.723 +/- 0.347 | dlogz: 0.339 > 0.109
iter: 1560 | bound: 105 | nc: 2 | ncall: 18601 | eff(%): 8.387 | loglstar: -inf < -0.871 < inf | logz: -14.721 +/- 0.347 | dlogz: 0.336 > 0.109
iter: 1561 | bound: 105 | nc: 1 | ncall: 18602 | eff(%): 8.392 | loglstar: -inf < -0.864 < inf | logz: -14.719 +/- 0.347 | dlogz: 0.332 > 0.109
iter: 1562 | bound: 105 | nc: 1 | ncall: 18603 | eff(%): 8.396 | loglstar: -inf < -0.860 < inf | logz: -14.718 +/- 0.347 | dlogz: 0.329 > 0.109
iter: 1563 | bound: 105 | nc: 3 | ncall: 18606 | eff(%): 8.401 | loglstar: -inf < -0.856 < inf | logz: -14.716 +/- 0.348 | dlogz: 0.326 > 0.109
iter: 1564 | bound: 105 | nc: 2 | ncall: 18608 | eff(%): 8.405 | loglstar: -inf < -0.853 < inf | logz: -14.714 +/- 0.348 | dlogz: 0.322 > 0.109
iter: 1565 | bound: 105 | nc: 2 | ncall: 18610 | eff(%): 8.409 | loglstar: -inf < -0.853 < inf | logz: -14.712 +/- 0.348 | dlogz: 0.319 > 0.109
iter: 1566 | bound: 105 | nc: 3 | ncall: 18613 | eff(%): 8.413 | loglstar: -inf < -0.850 < inf | logz: -14.710 +/- 0.348 | dlogz: 0.316 > 0.109
iter: 1567 | bound: 105 | nc: 2 | ncall: 18615 | eff(%): 8.418 | loglstar: -inf < -0.848 < inf | logz: -14.709 +/- 0.348 | dlogz: 0.313 > 0.109
iter: 1568 | bound: 105 | nc: 3 | ncall: 18618 | eff(%): 8.422 | loglstar: -inf < -0.848 < inf | logz: -14.707 +/- 0.348 | dlogz: 0.310 > 0.109
iter: 1569 | bound: 105 | nc: 1 | ncall: 18619 | eff(%): 8.427 | loglstar: -inf < -0.845 < inf | logz: -14.705 +/- 0.348 | dlogz: 0.307 > 0.109
iter: 1570 | bound: 105 | nc: 6 | ncall: 18625 | eff(%): 8.430 | loglstar: -inf < -0.844 < inf | logz: -14.703 +/- 0.348 | dlogz: 0.304 > 0.109
iter: 1571 | bound: 105 | nc: 11 | ncall: 18636 | eff(%): 8.430 | loglstar: -inf < -0.841 < inf | logz: -14.702 +/- 0.348 | dlogz: 0.300 > 0.109
iter: 1572 | bound: 105 | nc: 1 | ncall: 18637 | eff(%): 8.435 | loglstar: -inf < -0.839 < inf | logz: -14.700 +/- 0.348 | dlogz: 0.297 > 0.109
iter: 1573 | bound: 105 | nc: 2 | ncall: 18639 | eff(%): 8.439 | loglstar: -inf < -0.834 < inf | logz: -14.698 +/- 0.348 | dlogz: 0.294 > 0.109
iter: 1574 | bound: 105 | nc: 2 | ncall: 18641 | eff(%): 8.444 | loglstar: -inf < -0.831 < inf | logz: -14.697 +/- 0.348 | dlogz: 0.292 > 0.109
iter: 1575 | bound: 105 | nc: 2 | ncall: 18643 | eff(%): 8.448 | loglstar: -inf < -0.831 < inf | logz: -14.695 +/- 0.348 | dlogz: 0.289 > 0.109
iter: 1576 | bound: 105 | nc: 3 | ncall: 18646 | eff(%): 8.452 | loglstar: -inf < -0.828 < inf | logz: -14.693 +/- 0.348 | dlogz: 0.286 > 0.109
iter: 1577 | bound: 105 | nc: 1 | ncall: 18647 | eff(%): 8.457 | loglstar: -inf < -0.818 < inf | logz: -14.692 +/- 0.348 | dlogz: 0.283 > 0.109
iter: 1578 | bound: 105 | nc: 1 | ncall: 18648 | eff(%): 8.462 | loglstar: -inf < -0.809 < inf | logz: -14.690 +/- 0.348 | dlogz: 0.280 > 0.109
iter: 1579 | bound: 105 | nc: 5 | ncall: 18653 | eff(%): 8.465 | loglstar: -inf < -0.808 < inf | logz: -14.689 +/- 0.348 | dlogz: 0.277 > 0.109
iter: 1580 | bound: 105 | nc: 12 | ncall: 18665 | eff(%): 8.465 | loglstar: -inf < -0.805 < inf | logz: -14.687 +/- 0.348 | dlogz: 0.274 > 0.109
iter: 1581 | bound: 105 | nc: 1 | ncall: 18666 | eff(%): 8.470 | loglstar: -inf < -0.803 < inf | logz: -14.685 +/- 0.348 | dlogz: 0.272 > 0.109
iter: 1582 | bound: 105 | nc: 1 | ncall: 18667 | eff(%): 8.475 | loglstar: -inf < -0.802 < inf | logz: -14.684 +/- 0.348 | dlogz: 0.269 > 0.109
iter: 1583 | bound: 105 | nc: 1 | ncall: 18668 | eff(%): 8.480 | loglstar: -inf < -0.801 < inf | logz: -14.682 +/- 0.348 | dlogz: 0.266 > 0.109
iter: 1584 | bound: 105 | nc: 1 | ncall: 18669 | eff(%): 8.485 | loglstar: -inf < -0.800 < inf | logz: -14.681 +/- 0.348 | dlogz: 0.264 > 0.109
iter: 1585 | bound: 106 | nc: 14 | ncall: 18683 | eff(%): 8.484 | loglstar: -inf < -0.798 < inf | logz: -14.679 +/- 0.348 | dlogz: 0.261 > 0.109
iter: 1586 | bound: 106 | nc: 1 | ncall: 18684 | eff(%): 8.489 | loglstar: -inf < -0.792 < inf | logz: -14.678 +/- 0.348 | dlogz: 0.258 > 0.109
iter: 1587 | bound: 106 | nc: 2 | ncall: 18686 | eff(%): 8.493 | loglstar: -inf < -0.787 < inf | logz: -14.676 +/- 0.348 | dlogz: 0.256 > 0.109
iter: 1588 | bound: 106 | nc: 4 | ncall: 18690 | eff(%): 8.497 | loglstar: -inf < -0.786 < inf | logz: -14.675 +/- 0.348 | dlogz: 0.253 > 0.109
iter: 1589 | bound: 106 | nc: 1 | ncall: 18691 | eff(%): 8.501 | loglstar: -inf < -0.784 < inf | logz: -14.673 +/- 0.348 | dlogz: 0.272 > 0.109
iter: 1590 | bound: 106 | nc: 1 | ncall: 18692 | eff(%): 8.506 | loglstar: -inf < -0.775 < inf | logz: -14.672 +/- 0.348 | dlogz: 0.270 > 0.109
iter: 1591 | bound: 106 | nc: 1 | ncall: 18693 | eff(%): 8.511 | loglstar: -inf < -0.773 < inf | logz: -14.670 +/- 0.348 | dlogz: 0.267 > 0.109
iter: 1592 | bound: 106 | nc: 1 | ncall: 18694 | eff(%): 8.516 | loglstar: -inf < -0.771 < inf | logz: -14.669 +/- 0.348 | dlogz: 0.264 > 0.109
iter: 1593 | bound: 106 | nc: 3 | ncall: 18697 | eff(%): 8.520 | loglstar: -inf < -0.768 < inf | logz: -14.668 +/- 0.348 | dlogz: 0.262 > 0.109
iter: 1594 | bound: 106 | nc: 5 | ncall: 18702 | eff(%): 8.523 | loglstar: -inf < -0.766 < inf | logz: -14.666 +/- 0.348 | dlogz: 0.259 > 0.109
iter: 1595 | bound: 106 | nc: 1 | ncall: 18703 | eff(%): 8.528 | loglstar: -inf < -0.765 < inf | logz: -14.665 +/- 0.348 | dlogz: 0.257 > 0.109
iter: 1596 | bound: 106 | nc: 5 | ncall: 18708 | eff(%): 8.531 | loglstar: -inf < -0.764 < inf | logz: -14.663 +/- 0.348 | dlogz: 0.254 > 0.109
iter: 1597 | bound: 106 | nc: 7 | ncall: 18715 | eff(%): 8.533 | loglstar: -inf < -0.756 < inf | logz: -14.662 +/- 0.348 | dlogz: 0.251 > 0.109
iter: 1598 | bound: 106 | nc: 3 | ncall: 18718 | eff(%): 8.537 | loglstar: -inf < -0.755 < inf | logz: -14.661 +/- 0.348 | dlogz: 0.249 > 0.109
iter: 1599 | bound: 106 | nc: 5 | ncall: 18723 | eff(%): 8.540 | loglstar: -inf < -0.749 < inf | logz: -14.659 +/- 0.348 | dlogz: 0.246 > 0.109
iter: 1600 | bound: 106 | nc: 3 | ncall: 18726 | eff(%): 8.544 | loglstar: -inf < -0.743 < inf | logz: -14.658 +/- 0.348 | dlogz: 0.244 > 0.109
iter: 1601 | bound: 106 | nc: 8 | ncall: 18734 | eff(%): 8.546 | loglstar: -inf < -0.742 < inf | logz: -14.657 +/- 0.348 | dlogz: 0.242 > 0.109
iter: 1602 | bound: 106 | nc: 3 | ncall: 18737 | eff(%): 8.550 | loglstar: -inf < -0.734 < inf | logz: -14.655 +/- 0.348 | dlogz: 0.239 > 0.109
iter: 1603 | bound: 106 | nc: 2 | ncall: 18739 | eff(%): 8.554 | loglstar: -inf < -0.731 < inf | logz: -14.654 +/- 0.348 | dlogz: 0.237 > 0.109
iter: 1604 | bound: 106 | nc: 1 | ncall: 18740 | eff(%): 8.559 | loglstar: -inf < -0.727 < inf | logz: -14.653 +/- 0.348 | dlogz: 0.234 > 0.109
iter: 1605 | bound: 106 | nc: 1 | ncall: 18741 | eff(%): 8.564 | loglstar: -inf < -0.726 < inf | logz: -14.651 +/- 0.348 | dlogz: 0.232 > 0.109
iter: 1606 | bound: 106 | nc: 2 | ncall: 18743 | eff(%): 8.569 | loglstar: -inf < -0.725 < inf | logz: -14.650 +/- 0.348 | dlogz: 0.230 > 0.109
iter: 1607 | bound: 106 | nc: 3 | ncall: 18746 | eff(%): 8.572 | loglstar: -inf < -0.725 < inf | logz: -14.649 +/- 0.348 | dlogz: 0.227 > 0.109
iter: 1608 | bound: 106 | nc: 5 | ncall: 18751 | eff(%): 8.576 | loglstar: -inf < -0.721 < inf | logz: -14.648 +/- 0.348 | dlogz: 0.225 > 0.109
iter: 1609 | bound: 106 | nc: 1 | ncall: 18752 | eff(%): 8.580 | loglstar: -inf < -0.715 < inf | logz: -14.646 +/- 0.348 | dlogz: 0.223 > 0.109
iter: 1610 | bound: 106 | nc: 4 | ncall: 18756 | eff(%): 8.584 | loglstar: -inf < -0.715 < inf | logz: -14.645 +/- 0.348 | dlogz: 0.221 > 0.109
iter: 1611 | bound: 106 | nc: 1 | ncall: 18757 | eff(%): 8.589 | loglstar: -inf < -0.715 < inf | logz: -14.644 +/- 0.348 | dlogz: 0.218 > 0.109
iter: 1612 | bound: 106 | nc: 1 | ncall: 18758 | eff(%): 8.594 | loglstar: -inf < -0.712 < inf | logz: -14.643 +/- 0.348 | dlogz: 0.216 > 0.109
iter: 1613 | bound: 106 | nc: 3 | ncall: 18761 | eff(%): 8.598 | loglstar: -inf < -0.711 < inf | logz: -14.641 +/- 0.348 | dlogz: 0.214 > 0.109
iter: 1614 | bound: 106 | nc: 2 | ncall: 18763 | eff(%): 8.602 | loglstar: -inf < -0.701 < inf | logz: -14.640 +/- 0.348 | dlogz: 0.212 > 0.109
iter: 1615 | bound: 106 | nc: 6 | ncall: 18769 | eff(%): 8.605 | loglstar: -inf < -0.698 < inf | logz: -14.639 +/- 0.348 | dlogz: 0.210 > 0.109
iter: 1616 | bound: 106 | nc: 3 | ncall: 18772 | eff(%): 8.609 | loglstar: -inf < -0.691 < inf | logz: -14.638 +/- 0.348 | dlogz: 0.208 > 0.109
iter: 1617 | bound: 106 | nc: 7 | ncall: 18779 | eff(%): 8.611 | loglstar: -inf < -0.690 < inf | logz: -14.637 +/- 0.348 | dlogz: 0.206 > 0.109
iter: 1618 | bound: 106 | nc: 2 | ncall: 18781 | eff(%): 8.615 | loglstar: -inf < -0.689 < inf | logz: -14.636 +/- 0.348 | dlogz: 0.204 > 0.109
iter: 1619 | bound: 106 | nc: 1 | ncall: 18782 | eff(%): 8.620 | loglstar: -inf < -0.683 < inf | logz: -14.634 +/- 0.348 | dlogz: 0.202 > 0.109
iter: 1620 | bound: 107 | nc: 2 | ncall: 18784 | eff(%): 8.624 | loglstar: -inf < -0.682 < inf | logz: -14.633 +/- 0.348 | dlogz: 0.200 > 0.109
iter: 1621 | bound: 107 | nc: 4 | ncall: 18788 | eff(%): 8.628 | loglstar: -inf < -0.681 < inf | logz: -14.632 +/- 0.348 | dlogz: 0.198 > 0.109
iter: 1622 | bound: 107 | nc: 6 | ncall: 18794 | eff(%): 8.630 | loglstar: -inf < -0.680 < inf | logz: -14.631 +/- 0.348 | dlogz: 0.196 > 0.109
iter: 1623 | bound: 107 | nc: 2 | ncall: 18796 | eff(%): 8.635 | loglstar: -inf < -0.667 < inf | logz: -14.630 +/- 0.348 | dlogz: 0.194 > 0.109
iter: 1624 | bound: 107 | nc: 1 | ncall: 18797 | eff(%): 8.640 | loglstar: -inf < -0.664 < inf | logz: -14.629 +/- 0.348 | dlogz: 0.192 > 0.109
iter: 1625 | bound: 107 | nc: 1 | ncall: 18798 | eff(%): 8.645 | loglstar: -inf < -0.664 < inf | logz: -14.628 +/- 0.348 | dlogz: 0.190 > 0.109
iter: 1626 | bound: 107 | nc: 2 | ncall: 18800 | eff(%): 8.649 | loglstar: -inf < -0.659 < inf | logz: -14.627 +/- 0.348 | dlogz: 0.188 > 0.109
iter: 1627 | bound: 107 | nc: 3 | ncall: 18803 | eff(%): 8.653 | loglstar: -inf < -0.658 < inf | logz: -14.626 +/- 0.348 | dlogz: 0.186 > 0.109
iter: 1628 | bound: 107 | nc: 11 | ncall: 18814 | eff(%): 8.653 | loglstar: -inf < -0.658 < inf | logz: -14.624 +/- 0.348 | dlogz: 0.184 > 0.109
iter: 1629 | bound: 107 | nc: 3 | ncall: 18817 | eff(%): 8.657 | loglstar: -inf < -0.656 < inf | logz: -14.623 +/- 0.348 | dlogz: 0.182 > 0.109
iter: 1630 | bound: 107 | nc: 2 | ncall: 18819 | eff(%): 8.661 | loglstar: -inf < -0.655 < inf | logz: -14.622 +/- 0.348 | dlogz: 0.180 > 0.109
iter: 1631 | bound: 107 | nc: 2 | ncall: 18821 | eff(%): 8.666 | loglstar: -inf < -0.654 < inf | logz: -14.621 +/- 0.349 | dlogz: 0.179 > 0.109
iter: 1632 | bound: 107 | nc: 3 | ncall: 18824 | eff(%): 8.670 | loglstar: -inf < -0.650 < inf | logz: -14.620 +/- 0.349 | dlogz: 0.177 > 0.109
iter: 1633 | bound: 107 | nc: 5 | ncall: 18829 | eff(%): 8.673 | loglstar: -inf < -0.650 < inf | logz: -14.619 +/- 0.349 | dlogz: 0.175 > 0.109
iter: 1634 | bound: 107 | nc: 2 | ncall: 18831 | eff(%): 8.677 | loglstar: -inf < -0.644 < inf | logz: -14.618 +/- 0.349 | dlogz: 0.173 > 0.109
iter: 1635 | bound: 107 | nc: 3 | ncall: 18834 | eff(%): 8.681 | loglstar: -inf < -0.635 < inf | logz: -14.617 +/- 0.349 | dlogz: 0.172 > 0.109
iter: 1636 | bound: 107 | nc: 7 | ncall: 18841 | eff(%): 8.683 | loglstar: -inf < -0.634 < inf | logz: -14.616 +/- 0.349 | dlogz: 0.170 > 0.109
iter: 1637 | bound: 107 | nc: 13 | ncall: 18854 | eff(%): 8.683 | loglstar: -inf < -0.633 < inf | logz: -14.615 +/- 0.349 | dlogz: 0.168 > 0.109
iter: 1638 | bound: 107 | nc: 10 | ncall: 18864 | eff(%): 8.683 | loglstar: -inf < -0.633 < inf | logz: -14.614 +/- 0.349 | dlogz: 0.166 > 0.109
iter: 1639 | bound: 107 | nc: 1 | ncall: 18865 | eff(%): 8.688 | loglstar: -inf < -0.633 < inf | logz: -14.613 +/- 0.349 | dlogz: 0.165 > 0.109
iter: 1640 | bound: 107 | nc: 1 | ncall: 18866 | eff(%): 8.693 | loglstar: -inf < -0.633 < inf | logz: -14.612 +/- 0.349 | dlogz: 0.163 > 0.109
iter: 1641 | bound: 107 | nc: 10 | ncall: 18876 | eff(%): 8.694 | loglstar: -inf < -0.631 < inf | logz: -14.611 +/- 0.349 | dlogz: 0.162 > 0.109
iter: 1642 | bound: 107 | nc: 4 | ncall: 18880 | eff(%): 8.697 | loglstar: -inf < -0.630 < inf | logz: -14.610 +/- 0.349 | dlogz: 0.160 > 0.109
iter: 1643 | bound: 108 | nc: 4 | ncall: 18884 | eff(%): 8.700 | loglstar: -inf < -0.628 < inf | logz: -14.609 +/- 0.349 | dlogz: 0.158 > 0.109
iter: 1644 | bound: 108 | nc: 5 | ncall: 18889 | eff(%): 8.703 | loglstar: -inf < -0.628 < inf | logz: -14.609 +/- 0.349 | dlogz: 0.157 > 0.109
iter: 1645 | bound: 108 | nc: 3 | ncall: 18892 | eff(%): 8.707 | loglstar: -inf < -0.627 < inf | logz: -14.608 +/- 0.349 | dlogz: 0.155 > 0.109
iter: 1646 | bound: 108 | nc: 6 | ncall: 18898 | eff(%): 8.710 | loglstar: -inf < -0.626 < inf | logz: -14.607 +/- 0.349 | dlogz: 0.154 > 0.109
iter: 1647 | bound: 108 | nc: 4 | ncall: 18902 | eff(%): 8.713 | loglstar: -inf < -0.623 < inf | logz: -14.606 +/- 0.349 | dlogz: 0.152 > 0.109
iter: 1648 | bound: 108 | nc: 3 | ncall: 18905 | eff(%): 8.717 | loglstar: -inf < -0.621 < inf | logz: -14.605 +/- 0.349 | dlogz: 0.151 > 0.109
iter: 1649 | bound: 108 | nc: 1 | ncall: 18906 | eff(%): 8.722 | loglstar: -inf < -0.620 < inf | logz: -14.604 +/- 0.349 | dlogz: 0.149 > 0.109
iter: 1650 | bound: 108 | nc: 2 | ncall: 18908 | eff(%): 8.726 | loglstar: -inf < -0.618 < inf | logz: -14.603 +/- 0.349 | dlogz: 0.148 > 0.109
iter: 1651 | bound: 108 | nc: 5 | ncall: 18913 | eff(%): 8.729 | loglstar: -inf < -0.616 < inf | logz: -14.602 +/- 0.349 | dlogz: 0.146 > 0.109
iter: 1652 | bound: 108 | nc: 2 | ncall: 18915 | eff(%): 8.734 | loglstar: -inf < -0.616 < inf | logz: -14.601 +/- 0.349 | dlogz: 0.145 > 0.109
iter: 1653 | bound: 108 | nc: 1 | ncall: 18916 | eff(%): 8.739 | loglstar: -inf < -0.614 < inf | logz: -14.601 +/- 0.349 | dlogz: 0.143 > 0.109
iter: 1654 | bound: 108 | nc: 6 | ncall: 18922 | eff(%): 8.741 | loglstar: -inf < -0.607 < inf | logz: -14.600 +/- 0.349 | dlogz: 0.142 > 0.109
iter: 1655 | bound: 108 | nc: 2 | ncall: 18924 | eff(%): 8.746 | loglstar: -inf < -0.606 < inf | logz: -14.599 +/- 0.349 | dlogz: 0.140 > 0.109
iter: 1656 | bound: 108 | nc: 3 | ncall: 18927 | eff(%): 8.749 | loglstar: -inf < -0.605 < inf | logz: -14.598 +/- 0.349 | dlogz: 0.139 > 0.109
iter: 1657 | bound: 108 | nc: 3 | ncall: 18930 | eff(%): 8.753 | loglstar: -inf < -0.604 < inf | logz: -14.597 +/- 0.349 | dlogz: 0.137 > 0.109
iter: 1658 | bound: 108 | nc: 3 | ncall: 18933 | eff(%): 8.757 | loglstar: -inf < -0.597 < inf | logz: -14.596 +/- 0.349 | dlogz: 0.136 > 0.109
iter: 1659 | bound: 108 | nc: 7 | ncall: 18940 | eff(%): 8.759 | loglstar: -inf < -0.595 < inf | logz: -14.596 +/- 0.349 | dlogz: 0.135 > 0.109
iter: 1660 | bound: 108 | nc: 6 | ncall: 18946 | eff(%): 8.762 | loglstar: -inf < -0.594 < inf | logz: -14.595 +/- 0.349 | dlogz: 0.133 > 0.109
iter: 1661 | bound: 108 | nc: 3 | ncall: 18949 | eff(%): 8.766 | loglstar: -inf < -0.592 < inf | logz: -14.594 +/- 0.349 | dlogz: 0.132 > 0.109
iter: 1662 | bound: 108 | nc: 2 | ncall: 18951 | eff(%): 8.770 | loglstar: -inf < -0.585 < inf | logz: -14.593 +/- 0.349 | dlogz: 0.131 > 0.109
iter: 1663 | bound: 108 | nc: 2 | ncall: 18953 | eff(%): 8.774 | loglstar: -inf < -0.585 < inf | logz: -14.592 +/- 0.349 | dlogz: 0.129 > 0.109
iter: 1664 | bound: 108 | nc: 6 | ncall: 18959 | eff(%): 8.777 | loglstar: -inf < -0.583 < inf | logz: -14.592 +/- 0.349 | dlogz: 0.128 > 0.109
iter: 1665 | bound: 108 | nc: 2 | ncall: 18961 | eff(%): 8.781 | loglstar: -inf < -0.581 < inf | logz: -14.591 +/- 0.349 | dlogz: 0.127 > 0.109
iter: 1666 | bound: 108 | nc: 11 | ncall: 18972 | eff(%): 8.781 | loglstar: -inf < -0.577 < inf | logz: -14.590 +/- 0.349 | dlogz: 0.126 > 0.109
iter: 1667 | bound: 108 | nc: 1 | ncall: 18973 | eff(%): 8.786 | loglstar: -inf < -0.577 < inf | logz: -14.589 +/- 0.349 | dlogz: 0.124 > 0.109
iter: 1668 | bound: 108 | nc: 1 | ncall: 18974 | eff(%): 8.791 | loglstar: -inf < -0.573 < inf | logz: -14.589 +/- 0.349 | dlogz: 0.123 > 0.109
iter: 1669 | bound: 108 | nc: 4 | ncall: 18978 | eff(%): 8.794 | loglstar: -inf < -0.572 < inf | logz: -14.588 +/- 0.349 | dlogz: 0.122 > 0.109
iter: 1670 | bound: 108 | nc: 2 | ncall: 18980 | eff(%): 8.799 | loglstar: -inf < -0.562 < inf | logz: -14.587 +/- 0.349 | dlogz: 0.121 > 0.109
iter: 1671 | bound: 108 | nc: 1 | ncall: 18981 | eff(%): 8.804 | loglstar: -inf < -0.561 < inf | logz: -14.586 +/- 0.349 | dlogz: 0.119 > 0.109
iter: 1672 | bound: 109 | nc: 7 | ncall: 18988 | eff(%): 8.806 | loglstar: -inf < -0.560 < inf | logz: -14.586 +/- 0.349 | dlogz: 0.118 > 0.109
iter: 1673 | bound: 109 | nc: 10 | ncall: 18998 | eff(%): 8.806 | loglstar: -inf < -0.559 < inf | logz: -14.585 +/- 0.349 | dlogz: 0.117 > 0.109
iter: 1674 | bound: 109 | nc: 3 | ncall: 19001 | eff(%): 8.810 | loglstar: -inf < -0.559 < inf | logz: -14.584 +/- 0.349 | dlogz: 0.116 > 0.109
iter: 1675 | bound: 109 | nc: 3 | ncall: 19004 | eff(%): 8.814 | loglstar: -inf < -0.558 < inf | logz: -14.583 +/- 0.349 | dlogz: 0.115 > 0.109
iter: 1676 | bound: 109 | nc: 7 | ncall: 19011 | eff(%): 8.816 | loglstar: -inf < -0.557 < inf | logz: -14.583 +/- 0.349 | dlogz: 0.114 > 0.109
iter: 1677 | bound: 109 | nc: 3 | ncall: 19014 | eff(%): 8.820 | loglstar: -inf < -0.551 < inf | logz: -14.582 +/- 0.349 | dlogz: 0.112 > 0.109
iter: 1678 | bound: 109 | nc: 4 | ncall: 19018 | eff(%): 8.823 | loglstar: -inf < -0.551 < inf | logz: -14.581 +/- 0.349 | dlogz: 0.111 > 0.109
iter: 1679 | bound: 109 | nc: 4 | ncall: 19022 | eff(%): 8.827 | loglstar: -inf < -0.549 < inf | logz: -14.581 +/- 0.349 | dlogz: 0.110 > 0.109
iter: 1680 | bound: 109 | nc: 9 | ncall: 19031 | eff(%): 8.828 | loglstar: -inf < -0.547 < inf | logz: -14.580 +/- 0.349 | dlogz: 0.109 > 0.109
iter: 1680 | +1 | bound: 109 | nc: 1 | ncall: 19032 | eff(%): 8.833 | loglstar: -inf < -0.546 < inf | logz: -14.579 +/- 0.349 | dlogz: 0.107 > 0.109
iter: 1680 | +2 | bound: 109 | nc: 1 | ncall: 19033 | eff(%): 8.838 | loglstar: -inf < -0.543 < inf | logz: -14.579 +/- 0.349 | dlogz: 0.106 > 0.109
iter: 1680 | +3 | bound: 109 | nc: 1 | ncall: 19034 | eff(%): 8.843 | loglstar: -inf < -0.538 < inf | logz: -14.578 +/- 0.349 | dlogz: 0.105 > 0.109
iter: 1680 | +4 | bound: 109 | nc: 1 | ncall: 19035 | eff(%): 8.849 | loglstar: -inf < -0.536 < inf | logz: -14.577 +/- 0.349 | dlogz: 0.104 > 0.109
iter: 1680 | +5 | bound: 109 | nc: 1 | ncall: 19036 | eff(%): 8.854 | loglstar: -inf < -0.536 < inf | logz: -14.577 +/- 0.349 | dlogz: 0.103 > 0.109
iter: 1680 | +6 | bound: 109 | nc: 1 | ncall: 19037 | eff(%): 8.859 | loglstar: -inf < -0.532 < inf | logz: -14.576 +/- 0.349 | dlogz: 0.101 > 0.109
iter: 1680 | +7 | bound: 109 | nc: 1 | ncall: 19038 | eff(%): 8.864 | loglstar: -inf < -0.531 < inf | logz: -14.575 +/- 0.349 | dlogz: 0.100 > 0.109
iter: 1680 | +8 | bound: 109 | nc: 1 | ncall: 19039 | eff(%): 8.870 | loglstar: -inf < -0.529 < inf | logz: -14.574 +/- 0.349 | dlogz: 0.099 > 0.109
iter: 1680 | +9 | bound: 109 | nc: 1 | ncall: 19040 | eff(%): 8.875 | loglstar: -inf < -0.528 < inf | logz: -14.574 +/- 0.349 | dlogz: 0.098 > 0.109
iter: 1680 | +10 | bound: 109 | nc: 1 | ncall: 19041 | eff(%): 8.880 | loglstar: -inf < -0.525 < inf | logz: -14.573 +/- 0.349 | dlogz: 0.097 > 0.109
iter: 1680 | +11 | bound: 109 | nc: 1 | ncall: 19042 | eff(%): 8.886 | loglstar: -inf < -0.525 < inf | logz: -14.572 +/- 0.349 | dlogz: 0.096 > 0.109
iter: 1680 | +12 | bound: 109 | nc: 1 | ncall: 19043 | eff(%): 8.891 | loglstar: -inf < -0.522 < inf | logz: -14.572 +/- 0.349 | dlogz: 0.095 > 0.109
iter: 1680 | +13 | bound: 109 | nc: 1 | ncall: 19044 | eff(%): 8.896 | loglstar: -inf < -0.520 < inf | logz: -14.571 +/- 0.349 | dlogz: 0.094 > 0.109
iter: 1680 | +14 | bound: 109 | nc: 1 | ncall: 19045 | eff(%): 8.901 | loglstar: -inf < -0.517 < inf | logz: -14.570 +/- 0.349 | dlogz: 0.093 > 0.109
iter: 1680 | +15 | bound: 109 | nc: 1 | ncall: 19046 | eff(%): 8.907 | loglstar: -inf < -0.516 < inf | logz: -14.570 +/- 0.349 | dlogz: 0.092 > 0.109
iter: 1680 | +16 | bound: 109 | nc: 1 | ncall: 19047 | eff(%): 8.912 | loglstar: -inf < -0.515 < inf | logz: -14.569 +/- 0.349 | dlogz: 0.091 > 0.109
iter: 1680 | +17 | bound: 109 | nc: 1 | ncall: 19048 | eff(%): 8.917 | loglstar: -inf < -0.514 < inf | logz: -14.568 +/- 0.349 | dlogz: 0.090 > 0.109
iter: 1680 | +18 | bound: 109 | nc: 1 | ncall: 19049 | eff(%): 8.922 | loglstar: -inf < -0.510 < inf | logz: -14.568 +/- 0.349 | dlogz: 0.088 > 0.109
iter: 1680 | +19 | bound: 109 | nc: 1 | ncall: 19050 | eff(%): 8.928 | loglstar: -inf < -0.510 < inf | logz: -14.567 +/- 0.349 | dlogz: 0.087 > 0.109
iter: 1680 | +20 | bound: 109 | nc: 1 | ncall: 19051 | eff(%): 8.933 | loglstar: -inf < -0.508 < inf | logz: -14.566 +/- 0.349 | dlogz: 0.086 > 0.109
iter: 1680 | +21 | bound: 109 | nc: 1 | ncall: 19052 | eff(%): 8.938 | loglstar: -inf < -0.507 < inf | logz: -14.566 +/- 0.349 | dlogz: 0.085 > 0.109
iter: 1680 | +22 | bound: 109 | nc: 1 | ncall: 19053 | eff(%): 8.943 | loglstar: -inf < -0.506 < inf | logz: -14.565 +/- 0.349 | dlogz: 0.084 > 0.109
iter: 1680 | +23 | bound: 109 | nc: 1 | ncall: 19054 | eff(%): 8.949 | loglstar: -inf < -0.504 < inf | logz: -14.564 +/- 0.349 | dlogz: 0.083 > 0.109
iter: 1680 | +24 | bound: 109 | nc: 1 | ncall: 19055 | eff(%): 8.954 | loglstar: -inf < -0.500 < inf | logz: -14.563 +/- 0.349 | dlogz: 0.082 > 0.109
iter: 1680 | +25 | bound: 109 | nc: 1 | ncall: 19056 | eff(%): 8.959 | loglstar: -inf < -0.498 < inf | logz: -14.563 +/- 0.349 | dlogz: 0.081 > 0.109
iter: 1680 | +26 | bound: 109 | nc: 1 | ncall: 19057 | eff(%): 8.964 | loglstar: -inf < -0.496 < inf | logz: -14.562 +/- 0.349 | dlogz: 0.080 > 0.109
iter: 1680 | +27 | bound: 109 | nc: 1 | ncall: 19058 | eff(%): 8.970 | loglstar: -inf < -0.492 < inf | logz: -14.561 +/- 0.349 | dlogz: 0.079 > 0.109
iter: 1680 | +28 | bound: 109 | nc: 1 | ncall: 19059 | eff(%): 8.975 | loglstar: -inf < -0.491 < inf | logz: -14.561 +/- 0.349 | dlogz: 0.078 > 0.109
iter: 1680 | +29 | bound: 109 | nc: 1 | ncall: 19060 | eff(%): 8.980 | loglstar: -inf < -0.487 < inf | logz: -14.560 +/- 0.349 | dlogz: 0.077 > 0.109
iter: 1680 | +30 | bound: 109 | nc: 1 | ncall: 19061 | eff(%): 8.985 | loglstar: -inf < -0.486 < inf | logz: -14.559 +/- 0.349 | dlogz: 0.076 > 0.109
iter: 1680 | +31 | bound: 109 | nc: 1 | ncall: 19062 | eff(%): 8.991 | loglstar: -inf < -0.485 < inf | logz: -14.559 +/- 0.349 | dlogz: 0.074 > 0.109
iter: 1680 | +32 | bound: 109 | nc: 1 | ncall: 19063 | eff(%): 8.996 | loglstar: -inf < -0.484 < inf | logz: -14.558 +/- 0.349 | dlogz: 0.073 > 0.109
iter: 1680 | +33 | bound: 109 | nc: 1 | ncall: 19064 | eff(%): 9.001 | loglstar: -inf < -0.478 < inf | logz: -14.557 +/- 0.349 | dlogz: 0.072 > 0.109
iter: 1680 | +34 | bound: 109 | nc: 1 | ncall: 19065 | eff(%): 9.006 | loglstar: -inf < -0.475 < inf | logz: -14.556 +/- 0.349 | dlogz: 0.071 > 0.109
iter: 1680 | +35 | bound: 109 | nc: 1 | ncall: 19066 | eff(%): 9.012 | loglstar: -inf < -0.470 < inf | logz: -14.556 +/- 0.349 | dlogz: 0.070 > 0.109
iter: 1680 | +36 | bound: 109 | nc: 1 | ncall: 19067 | eff(%): 9.017 | loglstar: -inf < -0.466 < inf | logz: -14.555 +/- 0.349 | dlogz: 0.069 > 0.109
iter: 1680 | +37 | bound: 109 | nc: 1 | ncall: 19068 | eff(%): 9.022 | loglstar: -inf < -0.464 < inf | logz: -14.554 +/- 0.349 | dlogz: 0.068 > 0.109
iter: 1680 | +38 | bound: 109 | nc: 1 | ncall: 19069 | eff(%): 9.027 | loglstar: -inf < -0.460 < inf | logz: -14.554 +/- 0.349 | dlogz: 0.067 > 0.109
iter: 1680 | +39 | bound: 109 | nc: 1 | ncall: 19070 | eff(%): 9.033 | loglstar: -inf < -0.457 < inf | logz: -14.553 +/- 0.349 | dlogz: 0.066 > 0.109
iter: 1680 | +40 | bound: 109 | nc: 1 | ncall: 19071 | eff(%): 9.038 | loglstar: -inf < -0.449 < inf | logz: -14.552 +/- 0.349 | dlogz: 0.065 > 0.109
iter: 1680 | +41 | bound: 109 | nc: 1 | ncall: 19072 | eff(%): 9.043 | loglstar: -inf < -0.446 < inf | logz: -14.551 +/- 0.349 | dlogz: 0.064 > 0.109
iter: 1680 | +42 | bound: 109 | nc: 1 | ncall: 19073 | eff(%): 9.048 | loglstar: -inf < -0.439 < inf | logz: -14.551 +/- 0.349 | dlogz: 0.063 > 0.109
iter: 1680 | +43 | bound: 109 | nc: 1 | ncall: 19074 | eff(%): 9.054 | loglstar: -inf < -0.439 < inf | logz: -14.550 +/- 0.349 | dlogz: 0.062 > 0.109
iter: 1680 | +44 | bound: 109 | nc: 1 | ncall: 19075 | eff(%): 9.059 | loglstar: -inf < -0.430 < inf | logz: -14.549 +/- 0.349 | dlogz: 0.061 > 0.109
iter: 1680 | +45 | bound: 109 | nc: 1 | ncall: 19076 | eff(%): 9.064 | loglstar: -inf < -0.419 < inf | logz: -14.548 +/- 0.349 | dlogz: 0.059 > 0.109
iter: 1680 | +46 | bound: 109 | nc: 1 | ncall: 19077 | eff(%): 9.069 | loglstar: -inf < -0.418 < inf | logz: -14.548 +/- 0.349 | dlogz: 0.058 > 0.109
iter: 1680 | +47 | bound: 109 | nc: 1 | ncall: 19078 | eff(%): 9.075 | loglstar: -inf < -0.418 < inf | logz: -14.547 +/- 0.349 | dlogz: 0.057 > 0.109
iter: 1680 | +48 | bound: 109 | nc: 1 | ncall: 19079 | eff(%): 9.080 | loglstar: -inf < -0.416 < inf | logz: -14.546 +/- 0.349 | dlogz: 0.056 > 0.109
iter: 1680 | +49 | bound: 109 | nc: 1 | ncall: 19080 | eff(%): 9.085 | loglstar: -inf < -0.416 < inf | logz: -14.545 +/- 0.350 | dlogz: 0.055 > 0.109
iter: 1680 | +50 | bound: 109 | nc: 1 | ncall: 19081 | eff(%): 9.090 | loglstar: -inf < -0.412 < inf | logz: -14.545 +/- 0.350 | dlogz: 0.054 > 0.109
iter: 1680 | +51 | bound: 109 | nc: 1 | ncall: 19082 | eff(%): 9.096 | loglstar: -inf < -0.405 < inf | logz: -14.544 +/- 0.350 | dlogz: 0.053 > 0.109
iter: 1680 | +52 | bound: 109 | nc: 1 | ncall: 19083 | eff(%): 9.101 | loglstar: -inf < -0.402 < inf | logz: -14.543 +/- 0.350 | dlogz: 0.052 > 0.109
iter: 1680 | +53 | bound: 109 | nc: 1 | ncall: 19084 | eff(%): 9.106 | loglstar: -inf < -0.398 < inf | logz: -14.542 +/- 0.350 | dlogz: 0.051 > 0.109
iter: 1680 | +54 | bound: 109 | nc: 1 | ncall: 19085 | eff(%): 9.111 | loglstar: -inf < -0.398 < inf | logz: -14.542 +/- 0.350 | dlogz: 0.050 > 0.109
iter: 1680 | +55 | bound: 109 | nc: 1 | ncall: 19086 | eff(%): 9.117 | loglstar: -inf < -0.389 < inf | logz: -14.541 +/- 0.350 | dlogz: 0.049 > 0.109
iter: 1680 | +56 | bound: 109 | nc: 1 | ncall: 19087 | eff(%): 9.122 | loglstar: -inf < -0.388 < inf | logz: -14.540 +/- 0.350 | dlogz: 0.048 > 0.109
iter: 1680 | +57 | bound: 109 | nc: 1 | ncall: 19088 | eff(%): 9.127 | loglstar: -inf < -0.387 < inf | logz: -14.539 +/- 0.350 | dlogz: 0.047 > 0.109
iter: 1680 | +58 | bound: 109 | nc: 1 | ncall: 19089 | eff(%): 9.132 | loglstar: -inf < -0.385 < inf | logz: -14.539 +/- 0.350 | dlogz: 0.046 > 0.109
iter: 1680 | +59 | bound: 109 | nc: 1 | ncall: 19090 | eff(%): 9.138 | loglstar: -inf < -0.381 < inf | logz: -14.538 +/- 0.350 | dlogz: 0.044 > 0.109
iter: 1680 | +60 | bound: 109 | nc: 1 | ncall: 19091 | eff(%): 9.143 | loglstar: -inf < -0.380 < inf | logz: -14.537 +/- 0.350 | dlogz: 0.043 > 0.109
iter: 1680 | +61 | bound: 109 | nc: 1 | ncall: 19092 | eff(%): 9.148 | loglstar: -inf < -0.373 < inf | logz: -14.536 +/- 0.350 | dlogz: 0.042 > 0.109
iter: 1680 | +62 | bound: 109 | nc: 1 | ncall: 19093 | eff(%): 9.153 | loglstar: -inf < -0.373 < inf | logz: -14.536 +/- 0.350 | dlogz: 0.041 > 0.109
iter: 1680 | +63 | bound: 109 | nc: 1 | ncall: 19094 | eff(%): 9.159 | loglstar: -inf < -0.365 < inf | logz: -14.535 +/- 0.350 | dlogz: 0.040 > 0.109
iter: 1680 | +64 | bound: 109 | nc: 1 | ncall: 19095 | eff(%): 9.164 | loglstar: -inf < -0.354 < inf | logz: -14.534 +/- 0.350 | dlogz: 0.039 > 0.109
iter: 1680 | +65 | bound: 109 | nc: 1 | ncall: 19096 | eff(%): 9.169 | loglstar: -inf < -0.341 < inf | logz: -14.533 +/- 0.350 | dlogz: 0.038 > 0.109
iter: 1680 | +66 | bound: 109 | nc: 1 | ncall: 19097 | eff(%): 9.175 | loglstar: -inf < -0.340 < inf | logz: -14.532 +/- 0.350 | dlogz: 0.037 > 0.109
iter: 1680 | +67 | bound: 109 | nc: 1 | ncall: 19098 | eff(%): 9.180 | loglstar: -inf < -0.327 < inf | logz: -14.532 +/- 0.350 | dlogz: 0.036 > 0.109
iter: 1680 | +68 | bound: 109 | nc: 1 | ncall: 19099 | eff(%): 9.185 | loglstar: -inf < -0.326 < inf | logz: -14.531 +/- 0.350 | dlogz: 0.035 > 0.109
iter: 1680 | +69 | bound: 109 | nc: 1 | ncall: 19100 | eff(%): 9.190 | loglstar: -inf < -0.310 < inf | logz: -14.530 +/- 0.350 | dlogz: 0.034 > 0.109
iter: 1680 | +70 | bound: 109 | nc: 1 | ncall: 19101 | eff(%): 9.196 | loglstar: -inf < -0.309 < inf | logz: -14.529 +/- 0.350 | dlogz: 0.033 > 0.109
iter: 1680 | +71 | bound: 109 | nc: 1 | ncall: 19102 | eff(%): 9.201 | loglstar: -inf < -0.299 < inf | logz: -14.528 +/- 0.350 | dlogz: 0.032 > 0.109
iter: 1680 | +72 | bound: 109 | nc: 1 | ncall: 19103 | eff(%): 9.206 | loglstar: -inf < -0.297 < inf | logz: -14.528 +/- 0.350 | dlogz: 0.031 > 0.109
iter: 1680 | +73 | bound: 109 | nc: 1 | ncall: 19104 | eff(%): 9.211 | loglstar: -inf < -0.296 < inf | logz: -14.527 +/- 0.350 | dlogz: 0.030 > 0.109
iter: 1680 | +74 | bound: 109 | nc: 1 | ncall: 19105 | eff(%): 9.217 | loglstar: -inf < -0.296 < inf | logz: -14.526 +/- 0.350 | dlogz: 0.028 > 0.109
iter: 1680 | +75 | bound: 109 | nc: 1 | ncall: 19106 | eff(%): 9.222 | loglstar: -inf < -0.287 < inf | logz: -14.525 +/- 0.350 | dlogz: 0.027 > 0.109
iter: 1680 | +76 | bound: 109 | nc: 1 | ncall: 19107 | eff(%): 9.227 | loglstar: -inf < -0.273 < inf | logz: -14.524 +/- 0.350 | dlogz: 0.026 > 0.109
iter: 1680 | +77 | bound: 109 | nc: 1 | ncall: 19108 | eff(%): 9.232 | loglstar: -inf < -0.271 < inf | logz: -14.523 +/- 0.350 | dlogz: 0.025 > 0.109
iter: 1680 | +78 | bound: 109 | nc: 1 | ncall: 19109 | eff(%): 9.238 | loglstar: -inf < -0.268 < inf | logz: -14.523 +/- 0.350 | dlogz: 0.024 > 0.109
iter: 1680 | +79 | bound: 109 | nc: 1 | ncall: 19110 | eff(%): 9.243 | loglstar: -inf < -0.268 < inf | logz: -14.522 +/- 0.350 | dlogz: 0.023 > 0.109
iter: 1680 | +80 | bound: 109 | nc: 1 | ncall: 19111 | eff(%): 9.248 | loglstar: -inf < -0.261 < inf | logz: -14.521 +/- 0.350 | dlogz: 0.022 > 0.109
iter: 1680 | +81 | bound: 109 | nc: 1 | ncall: 19112 | eff(%): 9.253 | loglstar: -inf < -0.244 < inf | logz: -14.520 +/- 0.351 | dlogz: 0.021 > 0.109
iter: 1680 | +82 | bound: 109 | nc: 1 | ncall: 19113 | eff(%): 9.259 | loglstar: -inf < -0.241 < inf | logz: -14.519 +/- 0.351 | dlogz: 0.020 > 0.109
iter: 1680 | +83 | bound: 109 | nc: 1 | ncall: 19114 | eff(%): 9.264 | loglstar: -inf < -0.240 < inf | logz: -14.518 +/- 0.351 | dlogz: 0.019 > 0.109
iter: 1680 | +84 | bound: 109 | nc: 1 | ncall: 19115 | eff(%): 9.269 | loglstar: -inf < -0.238 < inf | logz: -14.517 +/- 0.351 | dlogz: 0.018 > 0.109
iter: 1680 | +85 | bound: 109 | nc: 1 | ncall: 19116 | eff(%): 9.274 | loglstar: -inf < -0.236 < inf | logz: -14.517 +/- 0.351 | dlogz: 0.017 > 0.109
iter: 1680 | +86 | bound: 109 | nc: 1 | ncall: 19117 | eff(%): 9.280 | loglstar: -inf < -0.216 < inf | logz: -14.516 +/- 0.351 | dlogz: 0.016 > 0.109
iter: 1680 | +87 | bound: 109 | nc: 1 | ncall: 19118 | eff(%): 9.285 | loglstar: -inf < -0.215 < inf | logz: -14.515 +/- 0.351 | dlogz: 0.015 > 0.109
iter: 1680 | +88 | bound: 109 | nc: 1 | ncall: 19119 | eff(%): 9.290 | loglstar: -inf < -0.204 < inf | logz: -14.514 +/- 0.351 | dlogz: 0.014 > 0.109
iter: 1680 | +89 | bound: 109 | nc: 1 | ncall: 19120 | eff(%): 9.295 | loglstar: -inf < -0.202 < inf | logz: -14.513 +/- 0.351 | dlogz: 0.013 > 0.109
iter: 1680 | +90 | bound: 109 | nc: 1 | ncall: 19121 | eff(%): 9.301 | loglstar: -inf < -0.200 < inf | logz: -14.512 +/- 0.351 | dlogz: 0.012 > 0.109
iter: 1680 | +91 | bound: 109 | nc: 1 | ncall: 19122 | eff(%): 9.306 | loglstar: -inf < -0.182 < inf | logz: -14.511 +/- 0.351 | dlogz: 0.010 > 0.109
iter: 1680 | +92 | bound: 109 | nc: 1 | ncall: 19123 | eff(%): 9.311 | loglstar: -inf < -0.179 < inf | logz: -14.510 +/- 0.352 | dlogz: 0.009 > 0.109
iter: 1680 | +93 | bound: 109 | nc: 1 | ncall: 19124 | eff(%): 9.316 | loglstar: -inf < -0.173 < inf | logz: -14.509 +/- 0.352 | dlogz: 0.008 > 0.109
iter: 1680 | +94 | bound: 109 | nc: 1 | ncall: 19125 | eff(%): 9.322 | loglstar: -inf < -0.169 < inf | logz: -14.509 +/- 0.352 | dlogz: 0.007 > 0.109
iter: 1680 | +95 | bound: 109 | nc: 1 | ncall: 19126 | eff(%): 9.327 | loglstar: -inf < -0.163 < inf | logz: -14.508 +/- 0.352 | dlogz: 0.006 > 0.109
iter: 1680 | +96 | bound: 109 | nc: 1 | ncall: 19127 | eff(%): 9.332 | loglstar: -inf < -0.138 < inf | logz: -14.507 +/- 0.352 | dlogz: 0.005 > 0.109
iter: 1680 | +97 | bound: 109 | nc: 1 | ncall: 19128 | eff(%): 9.337 | loglstar: -inf < -0.130 < inf | logz: -14.506 +/- 0.353 | dlogz: 0.004 > 0.109
iter: 1680 | +98 | bound: 109 | nc: 1 | ncall: 19129 | eff(%): 9.343 | loglstar: -inf < -0.114 < inf | logz: -14.505 +/- 0.353 | dlogz: 0.003 > 0.109
iter: 1680 | +99 | bound: 109 | nc: 1 | ncall: 19130 | eff(%): 9.348 | loglstar: -inf < -0.065 < inf | logz: -14.504 +/- 0.354 | dlogz: 0.002 > 0.109
iter: 1680 | +100 | bound: 109 | nc: 1 | ncall: 19131 | eff(%): 9.353 | loglstar: -inf < -0.035 < inf | logz: -14.503 +/- 0.355 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -26.95%
Elapsed Time for Photometry: 139.85573559199997
Starting 2.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36168381, -69.46125064)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -662158.153 < inf | logz: -662163.461 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -460737.871 < inf | logz: -460743.189 +/- 0.230 | dlogz: 662097.427 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -449546.481 < inf | logz: -449551.809 +/- 0.230 | dlogz: 460679.051 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -421994.621 < inf | logz: -421999.959 +/- 0.230 | dlogz: 449487.661 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -415203.149 < inf | logz: -415208.497 +/- 0.231 | dlogz: 421935.802 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -410258.675 < inf | logz: -410264.033 +/- 0.231 | dlogz: 415147.182 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -386316.495 < inf | logz: -386321.863 +/- 0.231 | dlogz: 410202.708 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -376620.064 < inf | logz: -376625.442 +/- 0.231 | dlogz: 386260.528 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -273964.299 < inf | logz: -273969.687 +/- 0.232 | dlogz: 376564.096 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -261381.511 < inf | logz: -261386.909 +/- 0.232 | dlogz: 273908.331 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -223895.234 < inf | logz: -223900.642 +/- 0.232 | dlogz: 261325.544 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -203315.106 < inf | logz: -203320.524 +/- 0.232 | dlogz: 223839.267 > 0.109
iter: 13 | bound: 0 | nc: 2 | ncall: 114 | eff(%): 11.404 | loglstar: -inf < -201328.732 < inf | logz: -201334.159 +/- 0.232 | dlogz: 203259.139 > 0.109
iter: 14 | bound: 0 | nc: 2 | ncall: 116 | eff(%): 12.069 | loglstar: -inf < -184925.898 < inf | logz: -184931.336 +/- 0.233 | dlogz: 201272.764 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 12.821 | loglstar: -inf < -183878.033 < inf | logz: -183883.481 +/- 0.233 | dlogz: 184869.931 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 13.559 | loglstar: -inf < -176625.174 < inf | logz: -176630.632 +/- 0.233 | dlogz: 183822.066 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 14.286 | loglstar: -inf < -166338.843 < inf | logz: -166344.311 +/- 0.233 | dlogz: 176569.207 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 15.000 | loglstar: -inf < -134875.654 < inf | logz: -134881.132 +/- 0.233 | dlogz: 166282.876 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 15.702 | loglstar: -inf < -134254.836 < inf | logz: -134260.323 +/- 0.234 | dlogz: 134819.687 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 16.393 | loglstar: -inf < -124786.933 < inf | logz: -124792.430 +/- 0.234 | dlogz: 134198.868 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 17.073 | loglstar: -inf < -122030.137 < inf | logz: -122035.644 +/- 0.234 | dlogz: 124730.965 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 17.742 | loglstar: -inf < -116027.959 < inf | logz: -116033.476 +/- 0.234 | dlogz: 121974.170 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 18.400 | loglstar: -inf < -109336.731 < inf | logz: -109342.258 +/- 0.235 | dlogz: 115971.992 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 19.048 | loglstar: -inf < -105340.691 < inf | logz: -105346.228 +/- 0.235 | dlogz: 109280.763 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 19.685 | loglstar: -inf < -99052.860 < inf | logz: -99058.408 +/- 0.235 | dlogz: 105284.723 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 20.312 | loglstar: -inf < -96319.964 < inf | logz: -96325.521 +/- 0.235 | dlogz: 98996.893 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 20.930 | loglstar: -inf < -87229.534 < inf | logz: -87235.101 +/- 0.235 | dlogz: 96263.997 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 21.538 | loglstar: -inf < -85270.948 < inf | logz: -85276.525 +/- 0.236 | dlogz: 87173.567 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 22.137 | loglstar: -inf < -80763.308 < inf | logz: -80768.895 +/- 0.236 | dlogz: 85214.981 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 22.727 | loglstar: -inf < -78412.497 < inf | logz: -78418.094 +/- 0.236 | dlogz: 80707.341 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 23.308 | loglstar: -inf < -75600.059 < inf | logz: -75605.666 +/- 0.236 | dlogz: 78356.530 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 23.881 | loglstar: -inf < -75211.649 < inf | logz: -75217.266 +/- 0.236 | dlogz: 75544.092 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 24.444 | loglstar: -inf < -71527.220 < inf | logz: -71532.847 +/- 0.237 | dlogz: 75155.681 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 25.000 | loglstar: -inf < -65703.670 < inf | logz: -65709.307 +/- 0.237 | dlogz: 71471.253 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 25.547 | loglstar: -inf < -64703.629 < inf | logz: -64709.275 +/- 0.237 | dlogz: 65647.703 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 26.087 | loglstar: -inf < -57818.406 < inf | logz: -57824.062 +/- 0.237 | dlogz: 64647.661 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 26.619 | loglstar: -inf < -57253.200 < inf | logz: -57258.866 +/- 0.237 | dlogz: 57762.438 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 27.143 | loglstar: -inf < -53814.086 < inf | logz: -53819.762 +/- 0.238 | dlogz: 57197.233 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 27.660 | loglstar: -inf < -53305.633 < inf | logz: -53311.319 +/- 0.238 | dlogz: 53758.119 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 28.169 | loglstar: -inf < -50086.127 < inf | logz: -50091.824 +/- 0.238 | dlogz: 53249.666 > 0.109
iter: 41 | bound: 0 | nc: 3 | ncall: 145 | eff(%): 28.276 | loglstar: -inf < -49992.957 < inf | logz: -49998.663 +/- 0.238 | dlogz: 50030.160 > 0.109
iter: 42 | bound: 0 | nc: 2 | ncall: 147 | eff(%): 28.571 | loglstar: -inf < -45924.899 < inf | logz: -45930.616 +/- 0.238 | dlogz: 49936.989 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 148 | eff(%): 29.054 | loglstar: -inf < -45279.234 < inf | logz: -45284.960 +/- 0.239 | dlogz: 45868.932 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 29.530 | loglstar: -inf < -42668.067 < inf | logz: -42673.803 +/- 0.239 | dlogz: 45223.267 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 30.000 | loglstar: -inf < -35538.909 < inf | logz: -35544.655 +/- 0.239 | dlogz: 42612.100 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 152 | eff(%): 30.263 | loglstar: -inf < -31784.743 < inf | logz: -31790.499 +/- 0.239 | dlogz: 35482.942 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 30.719 | loglstar: -inf < -30184.933 < inf | logz: -30190.699 +/- 0.240 | dlogz: 31728.775 > 0.109
iter: 48 | bound: 0 | nc: 2 | ncall: 155 | eff(%): 30.968 | loglstar: -inf < -30007.423 < inf | logz: -30013.198 +/- 0.240 | dlogz: 30128.965 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 31.410 | loglstar: -inf < -29202.111 < inf | logz: -29207.897 +/- 0.240 | dlogz: 29951.455 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 31.847 | loglstar: -inf < -24420.621 < inf | logz: -24426.417 +/- 0.240 | dlogz: 29146.144 > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 32.278 | loglstar: -inf < -23471.811 < inf | logz: -23477.617 +/- 0.240 | dlogz: 24364.654 > 0.109
iter: 52 | bound: 0 | nc: 3 | ncall: 161 | eff(%): 32.298 | loglstar: -inf < -22952.789 < inf | logz: -22958.605 +/- 0.241 | dlogz: 23415.843 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 162 | eff(%): 32.716 | loglstar: -inf < -22345.317 < inf | logz: -22351.143 +/- 0.241 | dlogz: 22896.822 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 33.129 | loglstar: -inf < -20441.201 < inf | logz: -20447.037 +/- 0.241 | dlogz: 22289.350 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 33.537 | loglstar: -inf < -19952.047 < inf | logz: -19957.892 +/- 0.241 | dlogz: 20385.234 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 33.939 | loglstar: -inf < -19642.733 < inf | logz: -19648.588 +/- 0.241 | dlogz: 19896.079 > 0.109
iter: 57 | bound: 0 | nc: 2 | ncall: 167 | eff(%): 34.132 | loglstar: -inf < -19497.692 < inf | logz: -19503.557 +/- 0.242 | dlogz: 19586.766 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 168 | eff(%): 34.524 | loglstar: -inf < -19225.967 < inf | logz: -19231.843 +/- 0.242 | dlogz: 19441.724 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 169 | eff(%): 34.911 | loglstar: -inf < -18908.106 < inf | logz: -18913.991 +/- 0.242 | dlogz: 19170.000 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 35.294 | loglstar: -inf < -17997.509 < inf | logz: -18003.405 +/- 0.242 | dlogz: 18852.139 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 172 | eff(%): 35.465 | loglstar: -inf < -16691.151 < inf | logz: -16697.056 +/- 0.242 | dlogz: 17941.542 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 173 | eff(%): 35.838 | loglstar: -inf < -16456.372 < inf | logz: -16462.288 +/- 0.243 | dlogz: 16635.184 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 36.207 | loglstar: -inf < -14687.490 < inf | logz: -14693.415 +/- 0.243 | dlogz: 16400.405 > 0.109
iter: 64 | bound: 0 | nc: 2 | ncall: 176 | eff(%): 36.364 | loglstar: -inf < -14666.043 < inf | logz: -14671.978 +/- 0.243 | dlogz: 14654.117 > 0.109
iter: 65 | bound: 0 | nc: 2 | ncall: 178 | eff(%): 36.517 | loglstar: -inf < -13921.266 < inf | logz: -13927.211 +/- 0.243 | dlogz: 14632.670 > 0.109
iter: 66 | bound: 0 | nc: 3 | ncall: 181 | eff(%): 36.464 | loglstar: -inf < -12458.104 < inf | logz: -12464.059 +/- 0.243 | dlogz: 13887.894 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 182 | eff(%): 36.813 | loglstar: -inf < -12338.737 < inf | logz: -12344.702 +/- 0.244 | dlogz: 12424.732 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 183 | eff(%): 37.158 | loglstar: -inf < -12260.957 < inf | logz: -12266.932 +/- 0.244 | dlogz: 12305.365 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 37.500 | loglstar: -inf < -11475.156 < inf | logz: -11481.141 +/- 0.244 | dlogz: 12227.584 > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 186 | eff(%): 37.634 | loglstar: -inf < -10264.790 < inf | logz: -10270.785 +/- 0.244 | dlogz: 11441.784 > 0.109
iter: 71 | bound: 0 | nc: 3 | ncall: 189 | eff(%): 37.566 | loglstar: -inf < -10264.006 < inf | logz: -10269.359 +/- 0.223 | dlogz: 10231.417 > 0.109
iter: 72 | bound: 0 | nc: 3 | ncall: 192 | eff(%): 37.500 | loglstar: -inf < -10027.820 < inf | logz: -10033.835 +/- 0.245 | dlogz: 10229.982 > 0.109
iter: 73 | bound: 0 | nc: 3 | ncall: 195 | eff(%): 37.436 | loglstar: -inf < -9734.022 < inf | logz: -9740.047 +/- 0.245 | dlogz: 9994.448 > 0.109
iter: 74 | bound: 0 | nc: 3 | ncall: 198 | eff(%): 37.374 | loglstar: -inf < -9582.498 < inf | logz: -9588.533 +/- 0.245 | dlogz: 9700.649 > 0.109
iter: 75 | bound: 0 | nc: 11 | ncall: 209 | eff(%): 35.885 | loglstar: -inf < -9047.441 < inf | logz: -9053.486 +/- 0.245 | dlogz: 9549.125 > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 212 | eff(%): 35.849 | loglstar: -inf < -9026.299 < inf | logz: -9032.354 +/- 0.245 | dlogz: 9014.069 > 0.109
iter: 77 | bound: 0 | nc: 6 | ncall: 218 | eff(%): 35.321 | loglstar: -inf < -8961.467 < inf | logz: -8967.531 +/- 0.246 | dlogz: 8992.927 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 35.616 | loglstar: -inf < -8944.959 < inf | logz: -8951.033 +/- 0.246 | dlogz: 8928.094 > 0.109
iter: 79 | bound: 0 | nc: 3 | ncall: 222 | eff(%): 35.586 | loglstar: -inf < -8628.815 < inf | logz: -8634.900 +/- 0.246 | dlogz: 8911.586 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 223 | eff(%): 35.874 | loglstar: -inf < -8261.572 < inf | logz: -8267.666 +/- 0.246 | dlogz: 8595.443 > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 224 | eff(%): 36.161 | loglstar: -inf < -8028.871 < inf | logz: -8034.975 +/- 0.246 | dlogz: 8228.199 > 0.109
iter: 82 | bound: 0 | nc: 2 | ncall: 226 | eff(%): 36.283 | loglstar: -inf < -7551.840 < inf | logz: -7557.955 +/- 0.247 | dlogz: 7995.498 > 0.109
iter: 83 | bound: 0 | nc: 2 | ncall: 228 | eff(%): 36.404 | loglstar: -inf < -7390.609 < inf | logz: -7396.733 +/- 0.247 | dlogz: 7518.468 > 0.109
iter: 84 | bound: 0 | nc: 8 | ncall: 236 | eff(%): 35.593 | loglstar: -inf < -7137.590 < inf | logz: -7143.724 +/- 0.247 | dlogz: 7357.237 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 237 | eff(%): 35.865 | loglstar: -inf < -7118.385 < inf | logz: -7124.530 +/- 0.247 | dlogz: 7104.218 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 239 | eff(%): 35.983 | loglstar: -inf < -6559.017 < inf | logz: -6565.171 +/- 0.247 | dlogz: 7085.013 > 0.109
iter: 87 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 36.100 | loglstar: -inf < -6502.160 < inf | logz: -6508.324 +/- 0.248 | dlogz: 6525.645 > 0.109
iter: 88 | bound: 0 | nc: 2 | ncall: 243 | eff(%): 36.214 | loglstar: -inf < -6398.005 < inf | logz: -6404.179 +/- 0.248 | dlogz: 6492.587 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 244 | eff(%): 36.475 | loglstar: -inf < -6267.884 < inf | logz: -6274.068 +/- 0.248 | dlogz: 6388.433 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 246 | eff(%): 36.585 | loglstar: -inf < -6153.996 < inf | logz: -6160.190 +/- 0.248 | dlogz: 6258.311 > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 248 | eff(%): 36.694 | loglstar: -inf < -6006.904 < inf | logz: -6013.108 +/- 0.248 | dlogz: 6144.423 > 0.109
iter: 92 | bound: 0 | nc: 5 | ncall: 253 | eff(%): 36.364 | loglstar: -inf < -5591.142 < inf | logz: -5597.356 +/- 0.249 | dlogz: 5997.331 > 0.109
iter: 93 | bound: 0 | nc: 3 | ncall: 256 | eff(%): 36.328 | loglstar: -inf < -5543.650 < inf | logz: -5549.874 +/- 0.249 | dlogz: 5581.569 > 0.109
iter: 94 | bound: 0 | nc: 1 | ncall: 257 | eff(%): 36.576 | loglstar: -inf < -4922.127 < inf | logz: -4928.361 +/- 0.249 | dlogz: 5534.077 > 0.109
iter: 95 | bound: 0 | nc: 3 | ncall: 260 | eff(%): 36.538 | loglstar: -inf < -4845.245 < inf | logz: -4851.489 +/- 0.249 | dlogz: 4912.554 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 261 | eff(%): 36.782 | loglstar: -inf < -4747.332 < inf | logz: -4753.586 +/- 0.249 | dlogz: 4835.672 > 0.109
iter: 97 | bound: 0 | nc: 4 | ncall: 265 | eff(%): 36.604 | loglstar: -inf < -4447.106 < inf | logz: -4453.369 +/- 0.250 | dlogz: 4737.759 > 0.109
iter: 98 | bound: 0 | nc: 4 | ncall: 269 | eff(%): 36.431 | loglstar: -inf < -3985.039 < inf | logz: -3991.313 +/- 0.250 | dlogz: 4437.533 > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 270 | eff(%): 36.667 | loglstar: -inf < -3866.752 < inf | logz: -3873.036 +/- 0.250 | dlogz: 3975.466 > 0.109
iter: 100 | bound: 0 | nc: 3 | ncall: 273 | eff(%): 36.630 | loglstar: -inf < -3497.245 < inf | logz: -3503.538 +/- 0.250 | dlogz: 3857.179 > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 275 | eff(%): 36.727 | loglstar: -inf < -3290.330 < inf | logz: -3296.633 +/- 0.250 | dlogz: 3487.672 > 0.109
iter: 102 | bound: 0 | nc: 3 | ncall: 278 | eff(%): 36.691 | loglstar: -inf < -3288.381 < inf | logz: -3294.442 +/- 0.237 | dlogz: 3280.757 > 0.109
iter: 103 | bound: 0 | nc: 2 | ncall: 280 | eff(%): 36.786 | loglstar: -inf < -3244.880 < inf | logz: -3251.203 +/- 0.251 | dlogz: 3278.556 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 281 | eff(%): 37.011 | loglstar: -inf < -3199.433 < inf | logz: -3205.767 +/- 0.251 | dlogz: 3235.307 > 0.109
iter: 105 | bound: 0 | nc: 2 | ncall: 283 | eff(%): 37.102 | loglstar: -inf < -3113.996 < inf | logz: -3120.340 +/- 0.251 | dlogz: 3189.861 > 0.109
iter: 106 | bound: 0 | nc: 3 | ncall: 286 | eff(%): 37.063 | loglstar: -inf < -3056.075 < inf | logz: -3062.428 +/- 0.251 | dlogz: 3104.424 > 0.109
iter: 107 | bound: 0 | nc: 4 | ncall: 290 | eff(%): 36.897 | loglstar: -inf < -2876.894 < inf | logz: -2883.257 +/- 0.252 | dlogz: 3046.502 > 0.109
iter: 108 | bound: 0 | nc: 4 | ncall: 294 | eff(%): 36.735 | loglstar: -inf < -2819.657 < inf | logz: -2826.030 +/- 0.252 | dlogz: 2867.321 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 295 | eff(%): 36.949 | loglstar: -inf < -2731.790 < inf | logz: -2738.173 +/- 0.252 | dlogz: 2810.084 > 0.109
iter: 110 | bound: 0 | nc: 3 | ncall: 298 | eff(%): 36.913 | loglstar: -inf < -2704.299 < inf | logz: -2710.692 +/- 0.252 | dlogz: 2722.217 > 0.109
iter: 111 | bound: 0 | nc: 3 | ncall: 301 | eff(%): 36.877 | loglstar: -inf < -2512.989 < inf | logz: -2519.392 +/- 0.252 | dlogz: 2694.726 > 0.109
iter: 112 | bound: 0 | nc: 1 | ncall: 302 | eff(%): 37.086 | loglstar: -inf < -2503.763 < inf | logz: -2510.175 +/- 0.253 | dlogz: 2503.416 > 0.109
iter: 113 | bound: 0 | nc: 3 | ncall: 305 | eff(%): 37.049 | loglstar: -inf < -2415.757 < inf | logz: -2422.179 +/- 0.253 | dlogz: 2494.189 > 0.109
iter: 114 | bound: 0 | nc: 3 | ncall: 308 | eff(%): 37.013 | loglstar: -inf < -2407.750 < inf | logz: -2414.182 +/- 0.253 | dlogz: 2406.184 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 309 | eff(%): 37.217 | loglstar: -inf < -2375.902 < inf | logz: -2382.345 +/- 0.253 | dlogz: 2398.177 > 0.109
iter: 116 | bound: 0 | nc: 2 | ncall: 311 | eff(%): 37.299 | loglstar: -inf < -2284.932 < inf | logz: -2291.385 +/- 0.253 | dlogz: 2366.329 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 314 | eff(%): 37.261 | loglstar: -inf < -2258.081 < inf | logz: -2264.544 +/- 0.254 | dlogz: 2275.359 > 0.109
iter: 118 | bound: 0 | nc: 5 | ncall: 319 | eff(%): 36.991 | loglstar: -inf < -2194.242 < inf | logz: -2200.714 +/- 0.254 | dlogz: 2248.508 > 0.109
iter: 119 | bound: 0 | nc: 6 | ncall: 325 | eff(%): 36.615 | loglstar: -inf < -2191.977 < inf | logz: -2198.270 +/- 0.242 | dlogz: 2184.669 > 0.109
iter: 120 | bound: 0 | nc: 3 | ncall: 328 | eff(%): 36.585 | loglstar: -inf < -2184.345 < inf | logz: -2190.836 +/- 0.254 | dlogz: 2182.215 > 0.109
iter: 121 | bound: 0 | nc: 3 | ncall: 331 | eff(%): 36.556 | loglstar: -inf < -2133.070 < inf | logz: -2139.572 +/- 0.254 | dlogz: 2174.771 > 0.109
iter: 122 | bound: 0 | nc: 9 | ncall: 340 | eff(%): 35.882 | loglstar: -inf < -2084.765 < inf | logz: -2091.277 +/- 0.255 | dlogz: 2123.497 > 0.109
iter: 123 | bound: 0 | nc: 1 | ncall: 341 | eff(%): 36.070 | loglstar: -inf < -2079.339 < inf | logz: -2085.853 +/- 0.254 | dlogz: 2075.192 > 0.109
iter: 124 | bound: 0 | nc: 3 | ncall: 344 | eff(%): 36.047 | loglstar: -inf < -1942.442 < inf | logz: -1948.974 +/- 0.255 | dlogz: 2069.758 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 36.232 | loglstar: -inf < -1882.204 < inf | logz: -1888.746 +/- 0.255 | dlogz: 1932.869 > 0.109
iter: 126 | bound: 0 | nc: 3 | ncall: 348 | eff(%): 36.207 | loglstar: -inf < -1875.635 < inf | logz: -1882.184 +/- 0.255 | dlogz: 1872.631 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 349 | eff(%): 36.390 | loglstar: -inf < -1853.969 < inf | logz: -1860.531 +/- 0.256 | dlogz: 1866.059 > 0.109
iter: 128 | bound: 0 | nc: 3 | ncall: 352 | eff(%): 36.364 | loglstar: -inf < -1813.299 < inf | logz: -1819.871 +/- 0.256 | dlogz: 1844.396 > 0.109
iter: 129 | bound: 0 | nc: 3 | ncall: 355 | eff(%): 36.338 | loglstar: -inf < -1765.170 < inf | logz: -1771.751 +/- 0.256 | dlogz: 1803.726 > 0.109
iter: 130 | bound: 0 | nc: 2 | ncall: 357 | eff(%): 36.415 | loglstar: -inf < -1672.900 < inf | logz: -1679.492 +/- 0.256 | dlogz: 1755.597 > 0.109
iter: 131 | bound: 0 | nc: 3 | ncall: 360 | eff(%): 36.389 | loglstar: -inf < -1632.465 < inf | logz: -1639.066 +/- 0.256 | dlogz: 1663.327 > 0.109
iter: 132 | bound: 0 | nc: 8 | ncall: 368 | eff(%): 35.870 | loglstar: -inf < -1631.320 < inf | logz: -1637.437 +/- 0.238 | dlogz: 1622.892 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 371 | eff(%): 35.849 | loglstar: -inf < -1585.732 < inf | logz: -1592.354 +/- 0.257 | dlogz: 1621.253 > 0.109
iter: 134 | bound: 0 | nc: 1 | ncall: 372 | eff(%): 36.022 | loglstar: -inf < -1358.873 < inf | logz: -1365.505 +/- 0.257 | dlogz: 1576.159 > 0.109
iter: 135 | bound: 0 | nc: 18 | ncall: 390 | eff(%): 34.615 | loglstar: -inf < -1329.476 < inf | logz: -1336.117 +/- 0.257 | dlogz: 1349.301 > 0.109
iter: 136 | bound: 0 | nc: 4 | ncall: 394 | eff(%): 34.518 | loglstar: -inf < -1320.100 < inf | logz: -1326.752 +/- 0.257 | dlogz: 1319.903 > 0.109
iter: 137 | bound: 0 | nc: 9 | ncall: 403 | eff(%): 33.995 | loglstar: -inf < -1298.323 < inf | logz: -1304.985 +/- 0.257 | dlogz: 1310.527 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 404 | eff(%): 34.158 | loglstar: -inf < -1287.613 < inf | logz: -1294.285 +/- 0.258 | dlogz: 1288.750 > 0.109
iter: 139 | bound: 0 | nc: 5 | ncall: 409 | eff(%): 33.985 | loglstar: -inf < -1210.989 < inf | logz: -1217.670 +/- 0.258 | dlogz: 1278.040 > 0.109
iter: 140 | bound: 0 | nc: 4 | ncall: 413 | eff(%): 33.898 | loglstar: -inf < -1184.444 < inf | logz: -1191.135 +/- 0.258 | dlogz: 1201.416 > 0.109
iter: 141 | bound: 0 | nc: 3 | ncall: 416 | eff(%): 33.894 | loglstar: -inf < -1179.546 < inf | logz: -1186.232 +/- 0.257 | dlogz: 1174.871 > 0.109
iter: 142 | bound: 0 | nc: 12 | ncall: 428 | eff(%): 33.178 | loglstar: -inf < -1167.041 < inf | logz: -1173.752 +/- 0.258 | dlogz: 1169.958 > 0.109
iter: 143 | bound: 0 | nc: 4 | ncall: 432 | eff(%): 33.102 | loglstar: -inf < -1132.861 < inf | logz: -1139.582 +/- 0.259 | dlogz: 1157.468 > 0.109
iter: 144 | bound: 0 | nc: 11 | ncall: 443 | eff(%): 32.506 | loglstar: -inf < -1100.753 < inf | logz: -1107.484 +/- 0.259 | dlogz: 1123.288 > 0.109
iter: 145 | bound: 0 | nc: 5 | ncall: 448 | eff(%): 32.366 | loglstar: -inf < -1092.092 < inf | logz: -1098.833 +/- 0.259 | dlogz: 1091.180 > 0.109
iter: 146 | bound: 0 | nc: 3 | ncall: 451 | eff(%): 32.373 | loglstar: -inf < -1084.367 < inf | logz: -1091.117 +/- 0.259 | dlogz: 1082.519 > 0.109
iter: 147 | bound: 0 | nc: 2 | ncall: 453 | eff(%): 32.450 | loglstar: -inf < -1014.188 < inf | logz: -1020.949 +/- 0.259 | dlogz: 1074.793 > 0.109
iter: 148 | bound: 0 | nc: 3 | ncall: 456 | eff(%): 32.456 | loglstar: -inf < -1002.594 < inf | logz: -1009.365 +/- 0.260 | dlogz: 1004.615 > 0.109
iter: 149 | bound: 0 | nc: 2 | ncall: 458 | eff(%): 32.533 | loglstar: -inf < -980.637 < inf | logz: -987.418 +/- 0.260 | dlogz: 993.021 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 461 | eff(%): 32.538 | loglstar: -inf < -972.542 < inf | logz: -979.332 +/- 0.260 | dlogz: 971.064 > 0.109
iter: 151 | bound: 0 | nc: 1 | ncall: 462 | eff(%): 32.684 | loglstar: -inf < -968.657 < inf | logz: -975.417 +/- 0.256 | dlogz: 962.969 > 0.109
iter: 152 | bound: 0 | nc: 3 | ncall: 465 | eff(%): 32.688 | loglstar: -inf < -960.836 < inf | logz: -967.646 +/- 0.260 | dlogz: 959.043 > 0.109
iter: 153 | bound: 0 | nc: 2 | ncall: 467 | eff(%): 32.762 | loglstar: -inf < -913.138 < inf | logz: -919.958 +/- 0.261 | dlogz: 951.262 > 0.109
iter: 154 | bound: 0 | nc: 3 | ncall: 470 | eff(%): 32.766 | loglstar: -inf < -892.106 < inf | logz: -898.937 +/- 0.261 | dlogz: 903.565 > 0.109
iter: 155 | bound: 0 | nc: 4 | ncall: 474 | eff(%): 32.700 | loglstar: -inf < -869.671 < inf | logz: -876.512 +/- 0.261 | dlogz: 882.533 > 0.109
iter: 156 | bound: 0 | nc: 10 | ncall: 484 | eff(%): 32.231 | loglstar: -inf < -843.227 < inf | logz: -850.078 +/- 0.261 | dlogz: 860.098 > 0.109
iter: 157 | bound: 0 | nc: 3 | ncall: 487 | eff(%): 32.238 | loglstar: -inf < -839.230 < inf | logz: -846.054 +/- 0.258 | dlogz: 833.654 > 0.109
iter: 158 | bound: 0 | nc: 8 | ncall: 495 | eff(%): 31.919 | loglstar: -inf < -815.865 < inf | logz: -822.735 +/- 0.261 | dlogz: 829.620 > 0.109
iter: 159 | bound: 0 | nc: 2 | ncall: 497 | eff(%): 31.992 | loglstar: -inf < -814.233 < inf | logz: -820.782 +/- 0.246 | dlogz: 806.292 > 0.109
iter: 160 | bound: 0 | nc: 3 | ncall: 500 | eff(%): 32.000 | loglstar: -inf < -809.218 < inf | logz: -816.092 +/- 0.260 | dlogz: 804.329 > 0.109
iter: 161 | bound: 0 | nc: 1 | ncall: 501 | eff(%): 32.136 | loglstar: -inf < -776.451 < inf | logz: -783.351 +/- 0.262 | dlogz: 799.629 > 0.109
iter: 162 | bound: 0 | nc: 8 | ncall: 509 | eff(%): 31.827 | loglstar: -inf < -764.329 < inf | logz: -771.240 +/- 0.262 | dlogz: 766.878 > 0.109
iter: 163 | bound: 0 | nc: 1 | ncall: 510 | eff(%): 31.961 | loglstar: -inf < -735.645 < inf | logz: -742.566 +/- 0.262 | dlogz: 754.757 > 0.109
iter: 164 | bound: 0 | nc: 2 | ncall: 512 | eff(%): 32.031 | loglstar: -inf < -731.317 < inf | logz: -738.221 +/- 0.260 | dlogz: 726.072 > 0.109
iter: 165 | bound: 0 | nc: 9 | ncall: 521 | eff(%): 31.670 | loglstar: -inf < -714.287 < inf | logz: -721.227 +/- 0.263 | dlogz: 721.718 > 0.109
iter: 166 | bound: 0 | nc: 3 | ncall: 524 | eff(%): 31.679 | loglstar: -inf < -707.949 < inf | logz: -714.896 +/- 0.262 | dlogz: 704.714 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 525 | eff(%): 31.810 | loglstar: -inf < -706.172 < inf | logz: -712.839 +/- 0.249 | dlogz: 698.373 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 527 | eff(%): 31.879 | loglstar: -inf < -692.201 < inf | logz: -699.171 +/- 0.263 | dlogz: 696.306 > 0.109
iter: 169 | bound: 0 | nc: 6 | ncall: 533 | eff(%): 31.707 | loglstar: -inf < -690.793 < inf | logz: -697.373 +/- 0.247 | dlogz: 682.628 > 0.109
iter: 170 | bound: 0 | nc: 1 | ncall: 534 | eff(%): 31.835 | loglstar: -inf < -689.800 < inf | logz: -696.133 +/- 0.239 | dlogz: 680.820 > 0.109
iter: 171 | bound: 0 | nc: 3 | ncall: 537 | eff(%): 31.844 | loglstar: -inf < -678.845 < inf | logz: -685.845 +/- 0.264 | dlogz: 679.570 > 0.109
iter: 172 | bound: 0 | nc: 1 | ncall: 538 | eff(%): 31.970 | loglstar: -inf < -636.844 < inf | logz: -643.854 +/- 0.264 | dlogz: 669.272 > 0.109
iter: 173 | bound: 0 | nc: 3 | ncall: 541 | eff(%): 31.978 | loglstar: -inf < -629.664 < inf | logz: -636.682 +/- 0.264 | dlogz: 627.271 > 0.109
iter: 174 | bound: 0 | nc: 2 | ncall: 543 | eff(%): 32.044 | loglstar: -inf < -621.140 < inf | logz: -628.170 +/- 0.264 | dlogz: 620.089 > 0.109
iter: 175 | bound: 0 | nc: 3 | ncall: 546 | eff(%): 32.051 | loglstar: -inf < -594.201 < inf | logz: -601.241 +/- 0.265 | dlogz: 611.567 > 0.109
iter: 176 | bound: 0 | nc: 6 | ncall: 552 | eff(%): 31.884 | loglstar: -inf < -587.627 < inf | logz: -594.674 +/- 0.264 | dlogz: 584.628 > 0.109
iter: 177 | bound: 0 | nc: 2 | ncall: 554 | eff(%): 31.949 | loglstar: -inf < -577.859 < inf | logz: -584.918 +/- 0.265 | dlogz: 578.052 > 0.109
iter: 178 | bound: 0 | nc: 6 | ncall: 560 | eff(%): 31.786 | loglstar: -inf < -561.990 < inf | logz: -569.060 +/- 0.265 | dlogz: 568.286 > 0.109
iter: 179 | bound: 0 | nc: 3 | ncall: 563 | eff(%): 31.794 | loglstar: -inf < -559.379 < inf | logz: -566.321 +/- 0.256 | dlogz: 552.417 > 0.109
iter: 180 | bound: 0 | nc: 1 | ncall: 564 | eff(%): 31.915 | loglstar: -inf < -551.444 < inf | logz: -558.533 +/- 0.265 | dlogz: 549.668 > 0.109
iter: 181 | bound: 0 | nc: 2 | ncall: 566 | eff(%): 31.979 | loglstar: -inf < -548.314 < inf | logz: -555.329 +/- 0.259 | dlogz: 541.871 > 0.109
iter: 182 | bound: 0 | nc: 4 | ncall: 570 | eff(%): 31.930 | loglstar: -inf < -538.594 < inf | logz: -545.703 +/- 0.266 | dlogz: 538.657 > 0.109
iter: 183 | bound: 0 | nc: 12 | ncall: 582 | eff(%): 31.443 | loglstar: -inf < -537.359 < inf | logz: -544.018 +/- 0.248 | dlogz: 529.021 > 0.109
iter: 184 | bound: 0 | nc: 4 | ncall: 586 | eff(%): 31.399 | loglstar: -inf < -533.934 < inf | logz: -540.982 +/- 0.259 | dlogz: 527.326 > 0.109
iter: 185 | bound: 0 | nc: 4 | ncall: 590 | eff(%): 31.356 | loglstar: -inf < -532.319 < inf | logz: -539.110 +/- 0.250 | dlogz: 524.280 > 0.109
iter: 186 | bound: 0 | nc: 1 | ncall: 591 | eff(%): 31.472 | loglstar: -inf < -521.489 < inf | logz: -528.638 +/- 0.267 | dlogz: 522.398 > 0.109
iter: 187 | bound: 0 | nc: 8 | ncall: 599 | eff(%): 31.219 | loglstar: -inf < -520.377 < inf | logz: -527.028 +/- 0.249 | dlogz: 511.916 > 0.109
iter: 188 | bound: 0 | nc: 3 | ncall: 602 | eff(%): 31.229 | loglstar: -inf < -518.932 < inf | logz: -525.611 +/- 0.245 | dlogz: 510.296 > 0.109
iter: 189 | bound: 0 | nc: 5 | ncall: 607 | eff(%): 31.137 | loglstar: -inf < -515.724 < inf | logz: -522.801 +/- 0.259 | dlogz: 508.869 > 0.109
iter: 190 | bound: 0 | nc: 4 | ncall: 611 | eff(%): 31.097 | loglstar: -inf < -513.010 < inf | logz: -520.067 +/- 0.258 | dlogz: 506.049 > 0.109
iter: 191 | bound: 0 | nc: 7 | ncall: 618 | eff(%): 30.906 | loglstar: -inf < -508.317 < inf | logz: -515.497 +/- 0.266 | dlogz: 503.305 > 0.109
iter: 192 | bound: 0 | nc: 7 | ncall: 625 | eff(%): 30.720 | loglstar: -inf < -495.867 < inf | logz: -503.075 +/- 0.268 | dlogz: 498.725 > 0.109
iter: 193 | bound: 0 | nc: 3 | ncall: 628 | eff(%): 30.732 | loglstar: -inf < -479.261 < inf | logz: -486.480 +/- 0.268 | dlogz: 486.294 > 0.109
iter: 194 | bound: 0 | nc: 2 | ncall: 630 | eff(%): 30.794 | loglstar: -inf < -478.464 < inf | logz: -485.048 +/- 0.248 | dlogz: 469.688 > 0.109
iter: 195 | bound: 0 | nc: 2 | ncall: 632 | eff(%): 30.854 | loglstar: -inf < -470.339 < inf | logz: -477.576 +/- 0.268 | dlogz: 468.246 > 0.109
iter: 196 | bound: 0 | nc: 10 | ncall: 642 | eff(%): 30.530 | loglstar: -inf < -457.684 < inf | logz: -464.932 +/- 0.269 | dlogz: 460.765 > 0.109
iter: 197 | bound: 0 | nc: 5 | ncall: 647 | eff(%): 30.448 | loglstar: -inf < -449.898 < inf | logz: -457.156 +/- 0.269 | dlogz: 448.111 > 0.109
iter: 198 | bound: 0 | nc: 26 | ncall: 673 | eff(%): 29.421 | loglstar: -inf < -447.465 < inf | logz: -454.571 +/- 0.259 | dlogz: 440.324 > 0.109
iter: 199 | bound: 0 | nc: 4 | ncall: 677 | eff(%): 29.394 | loglstar: -inf < -439.232 < inf | logz: -446.510 +/- 0.269 | dlogz: 437.730 > 0.109
iter: 200 | bound: 0 | nc: 1 | ncall: 678 | eff(%): 29.499 | loglstar: -inf < -432.349 < inf | logz: -439.636 +/- 0.269 | dlogz: 429.658 > 0.109
iter: 201 | bound: 0 | nc: 7 | ncall: 685 | eff(%): 29.343 | loglstar: -inf < -430.230 < inf | logz: -437.312 +/- 0.258 | dlogz: 422.774 > 0.109
iter: 202 | bound: 0 | nc: 6 | ncall: 691 | eff(%): 29.233 | loglstar: -inf < -426.622 < inf | logz: -433.871 +/- 0.264 | dlogz: 420.441 > 0.109
iter: 203 | bound: 0 | nc: 23 | ncall: 714 | eff(%): 28.431 | loglstar: -inf < -423.619 < inf | logz: -430.840 +/- 0.263 | dlogz: 416.990 > 0.109
iter: 204 | bound: 0 | nc: 5 | ncall: 719 | eff(%): 28.373 | loglstar: -inf < -403.671 < inf | logz: -411.000 +/- 0.270 | dlogz: 413.949 > 0.109
iter: 205 | bound: 0 | nc: 4 | ncall: 723 | eff(%): 28.354 | loglstar: -inf < -387.835 < inf | logz: -395.173 +/- 0.270 | dlogz: 394.099 > 0.109
iter: 206 | bound: 0 | nc: 32 | ncall: 755 | eff(%): 27.285 | loglstar: -inf < -371.165 < inf | logz: -378.513 +/- 0.270 | dlogz: 378.262 > 0.109
iter: 207 | bound: 0 | nc: 34 | ncall: 789 | eff(%): 26.236 | loglstar: -inf < -366.660 < inf | logz: -373.996 +/- 0.268 | dlogz: 361.592 > 0.109
iter: 208 | bound: 0 | nc: 12 | ncall: 801 | eff(%): 25.968 | loglstar: -inf < -363.984 < inf | logz: -371.221 +/- 0.262 | dlogz: 357.065 > 0.109
iter: 209 | bound: 0 | nc: 8 | ncall: 809 | eff(%): 25.834 | loglstar: -inf < -361.729 < inf | logz: -368.903 +/- 0.259 | dlogz: 354.280 > 0.109
iter: 210 | bound: 0 | nc: 9 | ncall: 818 | eff(%): 25.672 | loglstar: -inf < -351.935 < inf | logz: -359.323 +/- 0.271 | dlogz: 351.952 > 0.109
iter: 211 | bound: 0 | nc: 18 | ncall: 836 | eff(%): 25.239 | loglstar: -inf < -348.955 < inf | logz: -356.256 +/- 0.264 | dlogz: 342.362 > 0.109
iter: 212 | bound: 0 | nc: 10 | ncall: 846 | eff(%): 25.059 | loglstar: -inf < -348.725 < inf | logz: -355.147 +/- 0.248 | dlogz: 339.285 > 0.109
iter: 213 | bound: 0 | nc: 3 | ncall: 849 | eff(%): 25.088 | loglstar: -inf < -346.234 < inf | logz: -353.384 +/- 0.255 | dlogz: 338.167 > 0.109
iter: 214 | bound: 0 | nc: 7 | ncall: 856 | eff(%): 25.000 | loglstar: -inf < -345.087 < inf | logz: -351.962 +/- 0.249 | dlogz: 336.393 > 0.109
iter: 215 | bound: 0 | nc: 5 | ncall: 861 | eff(%): 24.971 | loglstar: -inf < -334.534 < inf | logz: -341.972 +/- 0.272 | dlogz: 334.962 > 0.109
iter: 216 | bound: 0 | nc: 1 | ncall: 862 | eff(%): 25.058 | loglstar: -inf < -328.883 < inf | logz: -336.323 +/- 0.271 | dlogz: 324.961 > 0.109
iter: 217 | bound: 0 | nc: 7 | ncall: 869 | eff(%): 24.971 | loglstar: -inf < -327.391 < inf | logz: -334.475 +/- 0.256 | dlogz: 319.303 > 0.109
iter: 218 | bound: 0 | nc: 2 | ncall: 871 | eff(%): 25.029 | loglstar: -inf < -294.051 < inf | logz: -301.518 +/- 0.273 | dlogz: 317.444 > 0.109
iter: 219 | bound: 0 | nc: 4 | ncall: 875 | eff(%): 25.029 | loglstar: -inf < -286.674 < inf | logz: -294.150 +/- 0.273 | dlogz: 284.478 > 0.109
iter: 220 | bound: 0 | nc: 7 | ncall: 882 | eff(%): 24.943 | loglstar: -inf < -278.840 < inf | logz: -286.327 +/- 0.273 | dlogz: 277.100 > 0.109
iter: 221 | bound: 0 | nc: 5 | ncall: 887 | eff(%): 24.915 | loglstar: -inf < -272.982 < inf | logz: -280.473 +/- 0.272 | dlogz: 269.266 > 0.109
iter: 222 | bound: 0 | nc: 6 | ncall: 893 | eff(%): 24.860 | loglstar: -inf < -270.461 < inf | logz: -277.818 +/- 0.264 | dlogz: 263.403 > 0.109
iter: 223 | bound: 0 | nc: 9 | ncall: 902 | eff(%): 24.723 | loglstar: -inf < -268.296 < inf | logz: -275.591 +/- 0.261 | dlogz: 260.738 > 0.109
iter: 224 | bound: 0 | nc: 13 | ncall: 915 | eff(%): 24.481 | loglstar: -inf < -265.335 < inf | logz: -272.751 +/- 0.265 | dlogz: 258.501 > 0.109
iter: 225 | bound: 0 | nc: 13 | ncall: 928 | eff(%): 24.246 | loglstar: -inf < -261.379 < inf | logz: -268.876 +/- 0.270 | dlogz: 255.651 > 0.109
iter: 226 | bound: 0 | nc: 9 | ncall: 937 | eff(%): 24.120 | loglstar: -inf < -260.701 < inf | logz: -267.534 +/- 0.253 | dlogz: 251.766 > 0.109
iter: 227 | bound: 0 | nc: 6 | ncall: 943 | eff(%): 24.072 | loglstar: -inf < -256.915 < inf | logz: -264.405 +/- 0.268 | dlogz: 250.414 > 0.109
iter: 228 | bound: 0 | nc: 4 | ncall: 947 | eff(%): 24.076 | loglstar: -inf < -256.027 < inf | logz: -262.976 +/- 0.254 | dlogz: 247.275 > 0.109
iter: 229 | bound: 0 | nc: 12 | ncall: 959 | eff(%): 23.879 | loglstar: -inf < -252.579 < inf | logz: -260.069 +/- 0.267 | dlogz: 245.836 > 0.109
iter: 230 | bound: 0 | nc: 33 | ncall: 992 | eff(%): 23.185 | loglstar: -inf < -245.912 < inf | logz: -253.496 +/- 0.274 | dlogz: 242.919 > 0.109
iter: 231 | bound: 0 | nc: 14 | ncall: 1006 | eff(%): 22.962 | loglstar: -inf < -245.731 < inf | logz: -252.342 +/- 0.254 | dlogz: 236.337 > 0.109
iter: 232 | bound: 0 | nc: 2 | ncall: 1008 | eff(%): 23.016 | loglstar: -inf < -237.775 < inf | logz: -245.381 +/- 0.275 | dlogz: 235.173 > 0.109
iter: 233 | bound: 0 | nc: 21 | ncall: 1029 | eff(%): 22.643 | loglstar: -inf < -231.263 < inf | logz: -238.877 +/- 0.275 | dlogz: 228.201 > 0.109
iter: 234 | bound: 0 | nc: 8 | ncall: 1037 | eff(%): 22.565 | loglstar: -inf < -228.498 < inf | logz: -236.005 +/- 0.268 | dlogz: 221.687 > 0.109
iter: 235 | bound: 0 | nc: 3 | ncall: 1040 | eff(%): 22.596 | loglstar: -inf < -228.383 < inf | logz: -234.953 +/- 0.252 | dlogz: 218.805 > 0.109
iter: 236 | bound: 0 | nc: 19 | ncall: 1059 | eff(%): 22.285 | loglstar: -inf < -220.121 < inf | logz: -227.766 +/- 0.276 | dlogz: 217.743 > 0.109
iter: 237 | bound: 0 | nc: 1 | ncall: 1060 | eff(%): 22.358 | loglstar: -inf < -218.227 < inf | logz: -225.619 +/- 0.263 | dlogz: 210.547 > 0.109
iter: 238 | bound: 0 | nc: 12 | ncall: 1072 | eff(%): 22.201 | loglstar: -inf < -215.373 < inf | logz: -222.914 +/- 0.267 | dlogz: 208.390 > 0.109
iter: 239 | bound: 0 | nc: 22 | ncall: 1094 | eff(%): 21.846 | loglstar: -inf < -215.013 < inf | logz: -221.775 +/- 0.253 | dlogz: 205.674 > 0.109
iter: 240 | bound: 0 | nc: 2 | ncall: 1096 | eff(%): 21.898 | loglstar: -inf < -213.172 < inf | logz: -220.415 +/- 0.254 | dlogz: 204.525 > 0.109
iter: 241 | bound: 0 | nc: 17 | ncall: 1113 | eff(%): 21.653 | loglstar: -inf < -211.163 < inf | logz: -218.563 +/- 0.259 | dlogz: 203.155 > 0.109
iter: 242 | bound: 0 | nc: 13 | ncall: 1126 | eff(%): 21.492 | loglstar: -inf < -205.953 < inf | logz: -213.646 +/- 0.275 | dlogz: 201.293 > 0.109
iter: 243 | bound: 0 | nc: 37 | ncall: 1163 | eff(%): 20.894 | loglstar: -inf < -202.055 < inf | logz: -209.731 +/- 0.274 | dlogz: 196.367 > 0.109
iter: 244 | bound: 0 | nc: 7 | ncall: 1170 | eff(%): 20.855 | loglstar: -inf < -200.685 < inf | logz: -207.992 +/- 0.260 | dlogz: 192.442 > 0.109
iter: 245 | bound: 0 | nc: 1 | ncall: 1171 | eff(%): 20.922 | loglstar: -inf < -199.006 < inf | logz: -206.355 +/- 0.258 | dlogz: 190.693 > 0.109
iter: 246 | bound: 0 | nc: 30 | ncall: 1201 | eff(%): 20.483 | loglstar: -inf < -197.451 < inf | logz: -204.775 +/- 0.257 | dlogz: 189.046 > 0.109
iter: 247 | bound: 0 | nc: 4 | ncall: 1205 | eff(%): 20.498 | loglstar: -inf < -197.402 < inf | logz: -203.929 +/- 0.248 | dlogz: 187.456 > 0.109
iter: 248 | bound: 0 | nc: 2 | ncall: 1207 | eff(%): 20.547 | loglstar: -inf < -197.283 < inf | logz: -203.449 +/- 0.242 | dlogz: 186.600 > 0.109
iter: 249 | bound: 0 | nc: 37 | ncall: 1244 | eff(%): 20.016 | loglstar: -inf < -194.564 < inf | logz: -202.006 +/- 0.256 | dlogz: 186.110 > 0.109
iter: 250 | bound: 0 | nc: 5 | ncall: 1249 | eff(%): 20.016 | loglstar: -inf < -192.972 < inf | logz: -200.359 +/- 0.258 | dlogz: 184.658 > 0.109
iter: 251 | bound: 0 | nc: 12 | ncall: 1261 | eff(%): 19.905 | loglstar: -inf < -189.162 < inf | logz: -196.904 +/- 0.274 | dlogz: 183.000 > 0.109
iter: 252 | bound: 0 | nc: 16 | ncall: 1277 | eff(%): 19.734 | loglstar: -inf < -188.016 < inf | logz: -195.317 +/- 0.260 | dlogz: 179.535 > 0.109
iter: 253 | bound: 0 | nc: 10 | ncall: 1287 | eff(%): 19.658 | loglstar: -inf < -187.382 < inf | logz: -194.315 +/- 0.252 | dlogz: 177.938 > 0.109
iter: 254 | bound: 0 | nc: 11 | ncall: 1298 | eff(%): 19.569 | loglstar: -inf < -186.684 < inf | logz: -193.512 +/- 0.247 | dlogz: 176.926 > 0.109
iter: 255 | bound: 0 | nc: 20 | ncall: 1318 | eff(%): 19.347 | loglstar: -inf < -181.252 < inf | logz: -189.071 +/- 0.277 | dlogz: 176.113 > 0.109
iter: 256 | bound: 0 | nc: 3 | ncall: 1321 | eff(%): 19.379 | loglstar: -inf < -179.447 < inf | logz: -187.005 +/- 0.266 | dlogz: 171.662 > 0.109
iter: 257 | bound: 0 | nc: 16 | ncall: 1337 | eff(%): 19.222 | loglstar: -inf < -179.008 < inf | logz: -185.942 +/- 0.255 | dlogz: 169.586 > 0.109
iter: 258 | bound: 0 | nc: 3 | ncall: 1340 | eff(%): 19.254 | loglstar: -inf < -177.373 < inf | logz: -184.714 +/- 0.255 | dlogz: 168.514 > 0.109
iter: 259 | bound: 0 | nc: 17 | ncall: 1357 | eff(%): 19.086 | loglstar: -inf < -176.588 < inf | logz: -183.659 +/- 0.252 | dlogz: 167.276 > 0.109
iter: 260 | bound: 0 | nc: 8 | ncall: 1365 | eff(%): 19.048 | loglstar: -inf < -176.557 < inf | logz: -183.017 +/- 0.246 | dlogz: 166.211 > 0.109
iter: 261 | bound: 0 | nc: 16 | ncall: 1381 | eff(%): 18.899 | loglstar: -inf < -172.280 < inf | logz: -180.105 +/- 0.273 | dlogz: 165.559 > 0.109
iter: 262 | bound: 0 | nc: 9 | ncall: 1390 | eff(%): 18.849 | loglstar: -inf < -172.236 < inf | logz: -179.045 +/- 0.258 | dlogz: 162.637 > 0.109
iter: 263 | bound: 0 | nc: 4 | ncall: 1394 | eff(%): 18.867 | loglstar: -inf < -170.295 < inf | logz: -177.754 +/- 0.258 | dlogz: 161.567 > 0.109
iter: 264 | bound: 0 | nc: 2 | ncall: 1396 | eff(%): 18.911 | loglstar: -inf < -166.543 < inf | logz: -174.409 +/- 0.275 | dlogz: 160.266 > 0.109
iter: 265 | bound: 0 | nc: 32 | ncall: 1428 | eff(%): 18.557 | loglstar: -inf < -157.437 < inf | logz: -165.372 +/- 0.281 | dlogz: 156.911 > 0.109
iter: 266 | bound: 0 | nc: 12 | ncall: 1440 | eff(%): 18.472 | loglstar: -inf < -154.662 < inf | logz: -162.489 +/- 0.274 | dlogz: 147.864 > 0.109
iter: 267 | bound: 0 | nc: 13 | ncall: 1453 | eff(%): 18.376 | loglstar: -inf < -152.264 < inf | logz: -160.042 +/- 0.271 | dlogz: 144.971 > 0.109
iter: 268 | bound: 0 | nc: 13 | ncall: 1466 | eff(%): 18.281 | loglstar: -inf < -151.086 < inf | logz: -158.533 +/- 0.262 | dlogz: 142.514 > 0.109
iter: 269 | bound: 0 | nc: 13 | ncall: 1479 | eff(%): 18.188 | loglstar: -inf < -148.406 < inf | logz: -156.211 +/- 0.270 | dlogz: 140.995 > 0.109
iter: 270 | bound: 0 | nc: 7 | ncall: 1486 | eff(%): 18.170 | loglstar: -inf < -145.127 < inf | logz: -153.032 +/- 0.276 | dlogz: 138.663 > 0.109
iter: 271 | bound: 0 | nc: 19 | ncall: 1505 | eff(%): 18.007 | loglstar: -inf < -144.256 < inf | logz: -151.621 +/- 0.262 | dlogz: 135.474 > 0.109
iter: 272 | bound: 0 | nc: 8 | ncall: 1513 | eff(%): 17.978 | loglstar: -inf < -143.559 < inf | logz: -150.671 +/- 0.255 | dlogz: 134.054 > 0.109
iter: 273 | bound: 0 | nc: 5 | ncall: 1518 | eff(%): 17.984 | loglstar: -inf < -141.797 < inf | logz: -149.345 +/- 0.259 | dlogz: 133.093 > 0.109
iter: 274 | bound: 0 | nc: 7 | ncall: 1525 | eff(%): 17.967 | loglstar: -inf < -140.663 < inf | logz: -148.078 +/- 0.258 | dlogz: 131.757 > 0.109
iter: 275 | bound: 0 | nc: 35 | ncall: 1560 | eff(%): 17.628 | loglstar: -inf < -140.021 < inf | logz: -147.138 +/- 0.253 | dlogz: 130.480 > 0.109
iter: 276 | bound: 0 | nc: 19 | ncall: 1579 | eff(%): 17.479 | loglstar: -inf < -139.491 < inf | logz: -146.412 +/- 0.249 | dlogz: 129.530 > 0.109
iter: 277 | bound: 0 | nc: 51 | ncall: 1630 | eff(%): 16.994 | loglstar: -inf < -139.456 < inf | logz: -145.908 +/- 0.245 | dlogz: 128.794 > 0.109
iter: 278 | bound: 0 | nc: 25 | ncall: 1655 | eff(%): 16.798 | loglstar: -inf < -139.139 < inf | logz: -145.520 +/- 0.241 | dlogz: 128.280 > 0.109
iter: 279 | bound: 0 | nc: 5 | ncall: 1660 | eff(%): 16.807 | loglstar: -inf < -138.767 < inf | logz: -145.148 +/- 0.238 | dlogz: 127.883 > 0.109
iter: 280 | bound: 0 | nc: 5 | ncall: 1665 | eff(%): 16.817 | loglstar: -inf < -136.694 < inf | logz: -144.181 +/- 0.250 | dlogz: 127.501 > 0.109
iter: 281 | bound: 0 | nc: 12 | ncall: 1677 | eff(%): 16.756 | loglstar: -inf < -136.568 < inf | logz: -143.410 +/- 0.248 | dlogz: 126.524 > 0.109
iter: 282 | bound: 0 | nc: 19 | ncall: 1696 | eff(%): 16.627 | loglstar: -inf < -134.611 < inf | logz: -142.220 +/- 0.257 | dlogz: 125.743 > 0.109
iter: 283 | bound: 0 | nc: 58 | ncall: 1754 | eff(%): 16.135 | loglstar: -inf < -132.719 < inf | logz: -140.496 +/- 0.265 | dlogz: 124.543 > 0.109
iter: 284 | bound: 0 | nc: 29 | ncall: 1783 | eff(%): 15.928 | loglstar: -inf < -132.310 < inf | logz: -139.477 +/- 0.257 | dlogz: 122.809 > 0.109
iter: 285 | bound: 0 | nc: 12 | ncall: 1795 | eff(%): 15.877 | loglstar: -inf < -132.081 < inf | logz: -138.857 +/- 0.251 | dlogz: 121.780 > 0.109
iter: 286 | bound: 0 | nc: 31 | ncall: 1826 | eff(%): 15.663 | loglstar: -inf < -131.007 < inf | logz: -138.164 +/- 0.250 | dlogz: 121.150 > 0.109
iter: 287 | bound: 0 | nc: 49 | ncall: 1875 | eff(%): 15.307 | loglstar: -inf < -130.269 < inf | logz: -137.403 +/- 0.249 | dlogz: 120.447 > 0.109
iter: 288 | bound: 0 | nc: 5 | ncall: 1880 | eff(%): 15.319 | loglstar: -inf < -129.372 < inf | logz: -136.600 +/- 0.250 | dlogz: 119.676 > 0.109
iter: 289 | bound: 0 | nc: 4 | ncall: 1884 | eff(%): 15.340 | loglstar: -inf < -128.430 < inf | logz: -135.731 +/- 0.251 | dlogz: 118.863 > 0.109
iter: 290 | bound: 0 | nc: 9 | ncall: 1893 | eff(%): 15.320 | loglstar: -inf < -127.500 < inf | logz: -134.830 +/- 0.253 | dlogz: 117.984 > 0.109
iter: 291 | bound: 0 | nc: 44 | ncall: 1937 | eff(%): 15.023 | loglstar: -inf < -126.431 < inf | logz: -133.856 +/- 0.254 | dlogz: 117.073 > 0.109
iter: 292 | bound: 0 | nc: 13 | ncall: 1950 | eff(%): 14.974 | loglstar: -inf < -124.233 < inf | logz: -132.135 +/- 0.267 | dlogz: 116.089 > 0.109
iter: 293 | bound: 0 | nc: 2 | ncall: 1952 | eff(%): 15.010 | loglstar: -inf < -124.050 < inf | logz: -131.175 +/- 0.259 | dlogz: 114.358 > 0.109
iter: 294 | bound: 0 | nc: 17 | ncall: 1969 | eff(%): 14.931 | loglstar: -inf < -122.408 < inf | logz: -130.058 +/- 0.260 | dlogz: 113.388 > 0.109
iter: 295 | bound: 0 | nc: 12 | ncall: 1981 | eff(%): 14.891 | loglstar: -inf < -119.439 < inf | logz: -127.539 +/- 0.276 | dlogz: 112.262 > 0.109
iter: 296 | bound: 0 | nc: 51 | ncall: 2032 | eff(%): 14.567 | loglstar: -inf < -117.835 < inf | logz: -125.719 +/- 0.270 | dlogz: 109.732 > 0.109
iter: 297 | bound: 0 | nc: 6 | ncall: 2038 | eff(%): 14.573 | loglstar: -inf < -117.400 < inf | logz: -124.704 +/- 0.261 | dlogz: 107.902 > 0.109
iter: 298 | bound: 0 | nc: 19 | ncall: 2057 | eff(%): 14.487 | loglstar: -inf < -116.064 < inf | logz: -123.660 +/- 0.260 | dlogz: 106.878 > 0.109
iter: 299 | bound: 0 | nc: 4 | ncall: 2061 | eff(%): 14.508 | loglstar: -inf < -115.900 < inf | logz: -122.915 +/- 0.255 | dlogz: 105.824 > 0.109
iter: 300 | bound: 0 | nc: 13 | ncall: 2074 | eff(%): 14.465 | loglstar: -inf < -114.768 < inf | logz: -122.148 +/- 0.254 | dlogz: 105.068 > 0.109
iter: 301 | bound: 0 | nc: 24 | ncall: 2098 | eff(%): 14.347 | loglstar: -inf < -113.910 < inf | logz: -121.295 +/- 0.254 | dlogz: 104.291 > 0.109
iter: 302 | bound: 0 | nc: 67 | ncall: 2165 | eff(%): 13.949 | loglstar: -inf < -113.323 < inf | logz: -120.544 +/- 0.253 | dlogz: 103.428 > 0.109
iter: 303 | bound: 0 | nc: 18 | ncall: 2183 | eff(%): 13.880 | loglstar: -inf < -113.063 < inf | logz: -119.973 +/- 0.249 | dlogz: 102.668 > 0.109
iter: 304 | bound: 0 | nc: 8 | ncall: 2191 | eff(%): 13.875 | loglstar: -inf < -112.691 < inf | logz: -119.505 +/- 0.247 | dlogz: 102.087 > 0.109
iter: 305 | bound: 0 | nc: 29 | ncall: 2220 | eff(%): 13.739 | loglstar: -inf < -112.625 < inf | logz: -119.132 +/- 0.244 | dlogz: 101.609 > 0.109
iter: 306 | bound: 0 | nc: 28 | ncall: 2248 | eff(%): 13.612 | loglstar: -inf < -111.045 < inf | logz: -118.473 +/- 0.248 | dlogz: 101.226 > 0.109
iter: 307 | bound: 0 | nc: 16 | ncall: 2264 | eff(%): 13.560 | loglstar: -inf < -110.722 < inf | logz: -117.808 +/- 0.249 | dlogz: 100.557 > 0.109
iter: 308 | bound: 0 | nc: 15 | ncall: 2279 | eff(%): 13.515 | loglstar: -inf < -110.328 < inf | logz: -117.282 +/- 0.247 | dlogz: 99.882 > 0.109
iter: 309 | bound: 0 | nc: 19 | ncall: 2298 | eff(%): 13.446 | loglstar: -inf < -109.988 < inf | logz: -116.823 +/- 0.246 | dlogz: 99.346 > 0.109
iter: 310 | bound: 0 | nc: 14 | ncall: 2312 | eff(%): 13.408 | loglstar: -inf < -109.807 < inf | logz: -116.439 +/- 0.243 | dlogz: 98.877 > 0.109
iter: 311 | bound: 0 | nc: 63 | ncall: 2375 | eff(%): 13.095 | loglstar: -inf < -108.721 < inf | logz: -115.920 +/- 0.245 | dlogz: 98.484 > 0.109
iter: 312 | bound: 0 | nc: 17 | ncall: 2392 | eff(%): 13.043 | loglstar: -inf < -107.837 < inf | logz: -115.214 +/- 0.249 | dlogz: 97.954 > 0.109
iter: 313 | bound: 0 | nc: 40 | ncall: 2432 | eff(%): 12.870 | loglstar: -inf < -107.768 < inf | logz: -114.663 +/- 0.248 | dlogz: 97.238 > 0.109
iter: 314 | bound: 0 | nc: 62 | ncall: 2494 | eff(%): 12.590 | loglstar: -inf < -107.582 < inf | logz: -114.272 +/- 0.245 | dlogz: 96.677 > 0.109
iter: 315 | bound: 0 | nc: 28 | ncall: 2522 | eff(%): 12.490 | loglstar: -inf < -104.802 < inf | logz: -112.886 +/- 0.266 | dlogz: 96.276 > 0.109
iter: 316 | bound: 0 | nc: 7 | ncall: 2529 | eff(%): 12.495 | loglstar: -inf < -104.717 < inf | logz: -111.986 +/- 0.260 | dlogz: 94.881 > 0.109
iter: 317 | bound: 0 | nc: 7 | ncall: 2536 | eff(%): 12.500 | loglstar: -inf < -101.750 < inf | logz: -110.004 +/- 0.276 | dlogz: 93.971 > 0.109
iter: 318 | bound: 0 | nc: 61 | ncall: 2597 | eff(%): 12.245 | loglstar: -inf < -101.545 < inf | logz: -108.971 +/- 0.265 | dlogz: 91.978 > 0.109
iter: 319 | bound: 0 | nc: 23 | ncall: 2620 | eff(%): 12.176 | loglstar: -inf < -101.377 < inf | logz: -108.402 +/- 0.258 | dlogz: 90.936 > 0.109
iter: 320 | bound: 0 | nc: 51 | ncall: 2671 | eff(%): 11.981 | loglstar: -inf < -100.556 < inf | logz: -107.836 +/- 0.255 | dlogz: 90.357 > 0.109
iter: 321 | bound: 0 | nc: 50 | ncall: 2721 | eff(%): 11.797 | loglstar: -inf < -100.078 < inf | logz: -107.261 +/- 0.252 | dlogz: 89.780 > 0.109
iter: 322 | bound: 0 | nc: 14 | ncall: 2735 | eff(%): 11.773 | loglstar: -inf < -99.177 < inf | logz: -106.605 +/- 0.253 | dlogz: 89.195 > 0.109
iter: 323 | bound: 0 | nc: 10 | ncall: 2745 | eff(%): 11.767 | loglstar: -inf < -98.152 < inf | logz: -105.781 +/- 0.256 | dlogz: 88.530 > 0.109
iter: 324 | bound: 0 | nc: 2 | ncall: 2747 | eff(%): 11.795 | loglstar: -inf < -98.129 < inf | logz: -105.177 +/- 0.254 | dlogz: 87.696 > 0.109
iter: 325 | bound: 0 | nc: 18 | ncall: 2765 | eff(%): 11.754 | loglstar: -inf < -96.660 < inf | logz: -104.384 +/- 0.257 | dlogz: 87.082 > 0.109
iter: 326 | bound: 0 | nc: 18 | ncall: 2783 | eff(%): 11.714 | loglstar: -inf < -96.091 < inf | logz: -103.586 +/- 0.257 | dlogz: 86.279 > 0.109
iter: 327 | bound: 0 | nc: 22 | ncall: 2805 | eff(%): 11.658 | loglstar: -inf < -95.315 < inf | logz: -102.843 +/- 0.257 | dlogz: 85.471 > 0.109
iter: 328 | bound: 0 | nc: 41 | ncall: 2846 | eff(%): 11.525 | loglstar: -inf < -93.735 < inf | logz: -101.717 +/- 0.264 | dlogz: 84.718 > 0.109
iter: 329 | bound: 0 | nc: 66 | ncall: 2912 | eff(%): 11.298 | loglstar: -inf < -93.520 < inf | logz: -100.910 +/- 0.260 | dlogz: 83.582 > 0.109
iter: 330 | bound: 0 | nc: 21 | ncall: 2933 | eff(%): 11.251 | loglstar: -inf < -93.334 < inf | logz: -100.398 +/- 0.256 | dlogz: 82.765 > 0.109
iter: 331 | bound: 0 | nc: 12 | ncall: 2945 | eff(%): 11.239 | loglstar: -inf < -93.205 < inf | logz: -100.017 +/- 0.252 | dlogz: 82.243 > 0.109
iter: 332 | bound: 0 | nc: 28 | ncall: 2973 | eff(%): 11.167 | loglstar: -inf < -93.130 < inf | logz: -99.719 +/- 0.248 | dlogz: 81.852 > 0.109
iter: 333 | bound: 0 | nc: 42 | ncall: 3015 | eff(%): 11.045 | loglstar: -inf < -92.940 < inf | logz: -99.463 +/- 0.245 | dlogz: 81.544 > 0.109
iter: 334 | bound: 0 | nc: 14 | ncall: 3029 | eff(%): 11.027 | loglstar: -inf < -92.521 < inf | logz: -99.193 +/- 0.243 | dlogz: 81.278 > 0.109
iter: 335 | bound: 0 | nc: 34 | ncall: 3063 | eff(%): 10.937 | loglstar: -inf < -92.188 < inf | logz: -98.902 +/- 0.242 | dlogz: 80.999 > 0.109
iter: 336 | bound: 0 | nc: 1 | ncall: 3064 | eff(%): 10.966 | loglstar: -inf < -92.085 < inf | logz: -98.635 +/- 0.241 | dlogz: 80.698 > 0.109
iter: 337 | bound: 0 | nc: 18 | ncall: 3082 | eff(%): 10.934 | loglstar: -inf < -91.107 < inf | logz: -98.265 +/- 0.242 | dlogz: 80.420 > 0.109
iter: 338 | bound: 0 | nc: 16 | ncall: 3098 | eff(%): 10.910 | loglstar: -inf < -90.983 < inf | logz: -97.877 +/- 0.243 | dlogz: 80.041 > 0.109
iter: 339 | bound: 0 | nc: 22 | ncall: 3120 | eff(%): 10.865 | loglstar: -inf < -90.906 < inf | logz: -97.576 +/- 0.242 | dlogz: 79.643 > 0.109
iter: 340 | bound: 0 | nc: 16 | ncall: 3136 | eff(%): 10.842 | loglstar: -inf < -89.051 < inf | logz: -96.888 +/- 0.252 | dlogz: 79.331 > 0.109
iter: 341 | bound: 0 | nc: 34 | ncall: 3170 | eff(%): 10.757 | loglstar: -inf < -88.745 < inf | logz: -96.193 +/- 0.254 | dlogz: 79.797 > 0.109
iter: 342 | bound: 0 | nc: 72 | ncall: 3242 | eff(%): 10.549 | loglstar: -inf < -88.373 < inf | logz: -95.663 +/- 0.253 | dlogz: 79.092 > 0.109
iter: 343 | bound: 0 | nc: 26 | ncall: 3268 | eff(%): 10.496 | loglstar: -inf < -87.631 < inf | logz: -95.104 +/- 0.254 | dlogz: 78.552 > 0.109
iter: 344 | bound: 0 | nc: 11 | ncall: 3279 | eff(%): 10.491 | loglstar: -inf < -87.082 < inf | logz: -94.525 +/- 0.254 | dlogz: 77.983 > 0.109
iter: 345 | bound: 0 | nc: 82 | ncall: 3361 | eff(%): 10.265 | loglstar: -inf < -87.062 < inf | logz: -94.082 +/- 0.252 | dlogz: 77.394 > 0.109
iter: 346 | bound: 0 | nc: 66 | ncall: 3427 | eff(%): 10.096 | loglstar: -inf < -84.935 < inf | logz: -93.097 +/- 0.264 | dlogz: 76.941 > 0.109
iter: 347 | bound: 0 | nc: 81 | ncall: 3508 | eff(%): 9.892 | loglstar: -inf < -84.877 < inf | logz: -92.335 +/- 0.261 | dlogz: 75.946 > 0.109
iter: 348 | bound: 1 | nc: 3 | ncall: 3511 | eff(%): 9.912 | loglstar: -inf < -84.857 < inf | logz: -91.897 +/- 0.257 | dlogz: 75.174 > 0.109
iter: 349 | bound: 1 | nc: 10 | ncall: 3521 | eff(%): 9.912 | loglstar: -inf < -84.055 < inf | logz: -91.445 +/- 0.255 | dlogz: 74.727 > 0.109
iter: 350 | bound: 1 | nc: 4 | ncall: 3525 | eff(%): 9.929 | loglstar: -inf < -83.112 < inf | logz: -90.810 +/- 0.257 | dlogz: 74.264 > 0.109
iter: 351 | bound: 1 | nc: 2 | ncall: 3527 | eff(%): 9.952 | loglstar: -inf < -82.674 < inf | logz: -90.192 +/- 0.257 | dlogz: 73.619 > 0.109
iter: 352 | bound: 1 | nc: 2 | ncall: 3529 | eff(%): 9.974 | loglstar: -inf < -82.503 < inf | logz: -89.718 +/- 0.255 | dlogz: 72.992 > 0.109
iter: 353 | bound: 1 | nc: 9 | ncall: 3538 | eff(%): 9.977 | loglstar: -inf < -81.531 < inf | logz: -89.165 +/- 0.256 | dlogz: 72.508 > 0.109
iter: 354 | bound: 1 | nc: 35 | ncall: 3573 | eff(%): 9.908 | loglstar: -inf < -80.240 < inf | logz: -88.283 +/- 0.262 | dlogz: 71.945 > 0.109
iter: 355 | bound: 1 | nc: 2 | ncall: 3575 | eff(%): 9.930 | loglstar: -inf < -80.239 < inf | logz: -87.636 +/- 0.260 | dlogz: 71.053 > 0.109
iter: 356 | bound: 1 | nc: 11 | ncall: 3586 | eff(%): 9.927 | loglstar: -inf < -80.154 < inf | logz: -87.235 +/- 0.256 | dlogz: 70.396 > 0.109
iter: 357 | bound: 1 | nc: 8 | ncall: 3594 | eff(%): 9.933 | loglstar: -inf < -78.668 < inf | logz: -86.581 +/- 0.259 | dlogz: 69.985 > 0.109
iter: 358 | bound: 1 | nc: 10 | ncall: 3604 | eff(%): 9.933 | loglstar: -inf < -77.733 < inf | logz: -85.716 +/- 0.263 | dlogz: 69.321 > 0.109
iter: 359 | bound: 2 | nc: 8 | ncall: 3612 | eff(%): 9.939 | loglstar: -inf < -76.985 < inf | logz: -84.891 +/- 0.264 | dlogz: 68.446 > 0.109
iter: 360 | bound: 2 | nc: 2 | ncall: 3614 | eff(%): 9.961 | loglstar: -inf < -76.434 < inf | logz: -84.182 +/- 0.262 | dlogz: 67.611 > 0.109
iter: 361 | bound: 2 | nc: 7 | ncall: 3621 | eff(%): 9.970 | loglstar: -inf < -76.231 < inf | logz: -83.645 +/- 0.260 | dlogz: 66.892 > 0.109
iter: 362 | bound: 2 | nc: 8 | ncall: 3629 | eff(%): 9.975 | loglstar: -inf < -76.124 < inf | logz: -83.254 +/- 0.256 | dlogz: 66.345 > 0.109
iter: 363 | bound: 2 | nc: 3 | ncall: 3632 | eff(%): 9.994 | loglstar: -inf < -75.878 < inf | logz: -82.929 +/- 0.254 | dlogz: 65.945 > 0.109
iter: 364 | bound: 2 | nc: 3 | ncall: 3635 | eff(%): 10.014 | loglstar: -inf < -75.448 < inf | logz: -82.599 +/- 0.252 | dlogz: 65.609 > 0.109
iter: 365 | bound: 2 | nc: 5 | ncall: 3640 | eff(%): 10.027 | loglstar: -inf < -74.463 < inf | logz: -82.116 +/- 0.254 | dlogz: 65.269 > 0.109
iter: 366 | bound: 2 | nc: 9 | ncall: 3649 | eff(%): 10.030 | loglstar: -inf < -74.379 < inf | logz: -81.661 +/- 0.254 | dlogz: 64.776 > 0.109
iter: 367 | bound: 2 | nc: 18 | ncall: 3667 | eff(%): 10.008 | loglstar: -inf < -73.886 < inf | logz: -81.257 +/- 0.253 | dlogz: 64.311 > 0.109
iter: 368 | bound: 2 | nc: 1 | ncall: 3668 | eff(%): 10.033 | loglstar: -inf < -73.768 < inf | logz: -80.897 +/- 0.252 | dlogz: 63.898 > 0.109
iter: 369 | bound: 2 | nc: 8 | ncall: 3676 | eff(%): 10.038 | loglstar: -inf < -73.373 < inf | logz: -80.565 +/- 0.251 | dlogz: 63.527 > 0.109
iter: 370 | bound: 2 | nc: 15 | ncall: 3691 | eff(%): 10.024 | loglstar: -inf < -72.657 < inf | logz: -80.153 +/- 0.252 | dlogz: 63.185 > 0.109
iter: 371 | bound: 2 | nc: 2 | ncall: 3693 | eff(%): 10.046 | loglstar: -inf < -72.656 < inf | logz: -79.782 +/- 0.251 | dlogz: 62.763 > 0.109
iter: 372 | bound: 2 | nc: 5 | ncall: 3698 | eff(%): 10.059 | loglstar: -inf < -71.947 < inf | logz: -79.400 +/- 0.252 | dlogz: 62.382 > 0.109
iter: 373 | bound: 2 | nc: 9 | ncall: 3707 | eff(%): 10.062 | loglstar: -inf < -71.865 < inf | logz: -79.035 +/- 0.251 | dlogz: 61.990 > 0.109
iter: 374 | bound: 3 | nc: 19 | ncall: 3726 | eff(%): 10.038 | loglstar: -inf < -71.842 < inf | logz: -78.759 +/- 0.250 | dlogz: 61.616 > 0.109
iter: 375 | bound: 3 | nc: 37 | ncall: 3763 | eff(%): 9.965 | loglstar: -inf < -71.482 < inf | logz: -78.501 +/- 0.249 | dlogz: 61.330 > 0.109
iter: 376 | bound: 4 | nc: 71 | ncall: 3834 | eff(%): 9.807 | loglstar: -inf < -71.190 < inf | logz: -78.231 +/- 0.248 | dlogz: 61.062 > 0.109
iter: 377 | bound: 4 | nc: 8 | ncall: 3842 | eff(%): 9.813 | loglstar: -inf < -70.647 < inf | logz: -77.920 +/- 0.248 | dlogz: 60.782 > 0.109
iter: 378 | bound: 4 | nc: 1 | ncall: 3843 | eff(%): 9.836 | loglstar: -inf < -70.184 < inf | logz: -77.559 +/- 0.249 | dlogz: 60.460 > 0.109
iter: 379 | bound: 4 | nc: 4 | ncall: 3847 | eff(%): 9.852 | loglstar: -inf < -69.706 < inf | logz: -77.167 +/- 0.251 | dlogz: 60.090 > 0.109
iter: 380 | bound: 4 | nc: 17 | ncall: 3864 | eff(%): 9.834 | loglstar: -inf < -69.241 < inf | logz: -76.752 +/- 0.252 | dlogz: 59.688 > 0.109
iter: 381 | bound: 4 | nc: 2 | ncall: 3866 | eff(%): 9.855 | loglstar: -inf < -69.065 < inf | logz: -76.379 +/- 0.252 | dlogz: 59.263 > 0.109
iter: 382 | bound: 4 | nc: 10 | ncall: 3876 | eff(%): 9.856 | loglstar: -inf < -68.512 < inf | logz: -76.001 +/- 0.253 | dlogz: 58.880 > 0.109
iter: 383 | bound: 4 | nc: 17 | ncall: 3893 | eff(%): 9.838 | loglstar: -inf < -68.269 < inf | logz: -75.629 +/- 0.253 | dlogz: 58.492 > 0.109
iter: 384 | bound: 4 | nc: 19 | ncall: 3912 | eff(%): 9.816 | loglstar: -inf < -68.059 < inf | logz: -75.304 +/- 0.252 | dlogz: 58.111 > 0.109
iter: 385 | bound: 4 | nc: 17 | ncall: 3929 | eff(%): 9.799 | loglstar: -inf < -67.723 < inf | logz: -74.993 +/- 0.252 | dlogz: 57.775 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 386 | bound: 5 | nc: 8 | ncall: 3937 | eff(%): 9.804 | loglstar: -inf < -67.398 < inf | logz: -74.680 +/- 0.251 | dlogz: 57.454 > 0.109
iter: 387 | bound: 6 | nc: 120 | ncall: 4057 | eff(%): 9.539 | loglstar: -inf < -67.235 < inf | logz: -74.390 +/- 0.251 | dlogz: 57.131 > 0.109
iter: 388 | bound: 6 | nc: 29 | ncall: 4086 | eff(%): 9.496 | loglstar: -inf < -67.103 < inf | logz: -74.136 +/- 0.250 | dlogz: 56.831 > 0.109
iter: 389 | bound: 7 | nc: 150 | ncall: 4236 | eff(%): 9.183 | loglstar: -inf < -67.087 < inf | logz: -73.923 +/- 0.248 | dlogz: 56.568 > 0.109
iter: 390 | bound: 7 | nc: 8 | ncall: 4244 | eff(%): 9.189 | loglstar: -inf < -67.081 < inf | logz: -73.746 +/- 0.247 | dlogz: 56.344 > 0.109
iter: 391 | bound: 7 | nc: 33 | ncall: 4277 | eff(%): 9.142 | loglstar: -inf < -66.928 < inf | logz: -73.586 +/- 0.246 | dlogz: 56.158 > 0.109
iter: 392 | bound: 7 | nc: 10 | ncall: 4287 | eff(%): 9.144 | loglstar: -inf < -66.367 < inf | logz: -73.390 +/- 0.245 | dlogz: 55.988 > 0.109
iter: 393 | bound: 7 | nc: 17 | ncall: 4304 | eff(%): 9.131 | loglstar: -inf < -66.251 < inf | logz: -73.176 +/- 0.245 | dlogz: 55.781 > 0.109
iter: 394 | bound: 7 | nc: 7 | ncall: 4311 | eff(%): 9.139 | loglstar: -inf < -66.136 < inf | logz: -72.982 +/- 0.244 | dlogz: 55.558 > 0.109
iter: 395 | bound: 7 | nc: 21 | ncall: 4332 | eff(%): 9.118 | loglstar: -inf < -66.086 < inf | logz: -72.809 +/- 0.244 | dlogz: 55.354 > 0.109
iter: 396 | bound: 8 | nc: 21 | ncall: 4353 | eff(%): 9.097 | loglstar: -inf < -66.056 < inf | logz: -72.657 +/- 0.243 | dlogz: 55.170 > 0.109
iter: 397 | bound: 8 | nc: 15 | ncall: 4368 | eff(%): 9.089 | loglstar: -inf < -66.024 < inf | logz: -72.522 +/- 0.242 | dlogz: 55.008 > 0.109
iter: 398 | bound: 8 | nc: 20 | ncall: 4388 | eff(%): 9.070 | loglstar: -inf < -65.603 < inf | logz: -72.374 +/- 0.241 | dlogz: 54.864 > 0.109
iter: 399 | bound: 8 | nc: 7 | ncall: 4395 | eff(%): 9.078 | loglstar: -inf < -64.797 < inf | logz: -72.138 +/- 0.243 | dlogz: 54.706 > 0.109
iter: 400 | bound: 8 | nc: 44 | ncall: 4439 | eff(%): 9.011 | loglstar: -inf < -64.796 < inf | logz: -71.885 +/- 0.244 | dlogz: 54.460 > 0.109
iter: 401 | bound: 8 | nc: 1 | ncall: 4440 | eff(%): 9.032 | loglstar: -inf < -64.391 < inf | logz: -71.640 +/- 0.245 | dlogz: 54.196 > 0.109
iter: 402 | bound: 8 | nc: 7 | ncall: 4447 | eff(%): 9.040 | loglstar: -inf < -64.272 < inf | logz: -71.398 +/- 0.246 | dlogz: 53.942 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 403 | bound: 9 | nc: 32 | ncall: 4479 | eff(%): 8.998 | loglstar: -inf < -64.150 < inf | logz: -71.183 +/- 0.246 | dlogz: 53.690 > 0.109
iter: 404 | bound: 9 | nc: 1 | ncall: 4480 | eff(%): 9.018 | loglstar: -inf < -64.118 < inf | logz: -70.995 +/- 0.245 | dlogz: 53.465 > 0.109
iter: 405 | bound: 9 | nc: 32 | ncall: 4512 | eff(%): 8.976 | loglstar: -inf < -64.115 < inf | logz: -70.836 +/- 0.245 | dlogz: 53.267 > 0.109
iter: 406 | bound: 10 | nc: 249 | ncall: 4761 | eff(%): 8.528 | loglstar: -inf < -63.658 < inf | logz: -70.663 +/- 0.244 | dlogz: 53.098 > 0.109
iter: 407 | bound: 10 | nc: 46 | ncall: 4807 | eff(%): 8.467 | loglstar: -inf < -63.627 < inf | logz: -70.485 +/- 0.244 | dlogz: 52.915 > 0.109
iter: 408 | bound: 10 | nc: 31 | ncall: 4838 | eff(%): 8.433 | loglstar: -inf < -63.424 < inf | logz: -70.317 +/- 0.244 | dlogz: 52.727 > 0.109
iter: 409 | bound: 11 | nc: 38 | ncall: 4876 | eff(%): 8.388 | loglstar: -inf < -63.214 < inf | logz: -70.145 +/- 0.244 | dlogz: 52.549 > 0.109
iter: 410 | bound: 11 | nc: 2 | ncall: 4878 | eff(%): 8.405 | loglstar: -inf < -62.723 < inf | logz: -69.939 +/- 0.244 | dlogz: 52.367 > 0.109
iter: 411 | bound: 11 | nc: 49 | ncall: 4927 | eff(%): 8.342 | loglstar: -inf < -62.689 < inf | logz: -69.731 +/- 0.245 | dlogz: 52.152 > 0.109
iter: 412 | bound: 12 | nc: 122 | ncall: 5049 | eff(%): 8.160 | loglstar: -inf < -62.323 < inf | logz: -69.523 +/- 0.245 | dlogz: 51.933 > 0.109
iter: 413 | bound: 12 | nc: 22 | ncall: 5071 | eff(%): 8.144 | loglstar: -inf < -62.182 < inf | logz: -69.310 +/- 0.246 | dlogz: 51.715 > 0.109
iter: 414 | bound: 12 | nc: 20 | ncall: 5091 | eff(%): 8.132 | loglstar: -inf < -62.038 < inf | logz: -69.113 +/- 0.246 | dlogz: 51.493 > 0.109
iter: 415 | bound: 12 | nc: 36 | ncall: 5127 | eff(%): 8.094 | loglstar: -inf < -61.984 < inf | logz: -68.934 +/- 0.246 | dlogz: 51.286 > 0.109
iter: 416 | bound: 12 | nc: 3 | ncall: 5130 | eff(%): 8.109 | loglstar: -inf < -61.879 < inf | logz: -68.773 +/- 0.245 | dlogz: 51.097 > 0.109
iter: 417 | bound: 12 | nc: 1 | ncall: 5131 | eff(%): 8.127 | loglstar: -inf < -61.761 < inf | logz: -68.620 +/- 0.245 | dlogz: 50.925 > 0.109
iter: 418 | bound: 12 | nc: 6 | ncall: 5137 | eff(%): 8.137 | loglstar: -inf < -61.336 < inf | logz: -68.447 +/- 0.245 | dlogz: 50.762 > 0.109
iter: 419 | bound: 13 | nc: 17 | ncall: 5154 | eff(%): 8.130 | loglstar: -inf < -61.266 < inf | logz: -68.268 +/- 0.245 | dlogz: 50.580 > 0.109
iter: 420 | bound: 13 | nc: 21 | ncall: 5175 | eff(%): 8.116 | loglstar: -inf < -61.232 < inf | logz: -68.110 +/- 0.245 | dlogz: 50.391 > 0.109
iter: 421 | bound: 13 | nc: 10 | ncall: 5185 | eff(%): 8.120 | loglstar: -inf < -61.087 < inf | logz: -67.963 +/- 0.244 | dlogz: 50.223 > 0.109
iter: 422 | bound: 13 | nc: 47 | ncall: 5232 | eff(%): 8.066 | loglstar: -inf < -61.064 < inf | logz: -67.825 +/- 0.244 | dlogz: 50.066 > 0.109
iter: 423 | bound: 13 | nc: 2 | ncall: 5234 | eff(%): 8.082 | loglstar: -inf < -60.732 < inf | logz: -67.683 +/- 0.244 | dlogz: 49.918 > 0.109
iter: 424 | bound: 14 | nc: 37 | ncall: 5271 | eff(%): 8.044 | loglstar: -inf < -60.279 < inf | logz: -67.502 +/- 0.244 | dlogz: 49.766 > 0.109
iter: 425 | bound: 14 | nc: 3 | ncall: 5274 | eff(%): 8.058 | loglstar: -inf < -60.276 < inf | logz: -67.320 +/- 0.245 | dlogz: 49.575 > 0.109
iter: 426 | bound: 14 | nc: 88 | ncall: 5362 | eff(%): 7.945 | loglstar: -inf < -59.701 < inf | logz: -67.113 +/- 0.246 | dlogz: 49.383 > 0.109
iter: 427 | bound: 15 | nc: 10 | ncall: 5372 | eff(%): 7.949 | loglstar: -inf < -59.482 < inf | logz: -66.878 +/- 0.247 | dlogz: 49.167 > 0.109
iter: 428 | bound: 15 | nc: 13 | ncall: 5385 | eff(%): 7.948 | loglstar: -inf < -59.088 < inf | logz: -66.626 +/- 0.249 | dlogz: 48.921 > 0.109
iter: 429 | bound: 15 | nc: 10 | ncall: 5395 | eff(%): 7.952 | loglstar: -inf < -58.949 < inf | logz: -66.377 +/- 0.250 | dlogz: 48.660 > 0.109
iter: 430 | bound: 15 | nc: 2 | ncall: 5397 | eff(%): 7.967 | loglstar: -inf < -58.460 < inf | logz: -66.110 +/- 0.251 | dlogz: 48.401 > 0.109
iter: 431 | bound: 15 | nc: 6 | ncall: 5403 | eff(%): 7.977 | loglstar: -inf < -58.278 < inf | logz: -65.834 +/- 0.253 | dlogz: 48.123 > 0.109
iter: 432 | bound: 15 | nc: 2 | ncall: 5405 | eff(%): 7.993 | loglstar: -inf < -57.687 < inf | logz: -65.524 +/- 0.254 | dlogz: 47.838 > 0.109
iter: 433 | bound: 15 | nc: 8 | ncall: 5413 | eff(%): 7.999 | loglstar: -inf < -57.589 < inf | logz: -65.218 +/- 0.256 | dlogz: 47.517 > 0.109
iter: 434 | bound: 15 | nc: 56 | ncall: 5469 | eff(%): 7.936 | loglstar: -inf < -57.410 < inf | logz: -64.955 +/- 0.256 | dlogz: 47.201 > 0.109
iter: 435 | bound: 16 | nc: 34 | ncall: 5503 | eff(%): 7.905 | loglstar: -inf < -57.220 < inf | logz: -64.711 +/- 0.256 | dlogz: 46.928 > 0.109
iter: 436 | bound: 16 | nc: 6 | ncall: 5509 | eff(%): 7.914 | loglstar: -inf < -57.201 < inf | logz: -64.499 +/- 0.255 | dlogz: 46.675 > 0.109
iter: 437 | bound: 16 | nc: 4 | ncall: 5513 | eff(%): 7.927 | loglstar: -inf < -57.198 < inf | logz: -64.324 +/- 0.254 | dlogz: 46.453 > 0.109
iter: 438 | bound: 16 | nc: 27 | ncall: 5540 | eff(%): 7.906 | loglstar: -inf < -56.996 < inf | logz: -64.161 +/- 0.253 | dlogz: 46.268 > 0.109
iter: 439 | bound: 17 | nc: 91 | ncall: 5631 | eff(%): 7.796 | loglstar: -inf < -56.739 < inf | logz: -63.989 +/- 0.252 | dlogz: 46.095 > 0.109
iter: 440 | bound: 17 | nc: 1 | ncall: 5632 | eff(%): 7.812 | loglstar: -inf < -56.711 < inf | logz: -63.824 +/- 0.252 | dlogz: 45.913 > 0.109
iter: 441 | bound: 17 | nc: 22 | ncall: 5654 | eff(%): 7.800 | loglstar: -inf < -56.701 < inf | logz: -63.682 +/- 0.251 | dlogz: 45.738 > 0.109
iter: 442 | bound: 17 | nc: 39 | ncall: 5693 | eff(%): 7.764 | loglstar: -inf < -56.656 < inf | logz: -63.555 +/- 0.250 | dlogz: 45.586 > 0.109
iter: 443 | bound: 17 | nc: 1 | ncall: 5694 | eff(%): 7.780 | loglstar: -inf < -56.641 < inf | logz: -63.440 +/- 0.249 | dlogz: 45.449 > 0.109
iter: 444 | bound: 17 | nc: 9 | ncall: 5703 | eff(%): 7.785 | loglstar: -inf < -56.475 < inf | logz: -63.328 +/- 0.248 | dlogz: 45.324 > 0.109
iter: 445 | bound: 17 | nc: 13 | ncall: 5716 | eff(%): 7.785 | loglstar: -inf < -56.401 < inf | logz: -63.217 +/- 0.247 | dlogz: 45.203 > 0.109
iter: 446 | bound: 17 | nc: 14 | ncall: 5730 | eff(%): 7.784 | loglstar: -inf < -56.394 < inf | logz: -63.115 +/- 0.247 | dlogz: 45.082 > 0.109
iter: 447 | bound: 18 | nc: 16 | ncall: 5746 | eff(%): 7.779 | loglstar: -inf < -56.385 < inf | logz: -63.022 +/- 0.246 | dlogz: 44.969 > 0.109
iter: 448 | bound: 18 | nc: 5 | ncall: 5751 | eff(%): 7.790 | loglstar: -inf < -56.284 < inf | logz: -62.933 +/- 0.245 | dlogz: 44.866 > 0.109
iter: 449 | bound: 18 | nc: 5 | ncall: 5756 | eff(%): 7.801 | loglstar: -inf < -56.006 < inf | logz: -62.835 +/- 0.245 | dlogz: 44.767 > 0.109
iter: 450 | bound: 18 | nc: 5 | ncall: 5761 | eff(%): 7.811 | loglstar: -inf < -55.644 < inf | logz: -62.714 +/- 0.244 | dlogz: 44.659 > 0.109
iter: 451 | bound: 18 | nc: 11 | ncall: 5772 | eff(%): 7.814 | loglstar: -inf < -55.519 < inf | logz: -62.582 +/- 0.245 | dlogz: 44.529 > 0.109
iter: 452 | bound: 18 | nc: 16 | ncall: 5788 | eff(%): 7.809 | loglstar: -inf < -55.391 < inf | logz: -62.452 +/- 0.245 | dlogz: 44.387 > 0.109
iter: 453 | bound: 18 | nc: 1 | ncall: 5789 | eff(%): 7.825 | loglstar: -inf < -55.386 < inf | logz: -62.331 +/- 0.245 | dlogz: 44.247 > 0.109
iter: 454 | bound: 18 | nc: 15 | ncall: 5804 | eff(%): 7.822 | loglstar: -inf < -55.169 < inf | logz: -62.212 +/- 0.245 | dlogz: 44.116 > 0.109
iter: 455 | bound: 18 | nc: 10 | ncall: 5814 | eff(%): 7.826 | loglstar: -inf < -55.013 < inf | logz: -62.086 +/- 0.245 | dlogz: 43.986 > 0.109
iter: 456 | bound: 18 | nc: 18 | ncall: 5832 | eff(%): 7.819 | loglstar: -inf < -54.940 < inf | logz: -61.963 +/- 0.245 | dlogz: 43.850 > 0.109
iter: 457 | bound: 19 | nc: 23 | ncall: 5855 | eff(%): 7.805 | loglstar: -inf < -54.839 < inf | logz: -61.845 +/- 0.245 | dlogz: 43.717 > 0.109
iter: 458 | bound: 19 | nc: 4 | ncall: 5859 | eff(%): 7.817 | loglstar: -inf < -54.810 < inf | logz: -61.734 +/- 0.245 | dlogz: 43.590 > 0.109
iter: 459 | bound: 19 | nc: 17 | ncall: 5876 | eff(%): 7.811 | loglstar: -inf < -53.967 < inf | logz: -61.572 +/- 0.246 | dlogz: 43.469 > 0.109
iter: 460 | bound: 19 | nc: 30 | ncall: 5906 | eff(%): 7.789 | loglstar: -inf < -53.741 < inf | logz: -61.363 +/- 0.248 | dlogz: 43.297 > 0.109
iter: 461 | bound: 19 | nc: 22 | ncall: 5928 | eff(%): 7.777 | loglstar: -inf < -53.655 < inf | logz: -61.166 +/- 0.249 | dlogz: 43.078 > 0.109
iter: 462 | bound: 19 | nc: 3 | ncall: 5931 | eff(%): 7.790 | loglstar: -inf < -53.364 < inf | logz: -60.971 +/- 0.251 | dlogz: 42.871 > 0.109
iter: 463 | bound: 20 | nc: 33 | ncall: 5964 | eff(%): 7.763 | loglstar: -inf < -53.330 < inf | logz: -60.785 +/- 0.251 | dlogz: 42.666 > 0.109
iter: 464 | bound: 20 | nc: 8 | ncall: 5972 | eff(%): 7.770 | loglstar: -inf < -53.289 < inf | logz: -60.624 +/- 0.251 | dlogz: 42.470 > 0.109
iter: 465 | bound: 20 | nc: 17 | ncall: 5989 | eff(%): 7.764 | loglstar: -inf < -52.831 < inf | logz: -60.447 +/- 0.252 | dlogz: 42.299 > 0.109
iter: 466 | bound: 20 | nc: 1 | ncall: 5990 | eff(%): 7.780 | loglstar: -inf < -52.825 < inf | logz: -60.267 +/- 0.252 | dlogz: 42.113 > 0.109
iter: 467 | bound: 20 | nc: 2 | ncall: 5992 | eff(%): 7.794 | loglstar: -inf < -52.782 < inf | logz: -60.113 +/- 0.252 | dlogz: 41.922 > 0.109
iter: 468 | bound: 20 | nc: 12 | ncall: 6004 | eff(%): 7.795 | loglstar: -inf < -52.526 < inf | logz: -59.959 +/- 0.252 | dlogz: 41.758 > 0.109
iter: 469 | bound: 20 | nc: 7 | ncall: 6011 | eff(%): 7.802 | loglstar: -inf < -52.094 < inf | logz: -59.775 +/- 0.253 | dlogz: 41.594 > 0.109
iter: 470 | bound: 20 | nc: 40 | ncall: 6051 | eff(%): 7.767 | loglstar: -inf < -51.970 < inf | logz: -59.580 +/- 0.254 | dlogz: 41.400 > 0.109
iter: 471 | bound: 21 | nc: 27 | ncall: 6078 | eff(%): 7.749 | loglstar: -inf < -51.959 < inf | logz: -59.409 +/- 0.254 | dlogz: 41.196 > 0.109
iter: 472 | bound: 21 | nc: 46 | ncall: 6124 | eff(%): 7.707 | loglstar: -inf < -51.946 < inf | logz: -59.262 +/- 0.254 | dlogz: 41.014 > 0.109
iter: 473 | bound: 21 | nc: 9 | ncall: 6133 | eff(%): 7.712 | loglstar: -inf < -51.777 < inf | logz: -59.124 +/- 0.253 | dlogz: 40.858 > 0.109
iter: 474 | bound: 21 | nc: 2 | ncall: 6135 | eff(%): 7.726 | loglstar: -inf < -51.579 < inf | logz: -58.980 +/- 0.253 | dlogz: 40.709 > 0.109
iter: 475 | bound: 21 | nc: 17 | ncall: 6152 | eff(%): 7.721 | loglstar: -inf < -51.500 < inf | logz: -58.840 +/- 0.253 | dlogz: 40.556 > 0.109
iter: 476 | bound: 21 | nc: 16 | ncall: 6168 | eff(%): 7.717 | loglstar: -inf < -51.476 < inf | logz: -58.712 +/- 0.253 | dlogz: 40.405 > 0.109
iter: 477 | bound: 21 | nc: 1 | ncall: 6169 | eff(%): 7.732 | loglstar: -inf < -51.268 < inf | logz: -58.585 +/- 0.252 | dlogz: 40.267 > 0.109
iter: 478 | bound: 21 | nc: 2 | ncall: 6171 | eff(%): 7.746 | loglstar: -inf < -51.228 < inf | logz: -58.461 +/- 0.252 | dlogz: 40.131 > 0.109
iter: 479 | bound: 21 | nc: 3 | ncall: 6174 | eff(%): 7.758 | loglstar: -inf < -51.121 < inf | logz: -58.344 +/- 0.252 | dlogz: 39.997 > 0.109
iter: 480 | bound: 21 | nc: 2 | ncall: 6176 | eff(%): 7.772 | loglstar: -inf < -51.095 < inf | logz: -58.233 +/- 0.251 | dlogz: 39.870 > 0.109
iter: 481 | bound: 22 | nc: 17 | ncall: 6193 | eff(%): 7.767 | loglstar: -inf < -51.049 < inf | logz: -58.131 +/- 0.251 | dlogz: 39.749 > 0.109
iter: 482 | bound: 22 | nc: 11 | ncall: 6204 | eff(%): 7.769 | loglstar: -inf < -50.954 < inf | logz: -58.033 +/- 0.250 | dlogz: 39.637 > 0.109
iter: 483 | bound: 22 | nc: 79 | ncall: 6283 | eff(%): 7.687 | loglstar: -inf < -50.854 < inf | logz: -57.936 +/- 0.250 | dlogz: 39.529 > 0.109
iter: 484 | bound: 23 | nc: 53 | ncall: 6336 | eff(%): 7.639 | loglstar: -inf < -50.820 < inf | logz: -57.842 +/- 0.250 | dlogz: 39.422 > 0.109
iter: 485 | bound: 23 | nc: 59 | ncall: 6395 | eff(%): 7.584 | loglstar: -inf < -50.428 < inf | logz: -57.736 +/- 0.249 | dlogz: 39.318 > 0.109
iter: 486 | bound: 24 | nc: 271 | ncall: 6666 | eff(%): 7.291 | loglstar: -inf < -50.338 < inf | logz: -57.619 +/- 0.250 | dlogz: 39.203 > 0.109
iter: 487 | bound: 24 | nc: 37 | ncall: 6703 | eff(%): 7.265 | loglstar: -inf < -50.303 < inf | logz: -57.509 +/- 0.250 | dlogz: 39.076 > 0.109
iter: 488 | bound: 25 | nc: 251 | ncall: 6954 | eff(%): 7.018 | loglstar: -inf < -50.250 < inf | logz: -57.407 +/- 0.249 | dlogz: 38.956 > 0.109
iter: 489 | bound: 26 | nc: 191 | ncall: 7145 | eff(%): 6.844 | loglstar: -inf < -50.140 < inf | logz: -57.308 +/- 0.249 | dlogz: 38.843 > 0.109
iter: 490 | bound: 27 | nc: 252 | ncall: 7397 | eff(%): 6.624 | loglstar: -inf < -49.931 < inf | logz: -57.203 +/- 0.249 | dlogz: 38.734 > 0.109
iter: 491 | bound: 27 | nc: 31 | ncall: 7428 | eff(%): 6.610 | loglstar: -inf < -49.500 < inf | logz: -57.074 +/- 0.250 | dlogz: 38.619 > 0.109
iter: 492 | bound: 28 | nc: 295 | ncall: 7723 | eff(%): 6.371 | loglstar: -inf < -49.472 < inf | logz: -56.936 +/- 0.250 | dlogz: 38.480 > 0.109
iter: 493 | bound: 29 | nc: 220 | ncall: 7943 | eff(%): 6.207 | loglstar: -inf < -49.471 < inf | logz: -56.814 +/- 0.251 | dlogz: 38.332 > 0.109
iter: 494 | bound: 29 | nc: 20 | ncall: 7963 | eff(%): 6.204 | loglstar: -inf < -49.300 < inf | logz: -56.698 +/- 0.251 | dlogz: 47.844 > 0.109
iter: 495 | bound: 29 | nc: 59 | ncall: 8022 | eff(%): 6.171 | loglstar: -inf < -49.229 < inf | logz: -56.582 +/- 0.251 | dlogz: 47.717 > 0.109
iter: 496 | bound: 29 | nc: 2 | ncall: 8024 | eff(%): 6.181 | loglstar: -inf < -48.825 < inf | logz: -56.451 +/- 0.251 | dlogz: 47.592 > 0.109
iter: 497 | bound: 29 | nc: 14 | ncall: 8038 | eff(%): 6.183 | loglstar: -inf < -48.807 < inf | logz: -56.313 +/- 0.252 | dlogz: 47.451 > 0.109
iter: 498 | bound: 30 | nc: 53 | ncall: 8091 | eff(%): 6.155 | loglstar: -inf < -48.799 < inf | logz: -56.192 +/- 0.252 | dlogz: 47.303 > 0.109
iter: 499 | bound: 30 | nc: 41 | ncall: 8132 | eff(%): 6.136 | loglstar: -inf < -48.782 < inf | logz: -56.084 +/- 0.252 | dlogz: 47.172 > 0.109
iter: 500 | bound: 30 | nc: 34 | ncall: 8166 | eff(%): 6.123 | loglstar: -inf < -48.743 < inf | logz: -55.985 +/- 0.252 | dlogz: 47.054 > 0.109
iter: 501 | bound: 31 | nc: 74 | ncall: 8240 | eff(%): 6.080 | loglstar: -inf < -48.704 < inf | logz: -55.892 +/- 0.252 | dlogz: 46.945 > 0.109
iter: 502 | bound: 31 | nc: 69 | ncall: 8309 | eff(%): 6.042 | loglstar: -inf < -48.672 < inf | logz: -55.805 +/- 0.251 | dlogz: 46.842 > 0.109
iter: 503 | bound: 31 | nc: 2 | ncall: 8311 | eff(%): 6.052 | loglstar: -inf < -48.636 < inf | logz: -55.723 +/- 0.251 | dlogz: 46.745 > 0.109
iter: 504 | bound: 31 | nc: 11 | ncall: 8322 | eff(%): 6.056 | loglstar: -inf < -48.597 < inf | logz: -55.645 +/- 0.250 | dlogz: 46.653 > 0.109
iter: 505 | bound: 32 | nc: 83 | ncall: 8405 | eff(%): 6.008 | loglstar: -inf < -48.548 < inf | logz: -55.570 +/- 0.250 | dlogz: 46.565 > 0.109
iter: 506 | bound: 32 | nc: 44 | ncall: 8449 | eff(%): 5.989 | loglstar: -inf < -48.416 < inf | logz: -55.495 +/- 0.250 | dlogz: 46.480 > 0.109
iter: 507 | bound: 32 | nc: 54 | ncall: 8503 | eff(%): 5.963 | loglstar: -inf < -48.372 < inf | logz: -55.420 +/- 0.249 | dlogz: 46.395 > 0.109
iter: 508 | bound: 33 | nc: 48 | ncall: 8551 | eff(%): 5.941 | loglstar: -inf < -48.320 < inf | logz: -55.347 +/- 0.249 | dlogz: 46.310 > 0.109
iter: 509 | bound: 33 | nc: 18 | ncall: 8569 | eff(%): 5.940 | loglstar: -inf < -48.166 < inf | logz: -55.273 +/- 0.249 | dlogz: 46.228 > 0.109
iter: 510 | bound: 33 | nc: 17 | ncall: 8586 | eff(%): 5.940 | loglstar: -inf < -48.084 < inf | logz: -55.196 +/- 0.249 | dlogz: 46.143 > 0.109
iter: 511 | bound: 33 | nc: 22 | ncall: 8608 | eff(%): 5.936 | loglstar: -inf < -48.054 < inf | logz: -55.122 +/- 0.249 | dlogz: 46.057 > 0.109
iter: 512 | bound: 33 | nc: 42 | ncall: 8650 | eff(%): 5.919 | loglstar: -inf < -48.032 < inf | logz: -55.052 +/- 0.248 | dlogz: 45.973 > 0.109
iter: 513 | bound: 34 | nc: 44 | ncall: 8694 | eff(%): 5.901 | loglstar: -inf < -47.777 < inf | logz: -54.977 +/- 0.248 | dlogz: 45.892 > 0.109
iter: 514 | bound: 34 | nc: 21 | ncall: 8715 | eff(%): 5.898 | loglstar: -inf < -47.752 < inf | logz: -54.898 +/- 0.248 | dlogz: 45.808 > 0.109
iter: 515 | bound: 34 | nc: 12 | ncall: 8727 | eff(%): 5.901 | loglstar: -inf < -47.739 < inf | logz: -54.825 +/- 0.248 | dlogz: 45.719 > 0.109
iter: 516 | bound: 34 | nc: 8 | ncall: 8735 | eff(%): 5.907 | loglstar: -inf < -47.661 < inf | logz: -54.754 +/- 0.248 | dlogz: 45.636 > 0.109
iter: 517 | bound: 34 | nc: 9 | ncall: 8744 | eff(%): 5.913 | loglstar: -inf < -47.582 < inf | logz: -54.684 +/- 0.248 | dlogz: 45.555 > 0.109
iter: 518 | bound: 34 | nc: 25 | ncall: 8769 | eff(%): 5.907 | loglstar: -inf < -47.509 < inf | logz: -54.614 +/- 0.248 | dlogz: 45.475 > 0.109
iter: 519 | bound: 34 | nc: 3 | ncall: 8772 | eff(%): 5.917 | loglstar: -inf < -47.279 < inf | logz: -54.538 +/- 0.248 | dlogz: 45.395 > 0.109
iter: 520 | bound: 35 | nc: 143 | ncall: 8915 | eff(%): 5.833 | loglstar: -inf < -47.175 < inf | logz: -54.457 +/- 0.248 | dlogz: 45.309 > 0.109
iter: 521 | bound: 35 | nc: 12 | ncall: 8927 | eff(%): 5.836 | loglstar: -inf < -46.970 < inf | logz: -54.370 +/- 0.248 | dlogz: 45.218 > 0.109
iter: 522 | bound: 35 | nc: 33 | ncall: 8960 | eff(%): 5.826 | loglstar: -inf < -46.933 < inf | logz: -54.281 +/- 0.249 | dlogz: 45.121 > 0.109
iter: 523 | bound: 35 | nc: 40 | ncall: 9000 | eff(%): 5.811 | loglstar: -inf < -46.929 < inf | logz: -54.199 +/- 0.249 | dlogz: 45.023 > 0.109
iter: 524 | bound: 36 | nc: 39 | ncall: 9039 | eff(%): 5.797 | loglstar: -inf < -46.921 < inf | logz: -54.124 +/- 0.249 | dlogz: 44.931 > 0.109
iter: 525 | bound: 36 | nc: 27 | ncall: 9066 | eff(%): 5.791 | loglstar: -inf < -46.862 < inf | logz: -54.052 +/- 0.249 | dlogz: 44.845 > 0.109
iter: 526 | bound: 36 | nc: 2 | ncall: 9068 | eff(%): 5.801 | loglstar: -inf < -46.808 < inf | logz: -53.982 +/- 0.249 | dlogz: 44.763 > 0.109
iter: 527 | bound: 36 | nc: 37 | ncall: 9105 | eff(%): 5.788 | loglstar: -inf < -46.740 < inf | logz: -53.913 +/- 0.249 | dlogz: 44.683 > 0.109
iter: 528 | bound: 37 | nc: 101 | ncall: 9206 | eff(%): 5.735 | loglstar: -inf < -46.690 < inf | logz: -53.845 +/- 0.249 | dlogz: 44.604 > 0.109
iter: 529 | bound: 37 | nc: 10 | ncall: 9216 | eff(%): 5.740 | loglstar: -inf < -46.641 < inf | logz: -53.780 +/- 0.248 | dlogz: 44.527 > 0.109
iter: 530 | bound: 37 | nc: 24 | ncall: 9240 | eff(%): 5.736 | loglstar: -inf < -46.640 < inf | logz: -53.717 +/- 0.248 | dlogz: 44.451 > 0.109
iter: 531 | bound: 37 | nc: 56 | ncall: 9296 | eff(%): 5.712 | loglstar: -inf < -46.562 < inf | logz: -53.656 +/- 0.248 | dlogz: 44.379 > 0.109
iter: 532 | bound: 38 | nc: 38 | ncall: 9334 | eff(%): 5.700 | loglstar: -inf < -46.497 < inf | logz: -53.596 +/- 0.248 | dlogz: 44.308 > 0.109
iter: 533 | bound: 38 | nc: 3 | ncall: 9337 | eff(%): 5.708 | loglstar: -inf < -46.478 < inf | logz: -53.537 +/- 0.248 | dlogz: 44.237 > 0.109
iter: 534 | bound: 38 | nc: 18 | ncall: 9355 | eff(%): 5.708 | loglstar: -inf < -46.210 < inf | logz: -53.473 +/- 0.248 | dlogz: 44.168 > 0.109
iter: 535 | bound: 38 | nc: 7 | ncall: 9362 | eff(%): 5.715 | loglstar: -inf < -46.186 < inf | logz: -53.405 +/- 0.248 | dlogz: 44.095 > 0.109
iter: 536 | bound: 38 | nc: 10 | ncall: 9372 | eff(%): 5.719 | loglstar: -inf < -46.170 < inf | logz: -53.340 +/- 0.248 | dlogz: 44.017 > 0.109
iter: 537 | bound: 38 | nc: 14 | ncall: 9386 | eff(%): 5.721 | loglstar: -inf < -46.170 < inf | logz: -53.280 +/- 0.248 | dlogz: 43.942 > 0.109
iter: 538 | bound: 39 | nc: 48 | ncall: 9434 | eff(%): 5.703 | loglstar: -inf < -46.014 < inf | logz: -53.219 +/- 0.248 | dlogz: 43.872 > 0.109
iter: 539 | bound: 39 | nc: 5 | ncall: 9439 | eff(%): 5.710 | loglstar: -inf < -45.971 < inf | logz: -53.157 +/- 0.248 | dlogz: 43.801 > 0.109
iter: 540 | bound: 39 | nc: 28 | ncall: 9467 | eff(%): 5.704 | loglstar: -inf < -45.922 < inf | logz: -53.096 +/- 0.248 | dlogz: 43.729 > 0.109
iter: 541 | bound: 39 | nc: 11 | ncall: 9478 | eff(%): 5.708 | loglstar: -inf < -45.846 < inf | logz: -53.035 +/- 0.248 | dlogz: 43.658 > 0.109
iter: 542 | bound: 39 | nc: 30 | ncall: 9508 | eff(%): 5.700 | loglstar: -inf < -45.802 < inf | logz: -52.976 +/- 0.248 | dlogz: 43.588 > 0.109
iter: 543 | bound: 39 | nc: 2 | ncall: 9510 | eff(%): 5.710 | loglstar: -inf < -45.773 < inf | logz: -52.918 +/- 0.248 | dlogz: 43.518 > 0.109
iter: 544 | bound: 39 | nc: 4 | ncall: 9514 | eff(%): 5.718 | loglstar: -inf < -45.735 < inf | logz: -52.862 +/- 0.248 | dlogz: 43.450 > 0.109
iter: 545 | bound: 39 | nc: 2 | ncall: 9516 | eff(%): 5.727 | loglstar: -inf < -45.690 < inf | logz: -52.807 +/- 0.248 | dlogz: 43.384 > 0.109
iter: 546 | bound: 39 | nc: 2 | ncall: 9518 | eff(%): 5.736 | loglstar: -inf < -45.688 < inf | logz: -52.754 +/- 0.248 | dlogz: 43.319 > 0.109
iter: 547 | bound: 39 | nc: 5 | ncall: 9523 | eff(%): 5.744 | loglstar: -inf < -45.675 < inf | logz: -52.705 +/- 0.248 | dlogz: 43.257 > 0.109
iter: 548 | bound: 40 | nc: 17 | ncall: 9540 | eff(%): 5.744 | loglstar: -inf < -45.661 < inf | logz: -52.657 +/- 0.248 | dlogz: 43.197 > 0.109
iter: 549 | bound: 40 | nc: 33 | ncall: 9573 | eff(%): 5.735 | loglstar: -inf < -45.518 < inf | logz: -52.608 +/- 0.247 | dlogz: 43.140 > 0.109
iter: 550 | bound: 40 | nc: 37 | ncall: 9610 | eff(%): 5.723 | loglstar: -inf < -45.421 < inf | logz: -52.557 +/- 0.247 | dlogz: 43.081 > 0.109
iter: 551 | bound: 40 | nc: 22 | ncall: 9632 | eff(%): 5.721 | loglstar: -inf < -45.383 < inf | logz: -52.505 +/- 0.247 | dlogz: 43.019 > 0.109
iter: 552 | bound: 41 | nc: 60 | ncall: 9692 | eff(%): 5.695 | loglstar: -inf < -45.381 < inf | logz: -52.455 +/- 0.247 | dlogz: 42.958 > 0.109
iter: 553 | bound: 41 | nc: 23 | ncall: 9715 | eff(%): 5.692 | loglstar: -inf < -45.359 < inf | logz: -52.408 +/- 0.247 | dlogz: 42.898 > 0.109
iter: 554 | bound: 41 | nc: 21 | ncall: 9736 | eff(%): 5.690 | loglstar: -inf < -45.281 < inf | logz: -52.360 +/- 0.247 | dlogz: 42.840 > 0.109
iter: 555 | bound: 42 | nc: 74 | ncall: 9810 | eff(%): 5.657 | loglstar: -inf < -45.212 < inf | logz: -52.312 +/- 0.247 | dlogz: 42.783 > 0.109
iter: 556 | bound: 42 | nc: 8 | ncall: 9818 | eff(%): 5.663 | loglstar: -inf < -45.204 < inf | logz: -52.265 +/- 0.247 | dlogz: 42.725 > 0.109
iter: 557 | bound: 42 | nc: 7 | ncall: 9825 | eff(%): 5.669 | loglstar: -inf < -45.194 < inf | logz: -52.220 +/- 0.247 | dlogz: 42.668 > 0.109
iter: 558 | bound: 42 | nc: 8 | ncall: 9833 | eff(%): 5.675 | loglstar: -inf < -45.171 < inf | logz: -52.177 +/- 0.247 | dlogz: 42.613 > 0.109
iter: 559 | bound: 43 | nc: 81 | ncall: 9914 | eff(%): 5.638 | loglstar: -inf < -45.134 < inf | logz: -52.135 +/- 0.247 | dlogz: 42.560 > 0.109
iter: 560 | bound: 43 | nc: 31 | ncall: 9945 | eff(%): 5.631 | loglstar: -inf < -45.086 < inf | logz: -52.093 +/- 0.247 | dlogz: 42.508 > 0.109
iter: 561 | bound: 43 | nc: 20 | ncall: 9965 | eff(%): 5.630 | loglstar: -inf < -45.084 < inf | logz: -52.052 +/- 0.247 | dlogz: 42.456 > 0.109
iter: 562 | bound: 43 | nc: 23 | ncall: 9988 | eff(%): 5.627 | loglstar: -inf < -45.052 < inf | logz: -52.013 +/- 0.246 | dlogz: 42.406 > 0.109
iter: 563 | bound: 43 | nc: 23 | ncall: 10011 | eff(%): 5.624 | loglstar: -inf < -44.931 < inf | logz: -51.972 +/- 0.246 | dlogz: 42.356 > 0.109
iter: 564 | bound: 44 | nc: 25 | ncall: 10036 | eff(%): 5.620 | loglstar: -inf < -44.849 < inf | logz: -51.930 +/- 0.246 | dlogz: 42.306 > 0.109
iter: 565 | bound: 45 | nc: 119 | ncall: 10155 | eff(%): 5.564 | loglstar: -inf < -44.797 < inf | logz: -51.886 +/- 0.246 | dlogz: 42.253 > 0.109
iter: 566 | bound: 45 | nc: 22 | ncall: 10177 | eff(%): 5.562 | loglstar: -inf < -44.793 < inf | logz: -51.844 +/- 0.246 | dlogz: 42.200 > 0.109
iter: 567 | bound: 46 | nc: 103 | ncall: 10280 | eff(%): 5.516 | loglstar: -inf < -44.780 < inf | logz: -51.804 +/- 0.246 | dlogz: 42.148 > 0.109
iter: 568 | bound: 46 | nc: 30 | ncall: 10310 | eff(%): 5.509 | loglstar: -inf < -44.755 < inf | logz: -51.765 +/- 0.246 | dlogz: 42.097 > 0.109
iter: 569 | bound: 46 | nc: 16 | ncall: 10326 | eff(%): 5.510 | loglstar: -inf < -44.726 < inf | logz: -51.726 +/- 0.246 | dlogz: 42.048 > 0.109
iter: 570 | bound: 46 | nc: 11 | ncall: 10337 | eff(%): 5.514 | loglstar: -inf < -44.668 < inf | logz: -51.688 +/- 0.246 | dlogz: 42.000 > 0.109
iter: 571 | bound: 47 | nc: 73 | ncall: 10410 | eff(%): 5.485 | loglstar: -inf < -44.668 < inf | logz: -51.651 +/- 0.246 | dlogz: 41.952 > 0.109
iter: 572 | bound: 47 | nc: 64 | ncall: 10474 | eff(%): 5.461 | loglstar: -inf < -44.530 < inf | logz: -51.613 +/- 0.246 | dlogz: 41.905 > 0.109
iter: 573 | bound: 48 | nc: 513 | ncall: 10987 | eff(%): 5.215 | loglstar: -inf < -44.477 < inf | logz: -51.573 +/- 0.246 | dlogz: 41.856 > 0.109
iter: 574 | bound: 48 | nc: 29 | ncall: 11016 | eff(%): 5.211 | loglstar: -inf < -44.470 < inf | logz: -51.533 +/- 0.246 | dlogz: 41.806 > 0.109
iter: 575 | bound: 48 | nc: 9 | ncall: 11025 | eff(%): 5.215 | loglstar: -inf < -44.437 < inf | logz: -51.495 +/- 0.246 | dlogz: 41.757 > 0.109
iter: 576 | bound: 48 | nc: 20 | ncall: 11045 | eff(%): 5.215 | loglstar: -inf < -44.431 < inf | logz: -51.458 +/- 0.246 | dlogz: 41.709 > 0.109
iter: 577 | bound: 48 | nc: 27 | ncall: 11072 | eff(%): 5.211 | loglstar: -inf < -44.302 < inf | logz: -51.420 +/- 0.246 | dlogz: 41.662 > 0.109
iter: 578 | bound: 48 | nc: 2 | ncall: 11074 | eff(%): 5.219 | loglstar: -inf < -44.262 < inf | logz: -51.381 +/- 0.246 | dlogz: 41.614 > 0.109
iter: 579 | bound: 48 | nc: 4 | ncall: 11078 | eff(%): 5.227 | loglstar: -inf < -44.261 < inf | logz: -51.343 +/- 0.246 | dlogz: 41.565 > 0.109
iter: 580 | bound: 48 | nc: 8 | ncall: 11086 | eff(%): 5.232 | loglstar: -inf < -44.255 < inf | logz: -51.306 +/- 0.246 | dlogz: 41.517 > 0.109
iter: 581 | bound: 49 | nc: 25 | ncall: 11111 | eff(%): 5.229 | loglstar: -inf < -44.245 < inf | logz: -51.271 +/- 0.246 | dlogz: 41.470 > 0.109
iter: 582 | bound: 49 | nc: 14 | ncall: 11125 | eff(%): 5.231 | loglstar: -inf < -44.191 < inf | logz: -51.236 +/- 0.246 | dlogz: 41.425 > 0.109
iter: 583 | bound: 49 | nc: 23 | ncall: 11148 | eff(%): 5.230 | loglstar: -inf < -44.173 < inf | logz: -51.202 +/- 0.246 | dlogz: 41.380 > 0.109
iter: 584 | bound: 49 | nc: 2 | ncall: 11150 | eff(%): 5.238 | loglstar: -inf < -44.158 < inf | logz: -51.168 +/- 0.246 | dlogz: 41.336 > 0.109
iter: 585 | bound: 49 | nc: 13 | ncall: 11163 | eff(%): 5.241 | loglstar: -inf < -44.141 < inf | logz: -51.136 +/- 0.246 | dlogz: 41.293 > 0.109
iter: 586 | bound: 49 | nc: 12 | ncall: 11175 | eff(%): 5.244 | loglstar: -inf < -44.119 < inf | logz: -51.104 +/- 0.246 | dlogz: 41.250 > 0.109
iter: 587 | bound: 49 | nc: 5 | ncall: 11180 | eff(%): 5.250 | loglstar: -inf < -44.080 < inf | logz: -51.072 +/- 0.246 | dlogz: 41.208 > 0.109
iter: 588 | bound: 49 | nc: 13 | ncall: 11193 | eff(%): 5.253 | loglstar: -inf < -44.057 < inf | logz: -51.041 +/- 0.246 | dlogz: 41.167 > 0.109
iter: 589 | bound: 50 | nc: 29 | ncall: 11222 | eff(%): 5.249 | loglstar: -inf < -44.005 < inf | logz: -51.010 +/- 0.246 | dlogz: 41.126 > 0.109
iter: 590 | bound: 50 | nc: 39 | ncall: 11261 | eff(%): 5.239 | loglstar: -inf < -43.883 < inf | logz: -50.978 +/- 0.246 | dlogz: 41.085 > 0.109
iter: 591 | bound: 50 | nc: 22 | ncall: 11283 | eff(%): 5.238 | loglstar: -inf < -43.866 < inf | logz: -50.944 +/- 0.246 | dlogz: 41.042 > 0.109
iter: 592 | bound: 51 | nc: 63 | ncall: 11346 | eff(%): 5.218 | loglstar: -inf < -43.807 < inf | logz: -50.911 +/- 0.246 | dlogz: 40.999 > 0.109
iter: 593 | bound: 51 | nc: 21 | ncall: 11367 | eff(%): 5.217 | loglstar: -inf < -43.480 < inf | logz: -50.872 +/- 0.246 | dlogz: 40.956 > 0.109
iter: 594 | bound: 52 | nc: 106 | ncall: 11473 | eff(%): 5.177 | loglstar: -inf < -43.377 < inf | logz: -50.827 +/- 0.246 | dlogz: 40.907 > 0.109
iter: 595 | bound: 52 | nc: 8 | ncall: 11481 | eff(%): 5.182 | loglstar: -inf < -43.367 < inf | logz: -50.781 +/- 0.246 | dlogz: 40.851 > 0.109
iter: 596 | bound: 52 | nc: 12 | ncall: 11493 | eff(%): 5.186 | loglstar: -inf < -43.258 < inf | logz: -50.736 +/- 0.247 | dlogz: 40.796 > 0.109
iter: 597 | bound: 52 | nc: 8 | ncall: 11501 | eff(%): 5.191 | loglstar: -inf < -43.226 < inf | logz: -50.689 +/- 0.247 | dlogz: 40.741 > 0.109
iter: 598 | bound: 52 | nc: 1 | ncall: 11502 | eff(%): 5.199 | loglstar: -inf < -43.224 < inf | logz: -50.645 +/- 0.247 | dlogz: 40.684 > 0.109
iter: 599 | bound: 52 | nc: 28 | ncall: 11530 | eff(%): 5.195 | loglstar: -inf < -43.179 < inf | logz: -50.602 +/- 0.248 | dlogz: 40.630 > 0.109
iter: 600 | bound: 52 | nc: 39 | ncall: 11569 | eff(%): 5.186 | loglstar: -inf < -43.134 < inf | logz: -50.559 +/- 0.248 | dlogz: 40.577 > 0.109
iter: 601 | bound: 53 | nc: 23 | ncall: 11592 | eff(%): 5.185 | loglstar: -inf < -43.104 < inf | logz: -50.517 +/- 0.248 | dlogz: 40.524 > 0.109
iter: 602 | bound: 53 | nc: 83 | ncall: 11675 | eff(%): 5.156 | loglstar: -inf < -43.069 < inf | logz: -50.476 +/- 0.248 | dlogz: 40.472 > 0.109
iter: 603 | bound: 54 | nc: 152 | ncall: 11827 | eff(%): 5.099 | loglstar: -inf < -43.064 < inf | logz: -50.435 +/- 0.248 | dlogz: 40.421 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 604 | bound: 55 | nc: 976 | ncall: 12803 | eff(%): 4.718 | loglstar: -inf < -42.813 < inf | logz: -50.392 +/- 0.249 | dlogz: 40.371 > 0.109
iter: 605 | bound: 56 | nc: 242 | ncall: 13045 | eff(%): 4.638 | loglstar: -inf < -42.754 < inf | logz: -50.344 +/- 0.249 | dlogz: 40.317 > 0.109
iter: 606 | bound: 56 | nc: 32 | ncall: 13077 | eff(%): 4.634 | loglstar: -inf < -42.752 < inf | logz: -50.297 +/- 0.249 | dlogz: 40.259 > 0.109
iter: 607 | bound: 57 | nc: 191 | ncall: 13268 | eff(%): 4.575 | loglstar: -inf < -42.706 < inf | logz: -50.252 +/- 0.250 | dlogz: 40.203 > 0.109
iter: 608 | bound: 58 | nc: 104 | ncall: 13372 | eff(%): 4.547 | loglstar: -inf < -42.679 < inf | logz: -50.208 +/- 0.250 | dlogz: 40.148 > 0.109
iter: 609 | bound: 58 | nc: 8 | ncall: 13380 | eff(%): 4.552 | loglstar: -inf < -42.667 < inf | logz: -50.165 +/- 0.250 | dlogz: 40.094 > 0.109
iter: 610 | bound: 58 | nc: 10 | ncall: 13390 | eff(%): 4.556 | loglstar: -inf < -42.511 < inf | logz: -50.121 +/- 0.250 | dlogz: 40.041 > 0.109
iter: 611 | bound: 59 | nc: 85 | ncall: 13475 | eff(%): 4.534 | loglstar: -inf < -42.486 < inf | logz: -50.075 +/- 0.250 | dlogz: 39.987 > 0.109
iter: 612 | bound: 59 | nc: 42 | ncall: 13517 | eff(%): 4.528 | loglstar: -inf < -42.457 < inf | logz: -50.031 +/- 0.251 | dlogz: 39.931 > 0.109
iter: 613 | bound: 59 | nc: 13 | ncall: 13530 | eff(%): 4.531 | loglstar: -inf < -42.374 < inf | logz: -49.986 +/- 0.251 | dlogz: 39.877 > 0.109
iter: 614 | bound: 59 | nc: 15 | ncall: 13545 | eff(%): 4.533 | loglstar: -inf < -42.338 < inf | logz: -49.942 +/- 0.251 | dlogz: 39.822 > 0.109
iter: 615 | bound: 59 | nc: 9 | ncall: 13554 | eff(%): 4.537 | loglstar: -inf < -42.320 < inf | logz: -49.898 +/- 0.251 | dlogz: 39.767 > 0.109
iter: 616 | bound: 59 | nc: 18 | ncall: 13572 | eff(%): 4.539 | loglstar: -inf < -42.295 < inf | logz: -49.856 +/- 0.252 | dlogz: 39.714 > 0.109
iter: 617 | bound: 60 | nc: 7 | ncall: 13579 | eff(%): 4.544 | loglstar: -inf < -42.292 < inf | logz: -49.815 +/- 0.252 | dlogz: 39.662 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 618 | bound: 61 | nc: 284 | ncall: 13863 | eff(%): 4.458 | loglstar: -inf < -42.191 < inf | logz: -49.774 +/- 0.252 | dlogz: 39.611 > 0.109
iter: 619 | bound: 62 | nc: 199 | ncall: 14062 | eff(%): 4.402 | loglstar: -inf < -42.001 < inf | logz: -49.730 +/- 0.252 | dlogz: 39.560 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 620 | bound: 63 | nc: 166 | ncall: 14228 | eff(%): 4.358 | loglstar: -inf < -41.927 < inf | logz: -49.681 +/- 0.252 | dlogz: 39.506 > 0.109
iter: 621 | bound: 64 | nc: 256 | ncall: 14484 | eff(%): 4.287 | loglstar: -inf < -41.828 < inf | logz: -49.632 +/- 0.253 | dlogz: 39.447 > 0.109
iter: 622 | bound: 65 | nc: 114 | ncall: 14598 | eff(%): 4.261 | loglstar: -inf < -41.732 < inf | logz: -49.580 +/- 0.253 | dlogz: 39.388 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 623 | bound: 66 | nc: 805 | ncall: 15403 | eff(%): 4.045 | loglstar: -inf < -41.572 < inf | logz: -49.525 +/- 0.254 | dlogz: 39.327 > 0.109
iter: 624 | bound: 67 | nc: 986 | ncall: 16389 | eff(%): 3.807 | loglstar: -inf < -41.555 < inf | logz: -49.469 +/- 0.254 | dlogz: 39.262 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 625 | bound: 68 | nc: 243 | ncall: 16632 | eff(%): 3.758 | loglstar: -inf < -41.554 < inf | logz: -49.416 +/- 0.255 | dlogz: 39.196 > 0.109
iter: 626 | bound: 69 | nc: 390 | ncall: 17022 | eff(%): 3.678 | loglstar: -inf < -41.546 < inf | logz: -49.366 +/- 0.255 | dlogz: 39.132 > 0.109
iter: 627 | bound: 69 | nc: 10 | ncall: 17032 | eff(%): 3.681 | loglstar: -inf < -41.540 < inf | logz: -49.318 +/- 0.255 | dlogz: 39.072 > 0.109
iter: 628 | bound: 69 | nc: 87 | ncall: 17119 | eff(%): 3.668 | loglstar: -inf < -41.483 < inf | logz: -49.272 +/- 0.255 | dlogz: 39.015 > 0.109
iter: 629 | bound: 69 | nc: 1 | ncall: 17120 | eff(%): 3.674 | loglstar: -inf < -41.280 < inf | logz: -49.222 +/- 0.256 | dlogz: 38.959 > 0.109
iter: 630 | bound: 70 | nc: 64 | ncall: 17184 | eff(%): 3.666 | loglstar: -inf < -41.222 < inf | logz: -49.168 +/- 0.256 | dlogz: 38.898 > 0.109
iter: 631 | bound: 71 | nc: 1075 | ncall: 18259 | eff(%): 3.456 | loglstar: -inf < -41.145 < inf | logz: -49.115 +/- 0.256 | dlogz: 38.835 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 632 | bound: 72 | nc: 195 | ncall: 18454 | eff(%): 3.425 | loglstar: -inf < -41.094 < inf | logz: -49.061 +/- 0.257 | dlogz: 38.771 > 0.109
iter: 633 | bound: 73 | nc: 622 | ncall: 19076 | eff(%): 3.318 | loglstar: -inf < -40.969 < inf | logz: -49.006 +/- 0.257 | dlogz: 38.708 > 0.109
iter: 634 | bound: 73 | nc: 48 | ncall: 19124 | eff(%): 3.315 | loglstar: -inf < -40.909 < inf | logz: -48.950 +/- 0.258 | dlogz: 38.643 > 0.109
iter: 635 | bound: 73 | nc: 22 | ncall: 19146 | eff(%): 3.317 | loglstar: -inf < -40.787 < inf | logz: -48.892 +/- 0.258 | dlogz: 38.576 > 0.109
iter: 636 | bound: 73 | nc: 16 | ncall: 19162 | eff(%): 3.319 | loglstar: -inf < -40.763 < inf | logz: -48.834 +/- 0.258 | dlogz: 38.509 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 637 | bound: 74 | nc: 17 | ncall: 19179 | eff(%): 3.321 | loglstar: -inf < -40.642 < inf | logz: -48.775 +/- 0.259 | dlogz: 38.441 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 638 | bound: 75 | nc: 535 | ncall: 19714 | eff(%): 3.236 | loglstar: -inf < -40.626 < inf | logz: -48.717 +/- 0.259 | dlogz: 38.372 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 639 | bound: 76 | nc: 570 | ncall: 20284 | eff(%): 3.150 | loglstar: -inf < -40.622 < inf | logz: -48.662 +/- 0.260 | dlogz: 38.304 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 640 | bound: 77 | nc: 334 | ncall: 20618 | eff(%): 3.104 | loglstar: -inf < -40.598 < inf | logz: -48.609 +/- 0.260 | dlogz: 38.239 > 0.109
iter: 641 | bound: 78 | nc: 516 | ncall: 21134 | eff(%): 3.033 | loglstar: -inf < -40.576 < inf | logz: -48.559 +/- 0.260 | dlogz: 38.176 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 642 | bound: 79 | nc: 351 | ncall: 21485 | eff(%): 2.988 | loglstar: -inf < -40.406 < inf | logz: -48.506 +/- 0.260 | dlogz: 38.116 > 0.109
iter: 643 | bound: 80 | nc: 148 | ncall: 21633 | eff(%): 2.972 | loglstar: -inf < -40.285 < inf | logz: -48.450 +/- 0.261 | dlogz: 38.054 > 0.109
iter: 644 | bound: 80 | nc: 34 | ncall: 21667 | eff(%): 2.972 | loglstar: -inf < -40.257 < inf | logz: -48.392 +/- 0.261 | dlogz: 37.987 > 0.109
iter: 645 | bound: 80 | nc: 48 | ncall: 21715 | eff(%): 2.970 | loglstar: -inf < -40.180 < inf | logz: -48.336 +/- 0.261 | dlogz: 37.920 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 646 | bound: 81 | nc: 37 | ncall: 21752 | eff(%): 2.970 | loglstar: -inf < -40.134 < inf | logz: -48.280 +/- 0.262 | dlogz: 37.854 > 0.109
iter: 647 | bound: 82 | nc: 414 | ncall: 22166 | eff(%): 2.919 | loglstar: -inf < -40.126 < inf | logz: -48.226 +/- 0.262 | dlogz: 37.788 > 0.109
iter: 648 | bound: 82 | nc: 14 | ncall: 22180 | eff(%): 2.922 | loglstar: -inf < -40.028 < inf | logz: -48.173 +/- 0.262 | dlogz: 37.724 > 0.109
iter: 649 | bound: 82 | nc: 52 | ncall: 22232 | eff(%): 2.919 | loglstar: -inf < -40.020 < inf | logz: -48.120 +/- 0.262 | dlogz: 37.660 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 650 | bound: 83 | nc: 85 | ncall: 22317 | eff(%): 2.913 | loglstar: -inf < -40.009 < inf | logz: -48.070 +/- 0.262 | dlogz: 37.597 > 0.109
iter: 651 | bound: 83 | nc: 52 | ncall: 22369 | eff(%): 2.910 | loglstar: -inf < -39.998 < inf | logz: -48.022 +/- 0.263 | dlogz: 37.537 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 652 | bound: 84 | nc: 377 | ncall: 22746 | eff(%): 2.866 | loglstar: -inf < -39.996 < inf | logz: -47.977 +/- 0.263 | dlogz: 37.480 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 653 | bound: 85 | nc: 159 | ncall: 22905 | eff(%): 2.851 | loglstar: -inf < -39.915 < inf | logz: -47.932 +/- 0.263 | dlogz: 37.424 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 654 | bound: 86 | nc: 1318 | ncall: 24223 | eff(%): 2.700 | loglstar: -inf < -39.912 < inf | logz: -47.887 +/- 0.263 | dlogz: 37.369 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 655 | bound: 87 | nc: 935 | ncall: 25158 | eff(%): 2.604 | loglstar: -inf < -39.886 < inf | logz: -47.845 +/- 0.263 | dlogz: 37.315 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 656 | bound: 88 | nc: 701 | ncall: 25859 | eff(%): 2.537 | loglstar: -inf < -39.806 < inf | logz: -47.802 +/- 0.263 | dlogz: 37.263 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 657 | bound: 89 | nc: 892 | ncall: 26751 | eff(%): 2.456 | loglstar: -inf < -39.671 < inf | logz: -47.757 +/- 0.263 | dlogz: 37.210 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 658 | bound: 90 | nc: 881 | ncall: 27632 | eff(%): 2.381 | loglstar: -inf < -39.651 < inf | logz: -47.711 +/- 0.263 | dlogz: 37.155 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 659 | bound: 91 | nc: 217 | ncall: 27849 | eff(%): 2.366 | loglstar: -inf < -39.650 < inf | logz: -47.667 +/- 0.263 | dlogz: 37.099 > 0.109
iter: 660 | bound: 91 | nc: 35 | ncall: 27884 | eff(%): 2.367 | loglstar: -inf < -39.641 < inf | logz: -47.625 +/- 0.263 | dlogz: 37.045 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 661 | bound: 92 | nc: 636 | ncall: 28520 | eff(%): 2.318 | loglstar: -inf < -39.552 < inf | logz: -47.583 +/- 0.263 | dlogz: 36.993 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 662 | bound: 93 | nc: 3260 | ncall: 31780 | eff(%): 2.083 | loglstar: -inf < -39.534 < inf | logz: -47.541 +/- 0.263 | dlogz: 36.941 > 0.109
iter: 663 | bound: 94 | nc: 788 | ncall: 32568 | eff(%): 2.036 | loglstar: -inf < -39.465 < inf | logz: -47.500 +/- 0.263 | dlogz: 36.890 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 664 | bound: 95 | nc: 117 | ncall: 32685 | eff(%): 2.032 | loglstar: -inf < -39.429 < inf | logz: -47.458 +/- 0.263 | dlogz: 36.838 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 665 | bound: 96 | nc: 485 | ncall: 33170 | eff(%): 2.005 | loglstar: -inf < -39.371 < inf | logz: -47.417 +/- 0.263 | dlogz: 36.787 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 666 | bound: 97 | nc: 1225 | ncall: 34395 | eff(%): 1.936 | loglstar: -inf < -39.236 < inf | logz: -47.373 +/- 0.263 | dlogz: 36.735 > 0.109
iter: 667 | bound: 98 | nc: 112 | ncall: 34507 | eff(%): 1.933 | loglstar: -inf < -39.135 < inf | logz: -47.327 +/- 0.264 | dlogz: 36.682 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 668 | bound: 99 | nc: 894 | ncall: 35401 | eff(%): 1.887 | loglstar: -inf < -39.109 < inf | logz: -47.281 +/- 0.264 | dlogz: 36.626 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 669 | bound: 100 | nc: 245 | ncall: 35646 | eff(%): 1.877 | loglstar: -inf < -39.105 < inf | logz: -47.236 +/- 0.264 | dlogz: 36.569 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 670 | bound: 101 | nc: 184 | ncall: 35830 | eff(%): 1.870 | loglstar: -inf < -39.089 < inf | logz: -47.194 +/- 0.264 | dlogz: 36.515 > 0.109
iter: 671 | bound: 101 | nc: 19 | ncall: 35849 | eff(%): 1.872 | loglstar: -inf < -39.014 < inf | logz: -47.151 +/- 0.264 | dlogz: 36.462 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 672 | bound: 102 | nc: 182 | ncall: 36031 | eff(%): 1.865 | loglstar: -inf < -39.008 < inf | logz: -47.109 +/- 0.264 | dlogz: 36.410 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 673 | bound: 103 | nc: 2254 | ncall: 38285 | eff(%): 1.758 | loglstar: -inf < -38.957 < inf | logz: -47.068 +/- 0.264 | dlogz: 36.358 > 0.109
iter: 674 | bound: 104 | nc: 1901 | ncall: 40186 | eff(%): 1.677 | loglstar: -inf < -38.927 < inf | logz: -47.028 +/- 0.264 | dlogz: 36.307 > 0.109
iter: 675 | bound: 104 | nc: 87 | ncall: 40273 | eff(%): 1.676 | loglstar: -inf < -38.740 < inf | logz: -46.985 +/- 0.264 | dlogz: 36.257 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 676 | bound: 105 | nc: 146 | ncall: 40419 | eff(%): 1.672 | loglstar: -inf < -38.738 < inf | logz: -46.940 +/- 0.265 | dlogz: 36.204 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 677 | bound: 106 | nc: 248 | ncall: 40667 | eff(%): 1.665 | loglstar: -inf < -38.702 < inf | logz: -46.897 +/- 0.265 | dlogz: 36.149 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 678 | bound: 107 | nc: 1362 | ncall: 42029 | eff(%): 1.613 | loglstar: -inf < -38.671 < inf | logz: -46.855 +/- 0.265 | dlogz: 36.096 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 679 | bound: 108 | nc: 536 | ncall: 42565 | eff(%): 1.595 | loglstar: -inf < -38.631 < inf | logz: -46.813 +/- 0.265 | dlogz: 36.044 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 680 | bound: 109 | nc: 172 | ncall: 42737 | eff(%): 1.591 | loglstar: -inf < -38.587 < inf | logz: -46.772 +/- 0.265 | dlogz: 35.992 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 681 | bound: 110 | nc: 1119 | ncall: 43856 | eff(%): 1.553 | loglstar: -inf < -38.563 < inf | logz: -46.731 +/- 0.265 | dlogz: 35.941 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 682 | bound: 111 | nc: 978 | ncall: 44834 | eff(%): 1.521 | loglstar: -inf < -38.443 < inf | logz: -46.690 +/- 0.265 | dlogz: 35.890 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 683 | bound: 112 | nc: 709 | ncall: 45543 | eff(%): 1.500 | loglstar: -inf < -38.279 < inf | logz: -46.644 +/- 0.265 | dlogz: 35.839 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 684 | bound: 113 | nc: 254 | ncall: 45797 | eff(%): 1.494 | loglstar: -inf < -38.179 < inf | logz: -46.595 +/- 0.266 | dlogz: 35.783 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 685 | bound: 114 | nc: 1456 | ncall: 47253 | eff(%): 1.450 | loglstar: -inf < -38.139 < inf | logz: -46.546 +/- 0.266 | dlogz: 35.725 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 686 | bound: 115 | nc: 2197 | ncall: 49450 | eff(%): 1.387 | loglstar: -inf < -37.895 < inf | logz: -46.492 +/- 0.266 | dlogz: 35.665 > 0.109
iter: 687 | bound: 116 | nc: 331 | ncall: 49781 | eff(%): 1.380 | loglstar: -inf < -37.801 < inf | logz: -46.433 +/- 0.267 | dlogz: 35.602 > 0.109
iter: 688 | bound: 116 | nc: 65 | ncall: 49846 | eff(%): 1.380 | loglstar: -inf < -37.766 < inf | logz: -46.374 +/- 0.267 | dlogz: 35.532 > 0.109
iter: 689 | bound: 117 | nc: 56 | ncall: 49902 | eff(%): 1.381 | loglstar: -inf < -37.687 < inf | logz: -46.316 +/- 0.268 | dlogz: 35.463 > 0.109
iter: 690 | bound: 117 | nc: 5 | ncall: 49907 | eff(%): 1.383 | loglstar: -inf < -37.665 < inf | logz: -46.258 +/- 0.268 | dlogz: 35.395 > 0.109
iter: 691 | bound: 117 | nc: 3 | ncall: 49910 | eff(%): 1.384 | loglstar: -inf < -37.571 < inf | logz: -46.202 +/- 0.269 | dlogz: 35.328 > 0.109
iter: 692 | bound: 117 | nc: 3 | ncall: 49913 | eff(%): 1.386 | loglstar: -inf < -37.557 < inf | logz: -46.145 +/- 0.269 | dlogz: 35.261 > 0.109
iter: 693 | bound: 117 | nc: 39 | ncall: 49952 | eff(%): 1.387 | loglstar: -inf < -37.527 < inf | logz: -46.092 +/- 0.269 | dlogz: 35.195 > 0.109
iter: 694 | bound: 117 | nc: 17 | ncall: 49969 | eff(%): 1.389 | loglstar: -inf < -37.483 < inf | logz: -46.039 +/- 0.270 | dlogz: 35.132 > 0.109
iter: 695 | bound: 117 | nc: 1 | ncall: 49970 | eff(%): 1.391 | loglstar: -inf < -37.386 < inf | logz: -45.987 +/- 0.270 | dlogz: 35.069 > 0.109
iter: 696 | bound: 117 | nc: 4 | ncall: 49974 | eff(%): 1.393 | loglstar: -inf < -37.039 < inf | logz: -45.924 +/- 0.270 | dlogz: 35.006 > 0.109
iter: 697 | bound: 117 | nc: 5 | ncall: 49979 | eff(%): 1.395 | loglstar: -inf < -36.893 < inf | logz: -45.851 +/- 0.271 | dlogz: 34.934 > 0.109
iter: 698 | bound: 117 | nc: 11 | ncall: 49990 | eff(%): 1.396 | loglstar: -inf < -36.843 < inf | logz: -45.777 +/- 0.272 | dlogz: 34.851 > 0.109
iter: 699 | bound: 118 | nc: 16 | ncall: 50006 | eff(%): 1.398 | loglstar: -inf < -36.631 < inf | logz: -45.699 +/- 0.273 | dlogz: 34.767 > 0.109
iter: 700 | bound: 118 | nc: 39 | ncall: 50045 | eff(%): 1.399 | loglstar: -inf < -36.560 < inf | logz: -45.618 +/- 0.273 | dlogz: 34.679 > 0.109
iter: 701 | bound: 118 | nc: 7 | ncall: 50052 | eff(%): 1.401 | loglstar: -inf < -36.493 < inf | logz: -45.538 +/- 0.274 | dlogz: 34.588 > 0.109
iter: 702 | bound: 118 | nc: 37 | ncall: 50089 | eff(%): 1.402 | loglstar: -inf < -36.447 < inf | logz: -45.461 +/- 0.275 | dlogz: 34.498 > 0.109
iter: 703 | bound: 118 | nc: 15 | ncall: 50104 | eff(%): 1.403 | loglstar: -inf < -36.414 < inf | logz: -45.387 +/- 0.275 | dlogz: 34.411 > 0.109
iter: 704 | bound: 119 | nc: 31 | ncall: 50135 | eff(%): 1.404 | loglstar: -inf < -36.402 < inf | logz: -45.318 +/- 0.276 | dlogz: 34.327 > 0.109
iter: 705 | bound: 119 | nc: 12 | ncall: 50147 | eff(%): 1.406 | loglstar: -inf < -36.363 < inf | logz: -45.252 +/- 0.276 | dlogz: 34.248 > 0.109
iter: 706 | bound: 119 | nc: 5 | ncall: 50152 | eff(%): 1.408 | loglstar: -inf < -36.259 < inf | logz: -45.186 +/- 0.276 | dlogz: 34.172 > 0.109
iter: 707 | bound: 119 | nc: 23 | ncall: 50175 | eff(%): 1.409 | loglstar: -inf < -36.246 < inf | logz: -45.121 +/- 0.277 | dlogz: 34.096 > 0.109
iter: 708 | bound: 119 | nc: 10 | ncall: 50185 | eff(%): 1.411 | loglstar: -inf < -36.187 < inf | logz: -45.059 +/- 0.277 | dlogz: 34.022 > 0.109
iter: 709 | bound: 119 | nc: 12 | ncall: 50197 | eff(%): 1.412 | loglstar: -inf < -36.166 < inf | logz: -44.999 +/- 0.277 | dlogz: 33.949 > 0.109
iter: 710 | bound: 119 | nc: 17 | ncall: 50214 | eff(%): 1.414 | loglstar: -inf < -36.137 < inf | logz: -44.941 +/- 0.277 | dlogz: 33.879 > 0.109
iter: 711 | bound: 119 | nc: 8 | ncall: 50222 | eff(%): 1.416 | loglstar: -inf < -36.116 < inf | logz: -44.885 +/- 0.277 | dlogz: 33.811 > 0.109
iter: 712 | bound: 120 | nc: 18 | ncall: 50240 | eff(%): 1.417 | loglstar: -inf < -36.060 < inf | logz: -44.831 +/- 0.277 | dlogz: 33.746 > 0.109
iter: 713 | bound: 120 | nc: 12 | ncall: 50252 | eff(%): 1.419 | loglstar: -inf < -36.019 < inf | logz: -44.778 +/- 0.277 | dlogz: 33.682 > 0.109
iter: 714 | bound: 120 | nc: 1 | ncall: 50253 | eff(%): 1.421 | loglstar: -inf < -35.969 < inf | logz: -44.726 +/- 0.277 | dlogz: 33.619 > 0.109
iter: 715 | bound: 120 | nc: 2 | ncall: 50255 | eff(%): 1.423 | loglstar: -inf < -35.959 < inf | logz: -44.675 +/- 0.277 | dlogz: 33.557 > 0.109
iter: 716 | bound: 120 | nc: 16 | ncall: 50271 | eff(%): 1.424 | loglstar: -inf < -35.907 < inf | logz: -44.626 +/- 0.277 | dlogz: 33.496 > 0.109
iter: 717 | bound: 120 | nc: 56 | ncall: 50327 | eff(%): 1.425 | loglstar: -inf < -35.885 < inf | logz: -44.578 +/- 0.277 | dlogz: 33.437 > 0.109
iter: 718 | bound: 121 | nc: 26 | ncall: 50353 | eff(%): 1.426 | loglstar: -inf < -35.815 < inf | logz: -44.530 +/- 0.277 | dlogz: 33.379 > 0.109
iter: 719 | bound: 121 | nc: 42 | ncall: 50395 | eff(%): 1.427 | loglstar: -inf < -35.698 < inf | logz: -44.481 +/- 0.277 | dlogz: 33.321 > 0.109
iter: 720 | bound: 121 | nc: 4 | ncall: 50399 | eff(%): 1.429 | loglstar: -inf < -35.687 < inf | logz: -44.432 +/- 0.277 | dlogz: 33.262 > 0.109
iter: 721 | bound: 121 | nc: 2 | ncall: 50401 | eff(%): 1.431 | loglstar: -inf < -35.677 < inf | logz: -44.384 +/- 0.277 | dlogz: 33.203 > 0.109
iter: 722 | bound: 121 | nc: 11 | ncall: 50412 | eff(%): 1.432 | loglstar: -inf < -35.653 < inf | logz: -44.339 +/- 0.277 | dlogz: 33.145 > 0.109
iter: 723 | bound: 121 | nc: 11 | ncall: 50423 | eff(%): 1.434 | loglstar: -inf < -35.600 < inf | logz: -44.294 +/- 0.277 | dlogz: 33.090 > 0.109
iter: 724 | bound: 121 | nc: 12 | ncall: 50435 | eff(%): 1.436 | loglstar: -inf < -35.586 < inf | logz: -44.251 +/- 0.277 | dlogz: 33.035 > 0.109
iter: 725 | bound: 122 | nc: 25 | ncall: 50460 | eff(%): 1.437 | loglstar: -inf < -35.485 < inf | logz: -44.207 +/- 0.277 | dlogz: 32.982 > 0.109
iter: 726 | bound: 122 | nc: 25 | ncall: 50485 | eff(%): 1.438 | loglstar: -inf < -35.484 < inf | logz: -44.163 +/- 0.277 | dlogz: 32.928 > 0.109
iter: 727 | bound: 122 | nc: 1 | ncall: 50486 | eff(%): 1.440 | loglstar: -inf < -35.454 < inf | logz: -44.121 +/- 0.277 | dlogz: 32.874 > 0.109
iter: 728 | bound: 123 | nc: 81 | ncall: 50567 | eff(%): 1.440 | loglstar: -inf < -35.362 < inf | logz: -44.078 +/- 0.277 | dlogz: 32.822 > 0.109
iter: 729 | bound: 123 | nc: 4 | ncall: 50571 | eff(%): 1.442 | loglstar: -inf < -35.299 < inf | logz: -44.034 +/- 0.277 | dlogz: 32.770 > 0.109
iter: 730 | bound: 123 | nc: 42 | ncall: 50613 | eff(%): 1.442 | loglstar: -inf < -35.206 < inf | logz: -43.990 +/- 0.277 | dlogz: 32.716 > 0.109
iter: 731 | bound: 123 | nc: 6 | ncall: 50619 | eff(%): 1.444 | loglstar: -inf < -35.155 < inf | logz: -43.944 +/- 0.277 | dlogz: 32.661 > 0.109
iter: 732 | bound: 123 | nc: 5 | ncall: 50624 | eff(%): 1.446 | loglstar: -inf < -35.135 < inf | logz: -43.900 +/- 0.277 | dlogz: 32.606 > 0.109
iter: 733 | bound: 123 | nc: 15 | ncall: 50639 | eff(%): 1.448 | loglstar: -inf < -35.118 < inf | logz: -43.857 +/- 0.277 | dlogz: 32.552 > 0.109
iter: 734 | bound: 124 | nc: 42 | ncall: 50681 | eff(%): 1.448 | loglstar: -inf < -35.047 < inf | logz: -43.814 +/- 0.277 | dlogz: 32.499 > 0.109
iter: 735 | bound: 125 | nc: 162 | ncall: 50843 | eff(%): 1.446 | loglstar: -inf < -34.817 < inf | logz: -43.767 +/- 0.277 | dlogz: 32.446 > 0.109
iter: 736 | bound: 125 | nc: 6 | ncall: 50849 | eff(%): 1.447 | loglstar: -inf < -34.759 < inf | logz: -43.716 +/- 0.278 | dlogz: 32.389 > 0.109
iter: 737 | bound: 125 | nc: 17 | ncall: 50866 | eff(%): 1.449 | loglstar: -inf < -34.727 < inf | logz: -43.666 +/- 0.278 | dlogz: 32.328 > 0.109
iter: 738 | bound: 125 | nc: 13 | ncall: 50879 | eff(%): 1.451 | loglstar: -inf < -34.642 < inf | logz: -43.616 +/- 0.278 | dlogz: 32.268 > 0.109
iter: 739 | bound: 125 | nc: 7 | ncall: 50886 | eff(%): 1.452 | loglstar: -inf < -34.619 < inf | logz: -43.566 +/- 0.278 | dlogz: 32.208 > 0.109
iter: 740 | bound: 125 | nc: 29 | ncall: 50915 | eff(%): 1.453 | loglstar: -inf < -34.585 < inf | logz: -43.517 +/- 0.278 | dlogz: 32.148 > 0.109
iter: 741 | bound: 126 | nc: 190 | ncall: 51105 | eff(%): 1.450 | loglstar: -inf < -34.456 < inf | logz: -43.468 +/- 0.278 | dlogz: 32.089 > 0.109
iter: 742 | bound: 126 | nc: 80 | ncall: 51185 | eff(%): 1.450 | loglstar: -inf < -34.317 < inf | logz: -43.414 +/- 0.279 | dlogz: 32.030 > 0.109
iter: 743 | bound: 127 | nc: 164 | ncall: 51349 | eff(%): 1.447 | loglstar: -inf < -34.254 < inf | logz: -43.359 +/- 0.279 | dlogz: 31.967 > 0.109
iter: 744 | bound: 127 | nc: 22 | ncall: 51371 | eff(%): 1.448 | loglstar: -inf < -34.246 < inf | logz: -43.306 +/- 0.279 | dlogz: 31.901 > 0.109
iter: 745 | bound: 127 | nc: 19 | ncall: 51390 | eff(%): 1.450 | loglstar: -inf < -34.233 < inf | logz: -43.255 +/- 0.279 | dlogz: 31.838 > 0.109
iter: 746 | bound: 127 | nc: 55 | ncall: 51445 | eff(%): 1.450 | loglstar: -inf < -34.139 < inf | logz: -43.204 +/- 0.280 | dlogz: 31.777 > 0.109
iter: 747 | bound: 128 | nc: 61 | ncall: 51506 | eff(%): 1.450 | loglstar: -inf < -34.115 < inf | logz: -43.154 +/- 0.280 | dlogz: 31.716 > 0.109
iter: 748 | bound: 128 | nc: 12 | ncall: 51518 | eff(%): 1.452 | loglstar: -inf < -34.034 < inf | logz: -43.103 +/- 0.280 | dlogz: 31.656 > 0.109
iter: 749 | bound: 129 | nc: 240 | ncall: 51758 | eff(%): 1.447 | loglstar: -inf < -33.948 < inf | logz: -43.052 +/- 0.280 | dlogz: 31.596 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 750 | bound: 130 | nc: 372 | ncall: 52130 | eff(%): 1.439 | loglstar: -inf < -33.769 < inf | logz: -42.997 +/- 0.280 | dlogz: 31.535 > 0.109
iter: 751 | bound: 130 | nc: 49 | ncall: 52179 | eff(%): 1.439 | loglstar: -inf < -33.645 < inf | logz: -42.937 +/- 0.281 | dlogz: 31.470 > 0.109
iter: 752 | bound: 131 | nc: 281 | ncall: 52460 | eff(%): 1.433 | loglstar: -inf < -33.605 < inf | logz: -42.877 +/- 0.281 | dlogz: 31.400 > 0.109
iter: 753 | bound: 132 | nc: 290 | ncall: 52750 | eff(%): 1.427 | loglstar: -inf < -33.574 < inf | logz: -42.818 +/- 0.281 | dlogz: 31.329 > 0.109
iter: 754 | bound: 133 | nc: 921 | ncall: 53671 | eff(%): 1.405 | loglstar: -inf < -33.526 < inf | logz: -42.761 +/- 0.282 | dlogz: 31.261 > 0.109
iter: 755 | bound: 134 | nc: 225 | ncall: 53896 | eff(%): 1.401 | loglstar: -inf < -33.523 < inf | logz: -42.707 +/- 0.282 | dlogz: 31.194 > 0.109
iter: 756 | bound: 134 | nc: 16 | ncall: 53912 | eff(%): 1.402 | loglstar: -inf < -33.328 < inf | logz: -42.650 +/- 0.282 | dlogz: 31.130 > 0.109
iter: 757 | bound: 135 | nc: 522 | ncall: 54434 | eff(%): 1.391 | loglstar: -inf < -33.309 < inf | logz: -42.591 +/- 0.283 | dlogz: 31.063 > 0.109
iter: 758 | bound: 135 | nc: 2 | ncall: 54436 | eff(%): 1.392 | loglstar: -inf < -33.184 < inf | logz: -42.532 +/- 0.283 | dlogz: 31.895 > 0.109
iter: 759 | bound: 135 | nc: 9 | ncall: 54445 | eff(%): 1.394 | loglstar: -inf < -33.137 < inf | logz: -42.473 +/- 0.283 | dlogz: 31.826 > 0.109
iter: 760 | bound: 135 | nc: 29 | ncall: 54474 | eff(%): 1.395 | loglstar: -inf < -33.115 < inf | logz: -42.415 +/- 0.283 | dlogz: 31.756 > 0.109
iter: 761 | bound: 135 | nc: 19 | ncall: 54493 | eff(%): 1.397 | loglstar: -inf < -33.066 < inf | logz: -42.359 +/- 0.284 | dlogz: 31.689 > 0.109
iter: 762 | bound: 135 | nc: 6 | ncall: 54499 | eff(%): 1.398 | loglstar: -inf < -32.981 < inf | logz: -42.302 +/- 0.284 | dlogz: 31.623 > 0.109
iter: 763 | bound: 135 | nc: 2 | ncall: 54501 | eff(%): 1.400 | loglstar: -inf < -32.963 < inf | logz: -42.247 +/- 0.284 | dlogz: 31.556 > 0.109
iter: 764 | bound: 135 | nc: 4 | ncall: 54505 | eff(%): 1.402 | loglstar: -inf < -32.948 < inf | logz: -42.194 +/- 0.284 | dlogz: 31.491 > 0.109
iter: 765 | bound: 135 | nc: 2 | ncall: 54507 | eff(%): 1.403 | loglstar: -inf < -32.938 < inf | logz: -42.144 +/- 0.284 | dlogz: 31.428 > 0.109
iter: 766 | bound: 135 | nc: 21 | ncall: 54528 | eff(%): 1.405 | loglstar: -inf < -32.927 < inf | logz: -42.096 +/- 0.284 | dlogz: 31.368 > 0.109
iter: 767 | bound: 136 | nc: 10 | ncall: 54538 | eff(%): 1.406 | loglstar: -inf < -32.865 < inf | logz: -42.049 +/- 0.284 | dlogz: 31.310 > 0.109
iter: 768 | bound: 137 | nc: 125 | ncall: 54663 | eff(%): 1.405 | loglstar: -inf < -32.778 < inf | logz: -42.002 +/- 0.284 | dlogz: 31.254 > 0.109
iter: 769 | bound: 137 | nc: 19 | ncall: 54682 | eff(%): 1.406 | loglstar: -inf < -32.773 < inf | logz: -41.955 +/- 0.284 | dlogz: 31.196 > 0.109
iter: 770 | bound: 137 | nc: 4 | ncall: 54686 | eff(%): 1.408 | loglstar: -inf < -32.556 < inf | logz: -41.905 +/- 0.285 | dlogz: 31.139 > 0.109
iter: 771 | bound: 137 | nc: 1 | ncall: 54687 | eff(%): 1.410 | loglstar: -inf < -32.326 < inf | logz: -41.846 +/- 0.285 | dlogz: 31.079 > 0.109
iter: 772 | bound: 137 | nc: 24 | ncall: 54711 | eff(%): 1.411 | loglstar: -inf < -32.226 < inf | logz: -41.782 +/- 0.285 | dlogz: 31.010 > 0.109
iter: 773 | bound: 138 | nc: 52 | ncall: 54763 | eff(%): 1.412 | loglstar: -inf < -32.160 < inf | logz: -41.717 +/- 0.286 | dlogz: 30.936 > 0.109
iter: 774 | bound: 138 | nc: 50 | ncall: 54813 | eff(%): 1.412 | loglstar: -inf < -32.072 < inf | logz: -41.653 +/- 0.286 | dlogz: 30.862 > 0.109
iter: 775 | bound: 138 | nc: 1 | ncall: 54814 | eff(%): 1.414 | loglstar: -inf < -32.013 < inf | logz: -41.588 +/- 0.287 | dlogz: 30.787 > 0.109
iter: 776 | bound: 138 | nc: 2 | ncall: 54816 | eff(%): 1.416 | loglstar: -inf < -31.978 < inf | logz: -41.525 +/- 0.287 | dlogz: 30.712 > 0.109
iter: 777 | bound: 138 | nc: 19 | ncall: 54835 | eff(%): 1.417 | loglstar: -inf < -31.969 < inf | logz: -41.465 +/- 0.287 | dlogz: 30.640 > 0.109
iter: 778 | bound: 139 | nc: 65 | ncall: 54900 | eff(%): 1.417 | loglstar: -inf < -31.952 < inf | logz: -41.408 +/- 0.287 | dlogz: 30.570 > 0.109
iter: 779 | bound: 139 | nc: 1 | ncall: 54901 | eff(%): 1.419 | loglstar: -inf < -31.746 < inf | logz: -41.349 +/- 0.288 | dlogz: 30.503 > 0.109
iter: 780 | bound: 139 | nc: 5 | ncall: 54906 | eff(%): 1.421 | loglstar: -inf < -31.733 < inf | logz: -41.287 +/- 0.288 | dlogz: 30.434 > 0.109
iter: 781 | bound: 139 | nc: 23 | ncall: 54929 | eff(%): 1.422 | loglstar: -inf < -31.693 < inf | logz: -41.228 +/- 0.288 | dlogz: 30.362 > 0.109
iter: 782 | bound: 139 | nc: 35 | ncall: 54964 | eff(%): 1.423 | loglstar: -inf < -31.585 < inf | logz: -41.169 +/- 0.288 | dlogz: 30.293 > 0.109
iter: 783 | bound: 140 | nc: 84 | ncall: 55048 | eff(%): 1.422 | loglstar: -inf < -31.568 < inf | logz: -41.110 +/- 0.288 | dlogz: 30.224 > 0.109
iter: 784 | bound: 140 | nc: 6 | ncall: 55054 | eff(%): 1.424 | loglstar: -inf < -31.533 < inf | logz: -41.054 +/- 0.289 | dlogz: 30.155 > 0.109
iter: 785 | bound: 140 | nc: 1 | ncall: 55055 | eff(%): 1.426 | loglstar: -inf < -31.245 < inf | logz: -40.991 +/- 0.289 | dlogz: 30.089 > 0.109
iter: 786 | bound: 140 | nc: 14 | ncall: 55069 | eff(%): 1.427 | loglstar: -inf < -31.232 < inf | logz: -40.925 +/- 0.289 | dlogz: 30.016 > 0.109
iter: 787 | bound: 140 | nc: 20 | ncall: 55089 | eff(%): 1.429 | loglstar: -inf < -31.204 < inf | logz: -40.861 +/- 0.290 | dlogz: 29.940 > 0.109
iter: 788 | bound: 140 | nc: 15 | ncall: 55104 | eff(%): 1.430 | loglstar: -inf < -31.176 < inf | logz: -40.801 +/- 0.290 | dlogz: 29.867 > 0.109
iter: 789 | bound: 140 | nc: 33 | ncall: 55137 | eff(%): 1.431 | loglstar: -inf < -31.139 < inf | logz: -40.743 +/- 0.290 | dlogz: 29.796 > 0.109
iter: 790 | bound: 141 | nc: 15 | ncall: 55152 | eff(%): 1.432 | loglstar: -inf < -31.040 < inf | logz: -40.684 +/- 0.290 | dlogz: 29.728 > 0.109
iter: 791 | bound: 142 | nc: 1947 | ncall: 57099 | eff(%): 1.385 | loglstar: -inf < -30.915 < inf | logz: -40.623 +/- 0.290 | dlogz: 29.660 > 0.109
iter: 792 | bound: 143 | nc: 634 | ncall: 57733 | eff(%): 1.372 | loglstar: -inf < -30.877 < inf | logz: -40.562 +/- 0.291 | dlogz: 29.589 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 793 | bound: 144 | nc: 247 | ncall: 57980 | eff(%): 1.368 | loglstar: -inf < -30.689 < inf | logz: -40.498 +/- 0.291 | dlogz: 29.517 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 794 | bound: 145 | nc: 4426 | ncall: 62406 | eff(%): 1.272 | loglstar: -inf < -30.610 < inf | logz: -40.430 +/- 0.291 | dlogz: 29.443 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 795 | bound: 146 | nc: 846 | ncall: 63252 | eff(%): 1.257 | loglstar: -inf < -30.562 < inf | logz: -40.363 +/- 0.292 | dlogz: 29.365 > 0.109
iter: 796 | bound: 147 | nc: 1590 | ncall: 64842 | eff(%): 1.228 | loglstar: -inf < -30.507 < inf | logz: -40.298 +/- 0.292 | dlogz: 29.289 > 0.109
iter: 797 | bound: 147 | nc: 62 | ncall: 64904 | eff(%): 1.228 | loglstar: -inf < -30.223 < inf | logz: -40.226 +/- 0.292 | dlogz: 29.213 > 0.109
iter: 798 | bound: 148 | nc: 334 | ncall: 65238 | eff(%): 1.223 | loglstar: -inf < -30.216 < inf | logz: -40.150 +/- 0.293 | dlogz: 29.131 > 0.109
iter: 799 | bound: 148 | nc: 50 | ncall: 65288 | eff(%): 1.224 | loglstar: -inf < -30.181 < inf | logz: -40.078 +/- 0.293 | dlogz: 29.045 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 800 | bound: 149 | nc: 71 | ncall: 65359 | eff(%): 1.224 | loglstar: -inf < -30.018 < inf | logz: -40.005 +/- 0.293 | dlogz: 28.964 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 801 | bound: 150 | nc: 536 | ncall: 65895 | eff(%): 1.216 | loglstar: -inf < -29.995 < inf | logz: -39.932 +/- 0.294 | dlogz: 28.881 > 0.109
iter: 802 | bound: 151 | nc: 908 | ncall: 66803 | eff(%): 1.201 | loglstar: -inf < -29.863 < inf | logz: -39.859 +/- 0.294 | dlogz: 28.798 > 0.109
iter: 803 | bound: 151 | nc: 14 | ncall: 66817 | eff(%): 1.202 | loglstar: -inf < -29.799 < inf | logz: -39.785 +/- 0.295 | dlogz: 28.715 > 0.109
iter: 804 | bound: 151 | nc: 6 | ncall: 66823 | eff(%): 1.203 | loglstar: -inf < -29.343 < inf | logz: -39.695 +/- 0.295 | dlogz: 28.631 > 0.109
iter: 805 | bound: 151 | nc: 18 | ncall: 66841 | eff(%): 1.204 | loglstar: -inf < -29.315 < inf | logz: -39.595 +/- 0.296 | dlogz: 28.531 > 0.109
iter: 806 | bound: 151 | nc: 3 | ncall: 66844 | eff(%): 1.206 | loglstar: -inf < -29.266 < inf | logz: -39.501 +/- 0.297 | dlogz: 28.421 > 0.109
iter: 807 | bound: 151 | nc: 6 | ncall: 66850 | eff(%): 1.207 | loglstar: -inf < -29.242 < inf | logz: -39.413 +/- 0.297 | dlogz: 28.317 > 0.109
iter: 808 | bound: 151 | nc: 5 | ncall: 66855 | eff(%): 1.209 | loglstar: -inf < -29.214 < inf | logz: -39.331 +/- 0.298 | dlogz: 28.220 > 0.109
iter: 809 | bound: 151 | nc: 18 | ncall: 66873 | eff(%): 1.210 | loglstar: -inf < -29.160 < inf | logz: -39.253 +/- 0.298 | dlogz: 28.128 > 0.109
iter: 810 | bound: 151 | nc: 2 | ncall: 66875 | eff(%): 1.211 | loglstar: -inf < -29.121 < inf | logz: -39.178 +/- 0.298 | dlogz: 28.040 > 0.109
iter: 811 | bound: 151 | nc: 2 | ncall: 66877 | eff(%): 1.213 | loglstar: -inf < -28.951 < inf | logz: -39.102 +/- 0.298 | dlogz: 27.955 > 0.109
iter: 812 | bound: 151 | nc: 6 | ncall: 66883 | eff(%): 1.214 | loglstar: -inf < -28.735 < inf | logz: -39.016 +/- 0.299 | dlogz: 27.868 > 0.109
iter: 813 | bound: 151 | nc: 10 | ncall: 66893 | eff(%): 1.215 | loglstar: -inf < -28.692 < inf | logz: -38.929 +/- 0.299 | dlogz: 27.773 > 0.109
iter: 814 | bound: 151 | nc: 1 | ncall: 66894 | eff(%): 1.217 | loglstar: -inf < -28.689 < inf | logz: -38.847 +/- 0.299 | dlogz: 27.675 > 0.109
iter: 815 | bound: 151 | nc: 2 | ncall: 66896 | eff(%): 1.218 | loglstar: -inf < -28.644 < inf | logz: -38.771 +/- 0.300 | dlogz: 27.584 > 0.109
iter: 816 | bound: 152 | nc: 8 | ncall: 66904 | eff(%): 1.220 | loglstar: -inf < -28.505 < inf | logz: -38.694 +/- 0.300 | dlogz: 27.498 > 0.109
iter: 817 | bound: 152 | nc: 11 | ncall: 66915 | eff(%): 1.221 | loglstar: -inf < -28.362 < inf | logz: -38.613 +/- 0.300 | dlogz: 27.411 > 0.109
iter: 818 | bound: 152 | nc: 17 | ncall: 66932 | eff(%): 1.222 | loglstar: -inf < -28.182 < inf | logz: -38.526 +/- 0.300 | dlogz: 27.320 > 0.109
iter: 819 | bound: 152 | nc: 4 | ncall: 66936 | eff(%): 1.224 | loglstar: -inf < -28.071 < inf | logz: -38.435 +/- 0.301 | dlogz: 27.223 > 0.109
iter: 820 | bound: 152 | nc: 2 | ncall: 66938 | eff(%): 1.225 | loglstar: -inf < -27.972 < inf | logz: -38.344 +/- 0.301 | dlogz: 27.122 > 0.109
iter: 821 | bound: 152 | nc: 5 | ncall: 66943 | eff(%): 1.226 | loglstar: -inf < -27.430 < inf | logz: -38.228 +/- 0.302 | dlogz: 27.021 > 0.109
iter: 822 | bound: 152 | nc: 1 | ncall: 66944 | eff(%): 1.228 | loglstar: -inf < -27.339 < inf | logz: -38.094 +/- 0.303 | dlogz: 26.895 > 0.109
iter: 823 | bound: 152 | nc: 7 | ncall: 66951 | eff(%): 1.229 | loglstar: -inf < -27.195 < inf | logz: -37.963 +/- 0.304 | dlogz: 26.751 > 0.109
iter: 824 | bound: 152 | nc: 28 | ncall: 66979 | eff(%): 1.230 | loglstar: -inf < -27.075 < inf | logz: -37.833 +/- 0.305 | dlogz: 26.610 > 0.109
iter: 825 | bound: 152 | nc: 11 | ncall: 66990 | eff(%): 1.232 | loglstar: -inf < -26.763 < inf | logz: -37.692 +/- 0.306 | dlogz: 26.470 > 0.109
iter: 826 | bound: 152 | nc: 7 | ncall: 66997 | eff(%): 1.233 | loglstar: -inf < -26.451 < inf | logz: -37.528 +/- 0.308 | dlogz: 26.319 > 0.109
iter: 827 | bound: 153 | nc: 11 | ncall: 67008 | eff(%): 1.234 | loglstar: -inf < -26.188 < inf | logz: -37.347 +/- 0.309 | dlogz: 26.145 > 0.109
iter: 828 | bound: 153 | nc: 6 | ncall: 67014 | eff(%): 1.236 | loglstar: -inf < -26.176 < inf | logz: -37.176 +/- 0.311 | dlogz: 25.954 > 0.109
iter: 829 | bound: 153 | nc: 4 | ncall: 67018 | eff(%): 1.237 | loglstar: -inf < -26.102 < inf | logz: -37.025 +/- 0.311 | dlogz: 25.773 > 0.109
iter: 830 | bound: 153 | nc: 24 | ncall: 67042 | eff(%): 1.238 | loglstar: -inf < -25.691 < inf | logz: -36.860 +/- 0.312 | dlogz: 25.613 > 0.109
iter: 831 | bound: 153 | nc: 2 | ncall: 67044 | eff(%): 1.239 | loglstar: -inf < -25.634 < inf | logz: -36.688 +/- 0.313 | dlogz: 25.437 > 0.109
iter: 832 | bound: 153 | nc: 2 | ncall: 67046 | eff(%): 1.241 | loglstar: -inf < -25.422 < inf | logz: -36.523 +/- 0.313 | dlogz: 25.256 > 0.109
iter: 833 | bound: 153 | nc: 18 | ncall: 67064 | eff(%): 1.242 | loglstar: -inf < -25.245 < inf | logz: -36.355 +/- 0.314 | dlogz: 25.081 > 0.109
iter: 834 | bound: 153 | nc: 1 | ncall: 67065 | eff(%): 1.244 | loglstar: -inf < -25.098 < inf | logz: -36.190 +/- 0.315 | dlogz: 24.903 > 0.109
iter: 835 | bound: 153 | nc: 1 | ncall: 67066 | eff(%): 1.245 | loglstar: -inf < -25.015 < inf | logz: -36.034 +/- 0.315 | dlogz: 24.728 > 0.109
iter: 836 | bound: 153 | nc: 18 | ncall: 67084 | eff(%): 1.246 | loglstar: -inf < -24.981 < inf | logz: -35.893 +/- 0.315 | dlogz: 24.562 > 0.109
iter: 837 | bound: 153 | nc: 2 | ncall: 67086 | eff(%): 1.248 | loglstar: -inf < -24.886 < inf | logz: -35.763 +/- 0.315 | dlogz: 24.411 > 0.109
iter: 838 | bound: 153 | nc: 2 | ncall: 67088 | eff(%): 1.249 | loglstar: -inf < -24.754 < inf | logz: -35.636 +/- 0.315 | dlogz: 24.271 > 0.109
iter: 839 | bound: 153 | nc: 7 | ncall: 67095 | eff(%): 1.250 | loglstar: -inf < -24.709 < inf | logz: -35.515 +/- 0.314 | dlogz: 24.134 > 0.109
iter: 840 | bound: 153 | nc: 4 | ncall: 67099 | eff(%): 1.252 | loglstar: -inf < -24.694 < inf | logz: -35.404 +/- 0.314 | dlogz: 24.002 > 0.109
iter: 841 | bound: 153 | nc: 8 | ncall: 67107 | eff(%): 1.253 | loglstar: -inf < -24.682 < inf | logz: -35.305 +/- 0.314 | dlogz: 23.882 > 0.109
iter: 842 | bound: 154 | nc: 6 | ncall: 67113 | eff(%): 1.255 | loglstar: -inf < -24.670 < inf | logz: -35.214 +/- 0.313 | dlogz: 23.773 > 0.109
iter: 843 | bound: 154 | nc: 3 | ncall: 67116 | eff(%): 1.256 | loglstar: -inf < -24.234 < inf | logz: -35.110 +/- 0.313 | dlogz: 23.672 > 0.109
iter: 844 | bound: 154 | nc: 8 | ncall: 67124 | eff(%): 1.257 | loglstar: -inf < -24.158 < inf | logz: -34.993 +/- 0.313 | dlogz: 23.558 > 0.109
iter: 845 | bound: 154 | nc: 1 | ncall: 67125 | eff(%): 1.259 | loglstar: -inf < -23.972 < inf | logz: -34.875 +/- 0.313 | dlogz: 23.431 > 0.109
iter: 846 | bound: 154 | nc: 4 | ncall: 67129 | eff(%): 1.260 | loglstar: -inf < -23.940 < inf | logz: -34.760 +/- 0.313 | dlogz: 23.303 > 0.109
iter: 847 | bound: 154 | nc: 10 | ncall: 67139 | eff(%): 1.262 | loglstar: -inf < -23.908 < inf | logz: -34.655 +/- 0.313 | dlogz: 23.178 > 0.109
iter: 848 | bound: 154 | nc: 18 | ncall: 67157 | eff(%): 1.263 | loglstar: -inf < -23.663 < inf | logz: -34.546 +/- 0.313 | dlogz: 23.063 > 0.109
iter: 849 | bound: 154 | nc: 2 | ncall: 67159 | eff(%): 1.264 | loglstar: -inf < -23.656 < inf | logz: -34.438 +/- 0.313 | dlogz: 22.945 > 0.109
iter: 850 | bound: 154 | nc: 1 | ncall: 67160 | eff(%): 1.266 | loglstar: -inf < -23.628 < inf | logz: -34.339 +/- 0.313 | dlogz: 22.826 > 0.109
iter: 851 | bound: 154 | nc: 4 | ncall: 67164 | eff(%): 1.267 | loglstar: -inf < -23.609 < inf | logz: -34.248 +/- 0.313 | dlogz: 22.718 > 0.109
iter: 852 | bound: 154 | nc: 8 | ncall: 67172 | eff(%): 1.268 | loglstar: -inf < -23.587 < inf | logz: -34.164 +/- 0.312 | dlogz: 22.617 > 0.109
iter: 853 | bound: 154 | nc: 3 | ncall: 67175 | eff(%): 1.270 | loglstar: -inf < -23.504 < inf | logz: -34.083 +/- 0.312 | dlogz: 22.523 > 0.109
iter: 854 | bound: 154 | nc: 9 | ncall: 67184 | eff(%): 1.271 | loglstar: -inf < -23.316 < inf | logz: -33.998 +/- 0.312 | dlogz: 22.432 > 0.109
iter: 855 | bound: 154 | nc: 3 | ncall: 67187 | eff(%): 1.273 | loglstar: -inf < -23.295 < inf | logz: -33.913 +/- 0.312 | dlogz: 22.337 > 0.109
iter: 856 | bound: 154 | nc: 9 | ncall: 67196 | eff(%): 1.274 | loglstar: -inf < -23.251 < inf | logz: -33.833 +/- 0.312 | dlogz: 22.242 > 0.109
iter: 857 | bound: 154 | nc: 3 | ncall: 67199 | eff(%): 1.275 | loglstar: -inf < -23.227 < inf | logz: -33.757 +/- 0.311 | dlogz: 22.152 > 0.109
iter: 858 | bound: 154 | nc: 6 | ncall: 67205 | eff(%): 1.277 | loglstar: -inf < -23.140 < inf | logz: -33.683 +/- 0.311 | dlogz: 22.066 > 0.109
iter: 859 | bound: 154 | nc: 1 | ncall: 67206 | eff(%): 1.278 | loglstar: -inf < -23.121 < inf | logz: -33.611 +/- 0.311 | dlogz: 21.982 > 0.109
iter: 860 | bound: 155 | nc: 11 | ncall: 67217 | eff(%): 1.279 | loglstar: -inf < -23.101 < inf | logz: -33.544 +/- 0.311 | dlogz: 21.900 > 0.109
iter: 861 | bound: 155 | nc: 2 | ncall: 67219 | eff(%): 1.281 | loglstar: -inf < -22.875 < inf | logz: -33.473 +/- 0.310 | dlogz: 21.823 > 0.109
iter: 862 | bound: 155 | nc: 2 | ncall: 67221 | eff(%): 1.282 | loglstar: -inf < -22.574 < inf | logz: -33.388 +/- 0.310 | dlogz: 21.742 > 0.109
iter: 863 | bound: 155 | nc: 1 | ncall: 67222 | eff(%): 1.284 | loglstar: -inf < -22.568 < inf | logz: -33.299 +/- 0.311 | dlogz: 21.647 > 0.109
iter: 864 | bound: 155 | nc: 4 | ncall: 67226 | eff(%): 1.285 | loglstar: -inf < -22.391 < inf | logz: -33.210 +/- 0.311 | dlogz: 21.548 > 0.109
iter: 865 | bound: 155 | nc: 1 | ncall: 67227 | eff(%): 1.287 | loglstar: -inf < -22.270 < inf | logz: -33.118 +/- 0.311 | dlogz: 21.449 > 0.109
iter: 866 | bound: 155 | nc: 6 | ncall: 67233 | eff(%): 1.288 | loglstar: -inf < -22.208 < inf | logz: -33.026 +/- 0.311 | dlogz: 21.347 > 0.109
iter: 867 | bound: 155 | nc: 8 | ncall: 67241 | eff(%): 1.289 | loglstar: -inf < -21.865 < inf | logz: -32.924 +/- 0.311 | dlogz: 21.245 > 0.109
iter: 868 | bound: 155 | nc: 1 | ncall: 67242 | eff(%): 1.291 | loglstar: -inf < -21.739 < inf | logz: -32.810 +/- 0.312 | dlogz: 21.133 > 0.109
iter: 869 | bound: 155 | nc: 2 | ncall: 67244 | eff(%): 1.292 | loglstar: -inf < -21.394 < inf | logz: -32.682 +/- 0.313 | dlogz: 21.009 > 0.109
iter: 870 | bound: 155 | nc: 2 | ncall: 67246 | eff(%): 1.294 | loglstar: -inf < -21.293 < inf | logz: -32.546 +/- 0.314 | dlogz: 22.726 > 0.109
iter: 871 | bound: 155 | nc: 3 | ncall: 67249 | eff(%): 1.295 | loglstar: -inf < -21.219 < inf | logz: -32.417 +/- 0.314 | dlogz: 22.580 > 0.109
iter: 872 | bound: 155 | nc: 1 | ncall: 67250 | eff(%): 1.297 | loglstar: -inf < -21.060 < inf | logz: -32.290 +/- 0.315 | dlogz: 22.440 > 0.109
iter: 873 | bound: 155 | nc: 2 | ncall: 67252 | eff(%): 1.298 | loglstar: -inf < -20.999 < inf | logz: -32.167 +/- 0.315 | dlogz: 22.304 > 0.109
iter: 874 | bound: 155 | nc: 1 | ncall: 67253 | eff(%): 1.300 | loglstar: -inf < -20.963 < inf | logz: -32.053 +/- 0.316 | dlogz: 22.171 > 0.109
iter: 875 | bound: 155 | nc: 10 | ncall: 67263 | eff(%): 1.301 | loglstar: -inf < -20.924 < inf | logz: -31.948 +/- 0.316 | dlogz: 22.047 > 0.109
iter: 876 | bound: 155 | nc: 3 | ncall: 67266 | eff(%): 1.302 | loglstar: -inf < -20.834 < inf | logz: -31.848 +/- 0.316 | dlogz: 21.932 > 0.109
iter: 877 | bound: 155 | nc: 4 | ncall: 67270 | eff(%): 1.304 | loglstar: -inf < -20.809 < inf | logz: -31.753 +/- 0.316 | dlogz: 21.822 > 0.109
iter: 878 | bound: 155 | nc: 4 | ncall: 67274 | eff(%): 1.305 | loglstar: -inf < -20.624 < inf | logz: -31.657 +/- 0.316 | dlogz: 21.717 > 0.109
iter: 879 | bound: 155 | nc: 3 | ncall: 67277 | eff(%): 1.307 | loglstar: -inf < -20.442 < inf | logz: -31.555 +/- 0.316 | dlogz: 21.612 > 0.109
iter: 880 | bound: 155 | nc: 6 | ncall: 67283 | eff(%): 1.308 | loglstar: -inf < -20.422 < inf | logz: -31.453 +/- 0.316 | dlogz: 21.499 > 0.109
iter: 881 | bound: 155 | nc: 11 | ncall: 67294 | eff(%): 1.309 | loglstar: -inf < -20.403 < inf | logz: -31.360 +/- 0.316 | dlogz: 21.387 > 0.109
iter: 882 | bound: 155 | nc: 1 | ncall: 67295 | eff(%): 1.311 | loglstar: -inf < -20.343 < inf | logz: -31.273 +/- 0.316 | dlogz: 21.285 > 0.109
iter: 883 | bound: 155 | nc: 8 | ncall: 67303 | eff(%): 1.312 | loglstar: -inf < -20.254 < inf | logz: -31.188 +/- 0.316 | dlogz: 21.187 > 0.109
iter: 884 | bound: 155 | nc: 6 | ncall: 67309 | eff(%): 1.313 | loglstar: -inf < -20.108 < inf | logz: -31.100 +/- 0.315 | dlogz: 21.092 > 0.109
iter: 885 | bound: 155 | nc: 3 | ncall: 67312 | eff(%): 1.315 | loglstar: -inf < -20.057 < inf | logz: -31.013 +/- 0.315 | dlogz: 20.994 > 0.109
iter: 886 | bound: 155 | nc: 1 | ncall: 67313 | eff(%): 1.316 | loglstar: -inf < -19.967 < inf | logz: -30.927 +/- 0.315 | dlogz: 20.897 > 0.109
iter: 887 | bound: 156 | nc: 8 | ncall: 67321 | eff(%): 1.318 | loglstar: -inf < -19.934 < inf | logz: -30.845 +/- 0.315 | dlogz: 20.802 > 0.109
iter: 888 | bound: 156 | nc: 1 | ncall: 67322 | eff(%): 1.319 | loglstar: -inf < -19.886 < inf | logz: -30.766 +/- 0.315 | dlogz: 20.709 > 0.109
iter: 889 | bound: 156 | nc: 2 | ncall: 67324 | eff(%): 1.320 | loglstar: -inf < -19.702 < inf | logz: -30.686 +/- 0.315 | dlogz: 20.621 > 0.109
iter: 890 | bound: 156 | nc: 3 | ncall: 67327 | eff(%): 1.322 | loglstar: -inf < -19.689 < inf | logz: -30.605 +/- 0.315 | dlogz: 20.530 > 0.109
iter: 891 | bound: 156 | nc: 3 | ncall: 67330 | eff(%): 1.323 | loglstar: -inf < -19.670 < inf | logz: -30.529 +/- 0.315 | dlogz: 20.439 > 0.109
iter: 892 | bound: 156 | nc: 5 | ncall: 67335 | eff(%): 1.325 | loglstar: -inf < -19.656 < inf | logz: -30.458 +/- 0.315 | dlogz: 20.354 > 0.109
iter: 893 | bound: 156 | nc: 4 | ncall: 67339 | eff(%): 1.326 | loglstar: -inf < -19.636 < inf | logz: -30.392 +/- 0.315 | dlogz: 20.273 > 0.109
iter: 894 | bound: 156 | nc: 2 | ncall: 67341 | eff(%): 1.328 | loglstar: -inf < -19.600 < inf | logz: -30.329 +/- 0.314 | dlogz: 20.197 > 0.109
iter: 895 | bound: 156 | nc: 4 | ncall: 67345 | eff(%): 1.329 | loglstar: -inf < -19.593 < inf | logz: -30.268 +/- 0.314 | dlogz: 20.123 > 0.109
iter: 896 | bound: 156 | nc: 9 | ncall: 67354 | eff(%): 1.330 | loglstar: -inf < -19.577 < inf | logz: -30.211 +/- 0.314 | dlogz: 20.053 > 0.109
iter: 897 | bound: 156 | nc: 2 | ncall: 67356 | eff(%): 1.332 | loglstar: -inf < -19.300 < inf | logz: -30.149 +/- 0.314 | dlogz: 19.986 > 0.109
iter: 898 | bound: 156 | nc: 2 | ncall: 67358 | eff(%): 1.333 | loglstar: -inf < -19.191 < inf | logz: -30.080 +/- 0.314 | dlogz: 19.914 > 0.109
iter: 899 | bound: 156 | nc: 3 | ncall: 67361 | eff(%): 1.335 | loglstar: -inf < -19.117 < inf | logz: -30.010 +/- 0.314 | dlogz: 19.835 > 0.109
iter: 900 | bound: 156 | nc: 1 | ncall: 67362 | eff(%): 1.336 | loglstar: -inf < -19.089 < inf | logz: -29.942 +/- 0.314 | dlogz: 19.755 > 0.109
iter: 901 | bound: 156 | nc: 1 | ncall: 67363 | eff(%): 1.338 | loglstar: -inf < -19.023 < inf | logz: -29.876 +/- 0.314 | dlogz: 19.677 > 0.109
iter: 902 | bound: 156 | nc: 2 | ncall: 67365 | eff(%): 1.339 | loglstar: -inf < -18.981 < inf | logz: -29.811 +/- 0.314 | dlogz: 19.601 > 0.109
iter: 903 | bound: 156 | nc: 11 | ncall: 67376 | eff(%): 1.340 | loglstar: -inf < -18.903 < inf | logz: -29.747 +/- 0.314 | dlogz: 19.527 > 0.109
iter: 904 | bound: 156 | nc: 6 | ncall: 67382 | eff(%): 1.342 | loglstar: -inf < -18.821 < inf | logz: -29.683 +/- 0.314 | dlogz: 19.453 > 0.109
iter: 905 | bound: 156 | nc: 1 | ncall: 67383 | eff(%): 1.343 | loglstar: -inf < -18.701 < inf | logz: -29.617 +/- 0.314 | dlogz: 19.379 > 0.109
iter: 906 | bound: 156 | nc: 2 | ncall: 67385 | eff(%): 1.345 | loglstar: -inf < -18.633 < inf | logz: -29.550 +/- 0.314 | dlogz: 19.303 > 0.109
iter: 907 | bound: 156 | nc: 3 | ncall: 67388 | eff(%): 1.346 | loglstar: -inf < -18.493 < inf | logz: -29.481 +/- 0.314 | dlogz: 19.226 > 0.109
iter: 908 | bound: 156 | nc: 3 | ncall: 67391 | eff(%): 1.347 | loglstar: -inf < -18.450 < inf | logz: -29.412 +/- 0.314 | dlogz: 19.147 > 0.109
iter: 909 | bound: 156 | nc: 6 | ncall: 67397 | eff(%): 1.349 | loglstar: -inf < -18.354 < inf | logz: -29.343 +/- 0.314 | dlogz: 19.067 > 0.109
iter: 910 | bound: 156 | nc: 13 | ncall: 67410 | eff(%): 1.350 | loglstar: -inf < -18.195 < inf | logz: -29.270 +/- 0.314 | dlogz: 18.988 > 0.109
iter: 911 | bound: 156 | nc: 1 | ncall: 67411 | eff(%): 1.351 | loglstar: -inf < -18.191 < inf | logz: -29.198 +/- 0.314 | dlogz: 18.906 > 0.109
iter: 912 | bound: 156 | nc: 5 | ncall: 67416 | eff(%): 1.353 | loglstar: -inf < -18.151 < inf | logz: -29.130 +/- 0.314 | dlogz: 18.824 > 0.109
iter: 913 | bound: 156 | nc: 1 | ncall: 67417 | eff(%): 1.354 | loglstar: -inf < -17.797 < inf | logz: -29.053 +/- 0.315 | dlogz: 18.746 > 0.109
iter: 914 | bound: 156 | nc: 1 | ncall: 67418 | eff(%): 1.356 | loglstar: -inf < -17.734 < inf | logz: -28.967 +/- 0.315 | dlogz: 18.658 > 0.109
iter: 915 | bound: 157 | nc: 17 | ncall: 67435 | eff(%): 1.357 | loglstar: -inf < -17.677 < inf | logz: -28.884 +/- 0.315 | dlogz: 18.563 > 0.109
iter: 916 | bound: 157 | nc: 2 | ncall: 67437 | eff(%): 1.358 | loglstar: -inf < -17.660 < inf | logz: -28.805 +/- 0.315 | dlogz: 18.470 > 0.109
iter: 917 | bound: 157 | nc: 5 | ncall: 67442 | eff(%): 1.360 | loglstar: -inf < -17.636 < inf | logz: -28.732 +/- 0.316 | dlogz: 18.381 > 0.109
iter: 918 | bound: 157 | nc: 8 | ncall: 67450 | eff(%): 1.361 | loglstar: -inf < -17.607 < inf | logz: -28.662 +/- 0.316 | dlogz: 18.298 > 0.109
iter: 919 | bound: 157 | nc: 3 | ncall: 67453 | eff(%): 1.362 | loglstar: -inf < -17.571 < inf | logz: -28.595 +/- 0.316 | dlogz: 18.218 > 0.109
iter: 920 | bound: 157 | nc: 2 | ncall: 67455 | eff(%): 1.364 | loglstar: -inf < -17.551 < inf | logz: -28.532 +/- 0.316 | dlogz: 18.142 > 0.109
iter: 921 | bound: 157 | nc: 1 | ncall: 67456 | eff(%): 1.365 | loglstar: -inf < -17.511 < inf | logz: -28.471 +/- 0.316 | dlogz: 18.068 > 0.109
iter: 922 | bound: 157 | nc: 1 | ncall: 67457 | eff(%): 1.367 | loglstar: -inf < -17.494 < inf | logz: -28.413 +/- 0.316 | dlogz: 17.997 > 0.109
iter: 923 | bound: 157 | nc: 5 | ncall: 67462 | eff(%): 1.368 | loglstar: -inf < -17.343 < inf | logz: -28.353 +/- 0.316 | dlogz: 17.929 > 0.109
iter: 924 | bound: 157 | nc: 2 | ncall: 67464 | eff(%): 1.370 | loglstar: -inf < -17.231 < inf | logz: -28.290 +/- 0.316 | dlogz: 17.860 > 0.109
iter: 925 | bound: 157 | nc: 2 | ncall: 67466 | eff(%): 1.371 | loglstar: -inf < -17.118 < inf | logz: -28.225 +/- 0.316 | dlogz: 17.787 > 0.109
iter: 926 | bound: 157 | nc: 4 | ncall: 67470 | eff(%): 1.372 | loglstar: -inf < -17.112 < inf | logz: -28.160 +/- 0.316 | dlogz: 17.711 > 0.109
iter: 927 | bound: 157 | nc: 27 | ncall: 67497 | eff(%): 1.373 | loglstar: -inf < -17.000 < inf | logz: -28.097 +/- 0.316 | dlogz: 17.637 > 0.109
iter: 928 | bound: 157 | nc: 1 | ncall: 67498 | eff(%): 1.375 | loglstar: -inf < -16.980 < inf | logz: -28.034 +/- 0.316 | dlogz: 17.563 > 0.109
iter: 929 | bound: 157 | nc: 1 | ncall: 67499 | eff(%): 1.376 | loglstar: -inf < -16.901 < inf | logz: -27.972 +/- 0.316 | dlogz: 17.490 > 0.109
iter: 930 | bound: 157 | nc: 12 | ncall: 67511 | eff(%): 1.378 | loglstar: -inf < -16.837 < inf | logz: -27.910 +/- 0.316 | dlogz: 17.419 > 0.109
iter: 931 | bound: 157 | nc: 11 | ncall: 67522 | eff(%): 1.379 | loglstar: -inf < -16.629 < inf | logz: -27.844 +/- 0.316 | dlogz: 17.347 > 0.109
iter: 932 | bound: 157 | nc: 11 | ncall: 67533 | eff(%): 1.380 | loglstar: -inf < -16.563 < inf | logz: -27.775 +/- 0.316 | dlogz: 17.271 > 0.109
iter: 933 | bound: 158 | nc: 2 | ncall: 67535 | eff(%): 1.382 | loglstar: -inf < -16.384 < inf | logz: -27.702 +/- 0.316 | dlogz: 17.191 > 0.109
iter: 934 | bound: 158 | nc: 1 | ncall: 67536 | eff(%): 1.383 | loglstar: -inf < -16.321 < inf | logz: -27.627 +/- 0.317 | dlogz: 17.109 > 0.109
iter: 935 | bound: 158 | nc: 2 | ncall: 67538 | eff(%): 1.384 | loglstar: -inf < -16.276 < inf | logz: -27.554 +/- 0.317 | dlogz: 17.024 > 0.109
iter: 936 | bound: 158 | nc: 8 | ncall: 67546 | eff(%): 1.386 | loglstar: -inf < -16.250 < inf | logz: -27.484 +/- 0.317 | dlogz: 16.941 > 0.109
iter: 937 | bound: 158 | nc: 1 | ncall: 67547 | eff(%): 1.387 | loglstar: -inf < -16.221 < inf | logz: -27.418 +/- 0.317 | dlogz: 16.861 > 0.109
iter: 938 | bound: 158 | nc: 5 | ncall: 67552 | eff(%): 1.389 | loglstar: -inf < -16.114 < inf | logz: -27.352 +/- 0.317 | dlogz: 16.785 > 0.109
iter: 939 | bound: 158 | nc: 3 | ncall: 67555 | eff(%): 1.390 | loglstar: -inf < -15.974 < inf | logz: -27.283 +/- 0.318 | dlogz: 16.709 > 0.109
iter: 940 | bound: 158 | nc: 2 | ncall: 67557 | eff(%): 1.391 | loglstar: -inf < -15.891 < inf | logz: -27.212 +/- 0.318 | dlogz: 16.630 > 0.109
iter: 941 | bound: 158 | nc: 10 | ncall: 67567 | eff(%): 1.393 | loglstar: -inf < -15.801 < inf | logz: -27.140 +/- 0.318 | dlogz: 16.549 > 0.109
iter: 942 | bound: 158 | nc: 7 | ncall: 67574 | eff(%): 1.394 | loglstar: -inf < -15.731 < inf | logz: -27.069 +/- 0.318 | dlogz: 16.467 > 0.109
iter: 943 | bound: 158 | nc: 1 | ncall: 67575 | eff(%): 1.395 | loglstar: -inf < -15.700 < inf | logz: -26.999 +/- 0.318 | dlogz: 16.386 > 0.109
iter: 944 | bound: 158 | nc: 4 | ncall: 67579 | eff(%): 1.397 | loglstar: -inf < -15.308 < inf | logz: -26.919 +/- 0.319 | dlogz: 16.307 > 0.109
iter: 945 | bound: 158 | nc: 9 | ncall: 67588 | eff(%): 1.398 | loglstar: -inf < -15.298 < inf | logz: -26.832 +/- 0.319 | dlogz: 16.217 > 0.109
iter: 946 | bound: 158 | nc: 3 | ncall: 67591 | eff(%): 1.400 | loglstar: -inf < -15.096 < inf | logz: -26.743 +/- 0.320 | dlogz: 16.119 > 0.109
iter: 947 | bound: 158 | nc: 8 | ncall: 67599 | eff(%): 1.401 | loglstar: -inf < -14.917 < inf | logz: -26.646 +/- 0.320 | dlogz: 16.021 > 0.109
iter: 948 | bound: 158 | nc: 7 | ncall: 67606 | eff(%): 1.402 | loglstar: -inf < -14.876 < inf | logz: -26.550 +/- 0.321 | dlogz: 15.914 > 0.109
iter: 949 | bound: 158 | nc: 1 | ncall: 67607 | eff(%): 1.404 | loglstar: -inf < -14.871 < inf | logz: -26.460 +/- 0.321 | dlogz: 15.807 > 0.109
iter: 950 | bound: 158 | nc: 4 | ncall: 67611 | eff(%): 1.405 | loglstar: -inf < -14.823 < inf | logz: -26.377 +/- 0.321 | dlogz: 15.708 > 0.109
iter: 951 | bound: 158 | nc: 14 | ncall: 67625 | eff(%): 1.406 | loglstar: -inf < -14.759 < inf | logz: -26.297 +/- 0.322 | dlogz: 15.615 > 0.109
iter: 952 | bound: 158 | nc: 4 | ncall: 67629 | eff(%): 1.408 | loglstar: -inf < -14.747 < inf | logz: -26.221 +/- 0.322 | dlogz: 15.525 > 0.109
iter: 953 | bound: 158 | nc: 2 | ncall: 67631 | eff(%): 1.409 | loglstar: -inf < -14.686 < inf | logz: -26.148 +/- 0.322 | dlogz: 15.438 > 0.109
iter: 954 | bound: 159 | nc: 25 | ncall: 67656 | eff(%): 1.410 | loglstar: -inf < -14.671 < inf | logz: -26.078 +/- 0.322 | dlogz: 15.356 > 0.109
iter: 955 | bound: 159 | nc: 3 | ncall: 67659 | eff(%): 1.411 | loglstar: -inf < -14.606 < inf | logz: -26.011 +/- 0.322 | dlogz: 15.276 > 0.109
iter: 956 | bound: 159 | nc: 3 | ncall: 67662 | eff(%): 1.413 | loglstar: -inf < -14.601 < inf | logz: -25.947 +/- 0.322 | dlogz: 15.199 > 0.109
iter: 957 | bound: 159 | nc: 3 | ncall: 67665 | eff(%): 1.414 | loglstar: -inf < -14.485 < inf | logz: -25.883 +/- 0.322 | dlogz: 15.125 > 0.109
iter: 958 | bound: 159 | nc: 2 | ncall: 67667 | eff(%): 1.416 | loglstar: -inf < -14.473 < inf | logz: -25.820 +/- 0.322 | dlogz: 15.051 > 0.109
iter: 959 | bound: 159 | nc: 1 | ncall: 67668 | eff(%): 1.417 | loglstar: -inf < -14.466 < inf | logz: -25.761 +/- 0.322 | dlogz: 14.978 > 0.109
iter: 960 | bound: 159 | nc: 4 | ncall: 67672 | eff(%): 1.419 | loglstar: -inf < -14.456 < inf | logz: -25.705 +/- 0.322 | dlogz: 14.909 > 0.109
iter: 961 | bound: 159 | nc: 2 | ncall: 67674 | eff(%): 1.420 | loglstar: -inf < -14.426 < inf | logz: -25.652 +/- 0.321 | dlogz: 14.843 > 0.109
iter: 962 | bound: 159 | nc: 1 | ncall: 67675 | eff(%): 1.421 | loglstar: -inf < -14.381 < inf | logz: -25.600 +/- 0.321 | dlogz: 14.780 > 0.109
iter: 963 | bound: 159 | nc: 2 | ncall: 67677 | eff(%): 1.423 | loglstar: -inf < -14.375 < inf | logz: -25.549 +/- 0.321 | dlogz: 14.718 > 0.109
iter: 964 | bound: 159 | nc: 4 | ncall: 67681 | eff(%): 1.424 | loglstar: -inf < -14.353 < inf | logz: -25.501 +/- 0.321 | dlogz: 14.658 > 0.109
iter: 965 | bound: 159 | nc: 1 | ncall: 67682 | eff(%): 1.426 | loglstar: -inf < -14.268 < inf | logz: -25.453 +/- 0.321 | dlogz: 14.600 > 0.109
iter: 966 | bound: 159 | nc: 2 | ncall: 67684 | eff(%): 1.427 | loglstar: -inf < -14.264 < inf | logz: -25.406 +/- 0.321 | dlogz: 14.542 > 0.109
iter: 967 | bound: 159 | nc: 3 | ncall: 67687 | eff(%): 1.429 | loglstar: -inf < -14.159 < inf | logz: -25.359 +/- 0.321 | dlogz: 14.485 > 0.109
iter: 968 | bound: 159 | nc: 1 | ncall: 67688 | eff(%): 1.430 | loglstar: -inf < -14.105 < inf | logz: -25.311 +/- 0.321 | dlogz: 14.428 > 0.109
iter: 969 | bound: 159 | nc: 4 | ncall: 67692 | eff(%): 1.431 | loglstar: -inf < -14.093 < inf | logz: -25.264 +/- 0.320 | dlogz: 14.369 > 0.109
iter: 970 | bound: 159 | nc: 2 | ncall: 67694 | eff(%): 1.433 | loglstar: -inf < -14.004 < inf | logz: -25.217 +/- 0.320 | dlogz: 14.313 > 0.109
iter: 971 | bound: 159 | nc: 1 | ncall: 67695 | eff(%): 1.434 | loglstar: -inf < -13.807 < inf | logz: -25.166 +/- 0.320 | dlogz: 14.256 > 0.109
iter: 972 | bound: 159 | nc: 4 | ncall: 67699 | eff(%): 1.436 | loglstar: -inf < -13.708 < inf | logz: -25.111 +/- 0.320 | dlogz: 14.195 > 0.109
iter: 973 | bound: 159 | nc: 2 | ncall: 67701 | eff(%): 1.437 | loglstar: -inf < -13.659 < inf | logz: -25.055 +/- 0.320 | dlogz: 14.130 > 0.109
iter: 974 | bound: 159 | nc: 2 | ncall: 67703 | eff(%): 1.439 | loglstar: -inf < -13.474 < inf | logz: -24.996 +/- 0.321 | dlogz: 14.064 > 0.109
iter: 975 | bound: 159 | nc: 3 | ncall: 67706 | eff(%): 1.440 | loglstar: -inf < -13.409 < inf | logz: -24.935 +/- 0.321 | dlogz: 13.995 > 0.109
iter: 976 | bound: 159 | nc: 1 | ncall: 67707 | eff(%): 1.442 | loglstar: -inf < -13.308 < inf | logz: -24.872 +/- 0.321 | dlogz: 13.923 > 0.109
iter: 977 | bound: 159 | nc: 9 | ncall: 67716 | eff(%): 1.443 | loglstar: -inf < -13.022 < inf | logz: -24.801 +/- 0.321 | dlogz: 13.851 > 0.109
iter: 978 | bound: 159 | nc: 4 | ncall: 67720 | eff(%): 1.444 | loglstar: -inf < -12.871 < inf | logz: -24.720 +/- 0.322 | dlogz: 13.770 > 0.109
iter: 979 | bound: 159 | nc: 7 | ncall: 67727 | eff(%): 1.446 | loglstar: -inf < -12.835 < inf | logz: -24.640 +/- 0.322 | dlogz: 13.680 > 0.109
iter: 980 | bound: 159 | nc: 1 | ncall: 67728 | eff(%): 1.447 | loglstar: -inf < -12.679 < inf | logz: -24.559 +/- 0.323 | dlogz: 13.589 > 0.109
iter: 981 | bound: 159 | nc: 7 | ncall: 67735 | eff(%): 1.448 | loglstar: -inf < -12.559 < inf | logz: -24.474 +/- 0.323 | dlogz: 13.498 > 0.109
iter: 982 | bound: 159 | nc: 1 | ncall: 67736 | eff(%): 1.450 | loglstar: -inf < -12.539 < inf | logz: -24.391 +/- 0.324 | dlogz: 13.403 > 0.109
iter: 983 | bound: 159 | nc: 3 | ncall: 67739 | eff(%): 1.451 | loglstar: -inf < -12.523 < inf | logz: -24.314 +/- 0.324 | dlogz: 13.311 > 0.109
iter: 984 | bound: 159 | nc: 1 | ncall: 67740 | eff(%): 1.453 | loglstar: -inf < -12.463 < inf | logz: -24.241 +/- 0.324 | dlogz: 13.224 > 0.109
iter: 985 | bound: 159 | nc: 2 | ncall: 67742 | eff(%): 1.454 | loglstar: -inf < -12.456 < inf | logz: -24.171 +/- 0.325 | dlogz: 13.140 > 0.109
iter: 986 | bound: 159 | nc: 2 | ncall: 67744 | eff(%): 1.455 | loglstar: -inf < -12.452 < inf | logz: -24.106 +/- 0.325 | dlogz: 13.060 > 0.109
iter: 987 | bound: 159 | nc: 2 | ncall: 67746 | eff(%): 1.457 | loglstar: -inf < -12.304 < inf | logz: -24.041 +/- 0.325 | dlogz: 12.985 > 0.109
iter: 988 | bound: 159 | nc: 7 | ncall: 67753 | eff(%): 1.458 | loglstar: -inf < -12.235 < inf | logz: -23.973 +/- 0.325 | dlogz: 12.910 > 0.109
iter: 989 | bound: 160 | nc: 3 | ncall: 67756 | eff(%): 1.460 | loglstar: -inf < -12.081 < inf | logz: -23.904 +/- 0.325 | dlogz: 12.833 > 0.109
iter: 990 | bound: 160 | nc: 2 | ncall: 67758 | eff(%): 1.461 | loglstar: -inf < -12.023 < inf | logz: -23.832 +/- 0.325 | dlogz: 12.753 > 0.109
iter: 991 | bound: 160 | nc: 1 | ncall: 67759 | eff(%): 1.463 | loglstar: -inf < -11.969 < inf | logz: -23.763 +/- 0.325 | dlogz: 12.672 > 0.109
iter: 992 | bound: 160 | nc: 1 | ncall: 67760 | eff(%): 1.464 | loglstar: -inf < -11.765 < inf | logz: -23.689 +/- 0.326 | dlogz: 12.592 > 0.109
iter: 993 | bound: 160 | nc: 4 | ncall: 67764 | eff(%): 1.465 | loglstar: -inf < -11.762 < inf | logz: -23.615 +/- 0.326 | dlogz: 12.509 > 0.109
iter: 994 | bound: 160 | nc: 1 | ncall: 67765 | eff(%): 1.467 | loglstar: -inf < -11.692 < inf | logz: -23.544 +/- 0.326 | dlogz: 12.425 > 0.109
iter: 995 | bound: 160 | nc: 1 | ncall: 67766 | eff(%): 1.468 | loglstar: -inf < -11.682 < inf | logz: -23.475 +/- 0.326 | dlogz: 12.580 > 0.109
iter: 996 | bound: 160 | nc: 4 | ncall: 67770 | eff(%): 1.470 | loglstar: -inf < -11.620 < inf | logz: -23.410 +/- 0.326 | dlogz: 12.502 > 0.109
iter: 997 | bound: 160 | nc: 3 | ncall: 67773 | eff(%): 1.471 | loglstar: -inf < -11.593 < inf | logz: -23.346 +/- 0.326 | dlogz: 12.427 > 0.109
iter: 998 | bound: 160 | nc: 6 | ncall: 67779 | eff(%): 1.472 | loglstar: -inf < -11.569 < inf | logz: -23.285 +/- 0.326 | dlogz: 12.353 > 0.109
iter: 999 | bound: 160 | nc: 1 | ncall: 67780 | eff(%): 1.474 | loglstar: -inf < -11.513 < inf | logz: -23.226 +/- 0.326 | dlogz: 12.282 > 0.109
iter: 1000 | bound: 160 | nc: 1 | ncall: 67781 | eff(%): 1.475 | loglstar: -inf < -11.486 < inf | logz: -23.169 +/- 0.326 | dlogz: 12.213 > 0.109
iter: 1001 | bound: 160 | nc: 2 | ncall: 67783 | eff(%): 1.477 | loglstar: -inf < -11.457 < inf | logz: -23.114 +/- 0.326 | dlogz: 12.146 > 0.109
iter: 1002 | bound: 160 | nc: 4 | ncall: 67787 | eff(%): 1.478 | loglstar: -inf < -11.266 < inf | logz: -23.056 +/- 0.326 | dlogz: 12.142 > 0.109
iter: 1003 | bound: 160 | nc: 4 | ncall: 67791 | eff(%): 1.480 | loglstar: -inf < -11.253 < inf | logz: -22.996 +/- 0.326 | dlogz: 12.074 > 0.109
iter: 1004 | bound: 160 | nc: 1 | ncall: 67792 | eff(%): 1.481 | loglstar: -inf < -11.153 < inf | logz: -22.937 +/- 0.327 | dlogz: 12.005 > 0.109
iter: 1005 | bound: 160 | nc: 3 | ncall: 67795 | eff(%): 1.482 | loglstar: -inf < -11.056 < inf | logz: -22.876 +/- 0.327 | dlogz: 11.936 > 0.109
iter: 1006 | bound: 160 | nc: 4 | ncall: 67799 | eff(%): 1.484 | loglstar: -inf < -11.024 < inf | logz: -22.816 +/- 0.327 | dlogz: 11.865 > 0.109
iter: 1007 | bound: 160 | nc: 2 | ncall: 67801 | eff(%): 1.485 | loglstar: -inf < -10.992 < inf | logz: -22.758 +/- 0.327 | dlogz: 11.795 > 0.109
iter: 1008 | bound: 160 | nc: 1 | ncall: 67802 | eff(%): 1.487 | loglstar: -inf < -10.991 < inf | logz: -22.703 +/- 0.327 | dlogz: 11.727 > 0.109
iter: 1009 | bound: 160 | nc: 1 | ncall: 67803 | eff(%): 1.488 | loglstar: -inf < -10.940 < inf | logz: -22.650 +/- 0.327 | dlogz: 11.662 > 0.109
iter: 1010 | bound: 160 | nc: 7 | ncall: 67810 | eff(%): 1.489 | loglstar: -inf < -10.900 < inf | logz: -22.597 +/- 0.327 | dlogz: 11.599 > 0.109
iter: 1011 | bound: 160 | nc: 6 | ncall: 67816 | eff(%): 1.491 | loglstar: -inf < -10.890 < inf | logz: -22.547 +/- 0.327 | dlogz: 11.536 > 0.109
iter: 1012 | bound: 160 | nc: 8 | ncall: 67824 | eff(%): 1.492 | loglstar: -inf < -10.849 < inf | logz: -22.498 +/- 0.327 | dlogz: 11.476 > 0.109
iter: 1013 | bound: 160 | nc: 2 | ncall: 67826 | eff(%): 1.494 | loglstar: -inf < -10.849 < inf | logz: -22.451 +/- 0.327 | dlogz: 11.417 > 0.109
iter: 1014 | bound: 160 | nc: 3 | ncall: 67829 | eff(%): 1.495 | loglstar: -inf < -10.751 < inf | logz: -22.405 +/- 0.326 | dlogz: 11.361 > 0.109
iter: 1015 | bound: 160 | nc: 2 | ncall: 67831 | eff(%): 1.496 | loglstar: -inf < -10.555 < inf | logz: -22.354 +/- 0.327 | dlogz: 11.304 > 0.109
iter: 1016 | bound: 160 | nc: 3 | ncall: 67834 | eff(%): 1.498 | loglstar: -inf < -10.515 < inf | logz: -22.300 +/- 0.327 | dlogz: 11.243 > 0.109
iter: 1017 | bound: 160 | nc: 2 | ncall: 67836 | eff(%): 1.499 | loglstar: -inf < -10.444 < inf | logz: -22.246 +/- 0.327 | dlogz: 11.179 > 0.109
iter: 1018 | bound: 160 | nc: 8 | ncall: 67844 | eff(%): 1.501 | loglstar: -inf < -10.372 < inf | logz: -22.193 +/- 0.327 | dlogz: 11.116 > 0.109
iter: 1019 | bound: 160 | nc: 1 | ncall: 67845 | eff(%): 1.502 | loglstar: -inf < -10.360 < inf | logz: -22.140 +/- 0.327 | dlogz: 11.052 > 0.109
iter: 1020 | bound: 160 | nc: 1 | ncall: 67846 | eff(%): 1.503 | loglstar: -inf < -10.232 < inf | logz: -22.087 +/- 0.327 | dlogz: 10.989 > 0.109
iter: 1021 | bound: 160 | nc: 1 | ncall: 67847 | eff(%): 1.505 | loglstar: -inf < -10.205 < inf | logz: -22.033 +/- 0.327 | dlogz: 10.926 > 0.109
iter: 1022 | bound: 160 | nc: 2 | ncall: 67849 | eff(%): 1.506 | loglstar: -inf < -9.953 < inf | logz: -21.975 +/- 0.327 | dlogz: 10.863 > 0.109
iter: 1023 | bound: 160 | nc: 2 | ncall: 67851 | eff(%): 1.508 | loglstar: -inf < -9.900 < inf | logz: -21.912 +/- 0.327 | dlogz: 10.794 > 0.109
iter: 1024 | bound: 160 | nc: 4 | ncall: 67855 | eff(%): 1.509 | loglstar: -inf < -9.785 < inf | logz: -21.848 +/- 0.328 | dlogz: 11.330 > 0.109
iter: 1025 | bound: 161 | nc: 4 | ncall: 67859 | eff(%): 1.510 | loglstar: -inf < -9.782 < inf | logz: -21.786 +/- 0.328 | dlogz: 11.257 > 0.109
iter: 1026 | bound: 161 | nc: 2 | ncall: 67861 | eff(%): 1.512 | loglstar: -inf < -9.742 < inf | logz: -21.726 +/- 0.328 | dlogz: 11.184 > 0.109
iter: 1027 | bound: 161 | nc: 1 | ncall: 67862 | eff(%): 1.513 | loglstar: -inf < -9.704 < inf | logz: -21.668 +/- 0.328 | dlogz: 11.115 > 0.109
iter: 1028 | bound: 161 | nc: 1 | ncall: 67863 | eff(%): 1.515 | loglstar: -inf < -9.696 < inf | logz: -21.613 +/- 0.328 | dlogz: 11.047 > 0.109
iter: 1029 | bound: 161 | nc: 6 | ncall: 67869 | eff(%): 1.516 | loglstar: -inf < -9.694 < inf | logz: -21.561 +/- 0.328 | dlogz: 10.982 > 0.109
iter: 1030 | bound: 161 | nc: 1 | ncall: 67870 | eff(%): 1.518 | loglstar: -inf < -9.682 < inf | logz: -21.511 +/- 0.328 | dlogz: 10.920 > 0.109
iter: 1031 | bound: 161 | nc: 1 | ncall: 67871 | eff(%): 1.519 | loglstar: -inf < -9.624 < inf | logz: -21.463 +/- 0.328 | dlogz: 10.860 > 0.109
iter: 1032 | bound: 161 | nc: 13 | ncall: 67884 | eff(%): 1.520 | loglstar: -inf < -9.595 < inf | logz: -21.415 +/- 0.328 | dlogz: 10.802 > 0.109
iter: 1033 | bound: 161 | nc: 2 | ncall: 67886 | eff(%): 1.522 | loglstar: -inf < -9.521 < inf | logz: -21.368 +/- 0.328 | dlogz: 10.744 > 0.109
iter: 1034 | bound: 161 | nc: 2 | ncall: 67888 | eff(%): 1.523 | loglstar: -inf < -9.389 < inf | logz: -21.318 +/- 0.328 | dlogz: 10.687 > 0.109
iter: 1035 | bound: 161 | nc: 1 | ncall: 67889 | eff(%): 1.525 | loglstar: -inf < -9.314 < inf | logz: -21.267 +/- 0.328 | dlogz: 10.627 > 0.109
iter: 1036 | bound: 161 | nc: 2 | ncall: 67891 | eff(%): 1.526 | loglstar: -inf < -9.275 < inf | logz: -21.215 +/- 0.328 | dlogz: 10.566 > 0.109
iter: 1037 | bound: 161 | nc: 1 | ncall: 67892 | eff(%): 1.527 | loglstar: -inf < -9.265 < inf | logz: -21.165 +/- 0.329 | dlogz: 10.504 > 0.109
iter: 1038 | bound: 161 | nc: 2 | ncall: 67894 | eff(%): 1.529 | loglstar: -inf < -9.257 < inf | logz: -21.118 +/- 0.329 | dlogz: 10.445 > 0.109
iter: 1039 | bound: 161 | nc: 3 | ncall: 67897 | eff(%): 1.530 | loglstar: -inf < -9.238 < inf | logz: -21.073 +/- 0.329 | dlogz: 10.388 > 0.109
iter: 1040 | bound: 161 | nc: 1 | ncall: 67898 | eff(%): 1.532 | loglstar: -inf < -9.161 < inf | logz: -21.028 +/- 0.329 | dlogz: 10.332 > 0.109
iter: 1041 | bound: 161 | nc: 2 | ncall: 67900 | eff(%): 1.533 | loglstar: -inf < -9.061 < inf | logz: -20.982 +/- 0.329 | dlogz: 10.277 > 0.109
iter: 1042 | bound: 161 | nc: 1 | ncall: 67901 | eff(%): 1.535 | loglstar: -inf < -9.040 < inf | logz: -20.935 +/- 0.329 | dlogz: 10.221 > 0.109
iter: 1043 | bound: 161 | nc: 1 | ncall: 67902 | eff(%): 1.536 | loglstar: -inf < -8.998 < inf | logz: -20.889 +/- 0.329 | dlogz: 10.164 > 0.109
iter: 1044 | bound: 161 | nc: 3 | ncall: 67905 | eff(%): 1.537 | loglstar: -inf < -8.982 < inf | logz: -20.845 +/- 0.329 | dlogz: 10.109 > 0.109
iter: 1045 | bound: 161 | nc: 1 | ncall: 67906 | eff(%): 1.539 | loglstar: -inf < -8.973 < inf | logz: -20.803 +/- 0.329 | dlogz: 10.055 > 0.109
iter: 1046 | bound: 161 | nc: 1 | ncall: 67907 | eff(%): 1.540 | loglstar: -inf < -8.964 < inf | logz: -20.762 +/- 0.329 | dlogz: 10.002 > 0.109
iter: 1047 | bound: 161 | nc: 1 | ncall: 67908 | eff(%): 1.542 | loglstar: -inf < -8.925 < inf | logz: -20.722 +/- 0.329 | dlogz: 9.952 > 0.109
iter: 1048 | bound: 161 | nc: 3 | ncall: 67911 | eff(%): 1.543 | loglstar: -inf < -8.842 < inf | logz: -20.682 +/- 0.329 | dlogz: 9.902 > 0.109
iter: 1049 | bound: 161 | nc: 3 | ncall: 67914 | eff(%): 1.545 | loglstar: -inf < -8.801 < inf | logz: -20.641 +/- 0.329 | dlogz: 9.852 > 0.109
iter: 1050 | bound: 161 | nc: 4 | ncall: 67918 | eff(%): 1.546 | loglstar: -inf < -8.777 < inf | logz: -20.601 +/- 0.329 | dlogz: 9.801 > 0.109
iter: 1051 | bound: 161 | nc: 1 | ncall: 67919 | eff(%): 1.547 | loglstar: -inf < -8.713 < inf | logz: -20.562 +/- 0.329 | dlogz: 9.751 > 0.109
iter: 1052 | bound: 161 | nc: 1 | ncall: 67920 | eff(%): 1.549 | loglstar: -inf < -8.682 < inf | logz: -20.522 +/- 0.329 | dlogz: 9.702 > 0.109
iter: 1053 | bound: 161 | nc: 2 | ncall: 67922 | eff(%): 1.550 | loglstar: -inf < -8.664 < inf | logz: -20.483 +/- 0.329 | dlogz: 9.652 > 0.109
iter: 1054 | bound: 161 | nc: 4 | ncall: 67926 | eff(%): 1.552 | loglstar: -inf < -8.639 < inf | logz: -20.446 +/- 0.329 | dlogz: 9.603 > 0.109
iter: 1055 | bound: 161 | nc: 6 | ncall: 67932 | eff(%): 1.553 | loglstar: -inf < -8.625 < inf | logz: -20.409 +/- 0.329 | dlogz: 9.556 > 0.109
iter: 1056 | bound: 161 | nc: 7 | ncall: 67939 | eff(%): 1.554 | loglstar: -inf < -8.541 < inf | logz: -20.372 +/- 0.328 | dlogz: 9.509 > 0.109
iter: 1057 | bound: 161 | nc: 2 | ncall: 67941 | eff(%): 1.556 | loglstar: -inf < -8.450 < inf | logz: -20.334 +/- 0.328 | dlogz: 9.463 > 0.109
iter: 1058 | bound: 161 | nc: 1 | ncall: 67942 | eff(%): 1.557 | loglstar: -inf < -8.400 < inf | logz: -20.295 +/- 0.329 | dlogz: 9.414 > 0.109
iter: 1059 | bound: 161 | nc: 9 | ncall: 67951 | eff(%): 1.558 | loglstar: -inf < -8.384 < inf | logz: -20.257 +/- 0.329 | dlogz: 9.365 > 0.109
iter: 1060 | bound: 161 | nc: 1 | ncall: 67952 | eff(%): 1.560 | loglstar: -inf < -8.297 < inf | logz: -20.218 +/- 0.329 | dlogz: 9.317 > 0.109
iter: 1061 | bound: 161 | nc: 2 | ncall: 67954 | eff(%): 1.561 | loglstar: -inf < -8.285 < inf | logz: -20.179 +/- 0.329 | dlogz: 9.268 > 0.109
iter: 1062 | bound: 162 | nc: 10 | ncall: 67964 | eff(%): 1.563 | loglstar: -inf < -8.219 < inf | logz: -20.141 +/- 0.329 | dlogz: 9.220 > 0.109
iter: 1063 | bound: 162 | nc: 25 | ncall: 67989 | eff(%): 1.563 | loglstar: -inf < -8.187 < inf | logz: -20.103 +/- 0.329 | dlogz: 9.172 > 0.109
iter: 1064 | bound: 162 | nc: 2 | ncall: 67991 | eff(%): 1.565 | loglstar: -inf < -8.172 < inf | logz: -20.066 +/- 0.329 | dlogz: 9.124 > 0.109
iter: 1065 | bound: 162 | nc: 60 | ncall: 68051 | eff(%): 1.565 | loglstar: -inf < -8.159 < inf | logz: -20.029 +/- 0.329 | dlogz: 9.076 > 0.109
iter: 1066 | bound: 162 | nc: 9 | ncall: 68060 | eff(%): 1.566 | loglstar: -inf < -8.109 < inf | logz: -19.994 +/- 0.329 | dlogz: 9.030 > 0.109
iter: 1067 | bound: 163 | nc: 4 | ncall: 68064 | eff(%): 1.568 | loglstar: -inf < -8.060 < inf | logz: -19.958 +/- 0.329 | dlogz: 8.985 > 0.109
iter: 1068 | bound: 163 | nc: 5 | ncall: 68069 | eff(%): 1.569 | loglstar: -inf < -8.026 < inf | logz: -19.922 +/- 0.329 | dlogz: 8.939 > 0.109
iter: 1069 | bound: 163 | nc: 6 | ncall: 68075 | eff(%): 1.570 | loglstar: -inf < -7.805 < inf | logz: -19.884 +/- 0.329 | dlogz: 8.893 > 0.109
iter: 1070 | bound: 163 | nc: 2 | ncall: 68077 | eff(%): 1.572 | loglstar: -inf < -7.783 < inf | logz: -19.842 +/- 0.329 | dlogz: 8.845 > 0.109
iter: 1071 | bound: 163 | nc: 8 | ncall: 68085 | eff(%): 1.573 | loglstar: -inf < -7.762 < inf | logz: -19.802 +/- 0.329 | dlogz: 8.793 > 0.109
iter: 1072 | bound: 163 | nc: 7 | ncall: 68092 | eff(%): 1.574 | loglstar: -inf < -7.713 < inf | logz: -19.762 +/- 0.329 | dlogz: 8.743 > 0.109
iter: 1073 | bound: 163 | nc: 26 | ncall: 68118 | eff(%): 1.575 | loglstar: -inf < -7.660 < inf | logz: -19.722 +/- 0.329 | dlogz: 8.693 > 0.109
iter: 1074 | bound: 163 | nc: 10 | ncall: 68128 | eff(%): 1.576 | loglstar: -inf < -7.638 < inf | logz: -19.683 +/- 0.329 | dlogz: 8.644 > 0.109
iter: 1075 | bound: 163 | nc: 11 | ncall: 68139 | eff(%): 1.578 | loglstar: -inf < -7.633 < inf | logz: -19.645 +/- 0.329 | dlogz: 8.594 > 0.109
iter: 1076 | bound: 164 | nc: 26 | ncall: 68165 | eff(%): 1.579 | loglstar: -inf < -7.617 < inf | logz: -19.609 +/- 0.329 | dlogz: 8.547 > 0.109
iter: 1077 | bound: 164 | nc: 66 | ncall: 68231 | eff(%): 1.578 | loglstar: -inf < -7.604 < inf | logz: -19.573 +/- 0.330 | dlogz: 8.500 > 0.109
iter: 1078 | bound: 164 | nc: 1 | ncall: 68232 | eff(%): 1.580 | loglstar: -inf < -7.456 < inf | logz: -19.537 +/- 0.330 | dlogz: 8.455 > 0.109
iter: 1079 | bound: 164 | nc: 14 | ncall: 68246 | eff(%): 1.581 | loglstar: -inf < -7.425 < inf | logz: -19.498 +/- 0.330 | dlogz: 8.408 > 0.109
iter: 1080 | bound: 165 | nc: 45 | ncall: 68291 | eff(%): 1.581 | loglstar: -inf < -7.414 < inf | logz: -19.461 +/- 0.330 | dlogz: 8.360 > 0.109
iter: 1081 | bound: 165 | nc: 2 | ncall: 68293 | eff(%): 1.583 | loglstar: -inf < -7.373 < inf | logz: -19.425 +/- 0.330 | dlogz: 8.313 > 0.109
iter: 1082 | bound: 165 | nc: 1 | ncall: 68294 | eff(%): 1.584 | loglstar: -inf < -7.370 < inf | logz: -19.389 +/- 0.330 | dlogz: 8.266 > 0.109
iter: 1083 | bound: 165 | nc: 56 | ncall: 68350 | eff(%): 1.584 | loglstar: -inf < -7.353 < inf | logz: -19.355 +/- 0.330 | dlogz: 8.221 > 0.109
iter: 1084 | bound: 165 | nc: 2 | ncall: 68352 | eff(%): 1.586 | loglstar: -inf < -7.170 < inf | logz: -19.318 +/- 0.330 | dlogz: 8.177 > 0.109
iter: 1085 | bound: 165 | nc: 8 | ncall: 68360 | eff(%): 1.587 | loglstar: -inf < -7.169 < inf | logz: -19.280 +/- 0.330 | dlogz: 8.130 > 0.109
iter: 1086 | bound: 165 | nc: 20 | ncall: 68380 | eff(%): 1.588 | loglstar: -inf < -7.138 < inf | logz: -19.244 +/- 0.330 | dlogz: 8.082 > 0.109
iter: 1087 | bound: 165 | nc: 7 | ncall: 68387 | eff(%): 1.589 | loglstar: -inf < -7.019 < inf | logz: -19.206 +/- 0.330 | dlogz: 8.036 > 0.109
iter: 1088 | bound: 166 | nc: 12 | ncall: 68399 | eff(%): 1.591 | loglstar: -inf < -6.952 < inf | logz: -19.166 +/- 0.330 | dlogz: 7.988 > 0.109
iter: 1089 | bound: 166 | nc: 14 | ncall: 68413 | eff(%): 1.592 | loglstar: -inf < -6.919 < inf | logz: -19.127 +/- 0.331 | dlogz: 7.938 > 0.109
iter: 1090 | bound: 166 | nc: 12 | ncall: 68425 | eff(%): 1.593 | loglstar: -inf < -6.816 < inf | logz: -19.086 +/- 0.331 | dlogz: 7.889 > 0.109
iter: 1091 | bound: 166 | nc: 5 | ncall: 68430 | eff(%): 1.594 | loglstar: -inf < -6.786 < inf | logz: -19.045 +/- 0.331 | dlogz: 7.839 > 0.109
iter: 1092 | bound: 166 | nc: 17 | ncall: 68447 | eff(%): 1.595 | loglstar: -inf < -6.780 < inf | logz: -19.006 +/- 0.331 | dlogz: 7.788 > 0.109
iter: 1093 | bound: 166 | nc: 5 | ncall: 68452 | eff(%): 1.597 | loglstar: -inf < -6.738 < inf | logz: -18.967 +/- 0.331 | dlogz: 7.738 > 0.109
iter: 1094 | bound: 166 | nc: 31 | ncall: 68483 | eff(%): 1.597 | loglstar: -inf < -6.729 < inf | logz: -18.929 +/- 0.331 | dlogz: 7.690 > 0.109
iter: 1095 | bound: 167 | nc: 30 | ncall: 68513 | eff(%): 1.598 | loglstar: -inf < -6.634 < inf | logz: -18.891 +/- 0.331 | dlogz: 7.642 > 0.109
iter: 1096 | bound: 167 | nc: 46 | ncall: 68559 | eff(%): 1.599 | loglstar: -inf < -6.516 < inf | logz: -18.851 +/- 0.332 | dlogz: 7.594 > 0.109
iter: 1097 | bound: 167 | nc: 31 | ncall: 68590 | eff(%): 1.599 | loglstar: -inf < -6.461 < inf | logz: -18.810 +/- 0.332 | dlogz: 7.544 > 0.109
iter: 1098 | bound: 168 | nc: 38 | ncall: 68628 | eff(%): 1.600 | loglstar: -inf < -6.421 < inf | logz: -18.768 +/- 0.332 | dlogz: 7.492 > 0.109
iter: 1099 | bound: 168 | nc: 40 | ncall: 68668 | eff(%): 1.600 | loglstar: -inf < -6.414 < inf | logz: -18.728 +/- 0.332 | dlogz: 7.441 > 0.109
iter: 1100 | bound: 168 | nc: 28 | ncall: 68696 | eff(%): 1.601 | loglstar: -inf < -6.399 < inf | logz: -18.689 +/- 0.332 | dlogz: 7.391 > 0.109
iter: 1101 | bound: 168 | nc: 1 | ncall: 68697 | eff(%): 1.603 | loglstar: -inf < -6.381 < inf | logz: -18.651 +/- 0.332 | dlogz: 7.342 > 0.109
iter: 1102 | bound: 169 | nc: 52 | ncall: 68749 | eff(%): 1.603 | loglstar: -inf < -6.373 < inf | logz: -18.615 +/- 0.332 | dlogz: 7.294 > 0.109
iter: 1103 | bound: 169 | nc: 32 | ncall: 68781 | eff(%): 1.604 | loglstar: -inf < -6.351 < inf | logz: -18.580 +/- 0.332 | dlogz: 7.248 > 0.109
iter: 1104 | bound: 169 | nc: 12 | ncall: 68793 | eff(%): 1.605 | loglstar: -inf < -6.341 < inf | logz: -18.545 +/- 0.332 | dlogz: 7.203 > 0.109
iter: 1105 | bound: 169 | nc: 2 | ncall: 68795 | eff(%): 1.606 | loglstar: -inf < -6.333 < inf | logz: -18.512 +/- 0.333 | dlogz: 7.159 > 0.109
iter: 1106 | bound: 169 | nc: 21 | ncall: 68816 | eff(%): 1.607 | loglstar: -inf < -6.321 < inf | logz: -18.480 +/- 0.333 | dlogz: 7.116 > 0.109
iter: 1107 | bound: 169 | nc: 6 | ncall: 68822 | eff(%): 1.608 | loglstar: -inf < -6.302 < inf | logz: -18.449 +/- 0.333 | dlogz: 7.074 > 0.109
iter: 1108 | bound: 169 | nc: 23 | ncall: 68845 | eff(%): 1.609 | loglstar: -inf < -6.264 < inf | logz: -18.418 +/- 0.333 | dlogz: 7.033 > 0.109
iter: 1109 | bound: 170 | nc: 11 | ncall: 68856 | eff(%): 1.611 | loglstar: -inf < -6.248 < inf | logz: -18.388 +/- 0.333 | dlogz: 6.992 > 0.109
iter: 1110 | bound: 170 | nc: 16 | ncall: 68872 | eff(%): 1.612 | loglstar: -inf < -6.196 < inf | logz: -18.358 +/- 0.333 | dlogz: 6.952 > 0.109
iter: 1111 | bound: 170 | nc: 13 | ncall: 68885 | eff(%): 1.613 | loglstar: -inf < -6.154 < inf | logz: -18.327 +/- 0.333 | dlogz: 6.912 > 0.109
iter: 1112 | bound: 170 | nc: 7 | ncall: 68892 | eff(%): 1.614 | loglstar: -inf < -6.133 < inf | logz: -18.297 +/- 0.333 | dlogz: 6.871 > 0.109
iter: 1113 | bound: 170 | nc: 8 | ncall: 68900 | eff(%): 1.615 | loglstar: -inf < -6.121 < inf | logz: -18.268 +/- 0.333 | dlogz: 6.831 > 0.109
iter: 1114 | bound: 170 | nc: 5 | ncall: 68905 | eff(%): 1.617 | loglstar: -inf < -6.108 < inf | logz: -18.239 +/- 0.333 | dlogz: 6.792 > 0.109
iter: 1115 | bound: 170 | nc: 1 | ncall: 68906 | eff(%): 1.618 | loglstar: -inf < -6.072 < inf | logz: -18.211 +/- 0.333 | dlogz: 6.859 > 0.109
iter: 1116 | bound: 170 | nc: 29 | ncall: 68935 | eff(%): 1.619 | loglstar: -inf < -6.059 < inf | logz: -18.183 +/- 0.333 | dlogz: 6.821 > 0.109
iter: 1117 | bound: 171 | nc: 21 | ncall: 68956 | eff(%): 1.620 | loglstar: -inf < -6.056 < inf | logz: -18.156 +/- 0.333 | dlogz: 6.783 > 0.109
iter: 1118 | bound: 171 | nc: 1 | ncall: 68957 | eff(%): 1.621 | loglstar: -inf < -6.053 < inf | logz: -18.129 +/- 0.333 | dlogz: 6.746 > 0.109
iter: 1119 | bound: 171 | nc: 7 | ncall: 68964 | eff(%): 1.623 | loglstar: -inf < -5.917 < inf | logz: -18.102 +/- 0.333 | dlogz: 6.710 > 0.109
iter: 1120 | bound: 171 | nc: 1 | ncall: 68965 | eff(%): 1.624 | loglstar: -inf < -5.832 < inf | logz: -18.073 +/- 0.333 | dlogz: 6.673 > 0.109
iter: 1121 | bound: 171 | nc: 2 | ncall: 68967 | eff(%): 1.625 | loglstar: -inf < -5.830 < inf | logz: -18.044 +/- 0.333 | dlogz: 6.634 > 0.109
iter: 1122 | bound: 171 | nc: 2 | ncall: 68969 | eff(%): 1.627 | loglstar: -inf < -5.810 < inf | logz: -18.015 +/- 0.333 | dlogz: 6.595 > 0.109
iter: 1123 | bound: 171 | nc: 5 | ncall: 68974 | eff(%): 1.628 | loglstar: -inf < -5.804 < inf | logz: -17.988 +/- 0.333 | dlogz: 6.556 > 0.109
iter: 1124 | bound: 171 | nc: 2 | ncall: 68976 | eff(%): 1.630 | loglstar: -inf < -5.776 < inf | logz: -17.961 +/- 0.333 | dlogz: 6.519 > 0.109
iter: 1125 | bound: 171 | nc: 1 | ncall: 68977 | eff(%): 1.631 | loglstar: -inf < -5.749 < inf | logz: -17.934 +/- 0.333 | dlogz: 6.482 > 0.109
iter: 1126 | bound: 171 | nc: 2 | ncall: 68979 | eff(%): 1.632 | loglstar: -inf < -5.719 < inf | logz: -17.907 +/- 0.333 | dlogz: 6.445 > 0.109
iter: 1127 | bound: 171 | nc: 4 | ncall: 68983 | eff(%): 1.634 | loglstar: -inf < -5.698 < inf | logz: -17.881 +/- 0.333 | dlogz: 6.408 > 0.109
iter: 1128 | bound: 171 | nc: 2 | ncall: 68985 | eff(%): 1.635 | loglstar: -inf < -5.668 < inf | logz: -17.854 +/- 0.333 | dlogz: 6.372 > 0.109
iter: 1129 | bound: 171 | nc: 1 | ncall: 68986 | eff(%): 1.637 | loglstar: -inf < -5.565 < inf | logz: -17.827 +/- 0.333 | dlogz: 6.336 > 0.109
iter: 1130 | bound: 171 | nc: 1 | ncall: 68987 | eff(%): 1.638 | loglstar: -inf < -5.556 < inf | logz: -17.800 +/- 0.333 | dlogz: 6.299 > 0.109
iter: 1131 | bound: 171 | nc: 4 | ncall: 68991 | eff(%): 1.639 | loglstar: -inf < -5.543 < inf | logz: -17.773 +/- 0.333 | dlogz: 6.262 > 0.109
iter: 1132 | bound: 171 | nc: 5 | ncall: 68996 | eff(%): 1.641 | loglstar: -inf < -5.524 < inf | logz: -17.747 +/- 0.333 | dlogz: 6.225 > 0.109
iter: 1133 | bound: 171 | nc: 4 | ncall: 69000 | eff(%): 1.642 | loglstar: -inf < -5.435 < inf | logz: -17.720 +/- 0.333 | dlogz: 6.189 > 0.109
iter: 1134 | bound: 171 | nc: 4 | ncall: 69004 | eff(%): 1.643 | loglstar: -inf < -5.418 < inf | logz: -17.693 +/- 0.333 | dlogz: 6.152 > 0.109
iter: 1135 | bound: 171 | nc: 1 | ncall: 69005 | eff(%): 1.645 | loglstar: -inf < -5.401 < inf | logz: -17.667 +/- 0.333 | dlogz: 6.116 > 0.109
iter: 1136 | bound: 171 | nc: 3 | ncall: 69008 | eff(%): 1.646 | loglstar: -inf < -5.398 < inf | logz: -17.641 +/- 0.333 | dlogz: 6.079 > 0.109
iter: 1137 | bound: 171 | nc: 10 | ncall: 69018 | eff(%): 1.647 | loglstar: -inf < -5.313 < inf | logz: -17.615 +/- 0.333 | dlogz: 6.043 > 0.109
iter: 1138 | bound: 171 | nc: 1 | ncall: 69019 | eff(%): 1.649 | loglstar: -inf < -5.301 < inf | logz: -17.588 +/- 0.333 | dlogz: 6.007 > 0.109
iter: 1139 | bound: 171 | nc: 4 | ncall: 69023 | eff(%): 1.650 | loglstar: -inf < -5.252 < inf | logz: -17.562 +/- 0.333 | dlogz: 5.971 > 0.109
iter: 1140 | bound: 171 | nc: 1 | ncall: 69024 | eff(%): 1.652 | loglstar: -inf < -5.190 < inf | logz: -17.535 +/- 0.333 | dlogz: 5.935 > 0.109
iter: 1141 | bound: 171 | nc: 8 | ncall: 69032 | eff(%): 1.653 | loglstar: -inf < -5.168 < inf | logz: -17.508 +/- 0.334 | dlogz: 5.898 > 0.109
iter: 1142 | bound: 171 | nc: 3 | ncall: 69035 | eff(%): 1.654 | loglstar: -inf < -5.162 < inf | logz: -17.482 +/- 0.334 | dlogz: 5.862 > 0.109
iter: 1143 | bound: 171 | nc: 1 | ncall: 69036 | eff(%): 1.656 | loglstar: -inf < -5.131 < inf | logz: -17.456 +/- 0.334 | dlogz: 5.825 > 0.109
iter: 1144 | bound: 171 | nc: 3 | ncall: 69039 | eff(%): 1.657 | loglstar: -inf < -5.124 < inf | logz: -17.431 +/- 0.334 | dlogz: 5.790 > 0.109
iter: 1145 | bound: 171 | nc: 3 | ncall: 69042 | eff(%): 1.658 | loglstar: -inf < -5.113 < inf | logz: -17.406 +/- 0.334 | dlogz: 5.755 > 0.109
iter: 1146 | bound: 171 | nc: 1 | ncall: 69043 | eff(%): 1.660 | loglstar: -inf < -5.110 < inf | logz: -17.382 +/- 0.334 | dlogz: 5.720 > 0.109
iter: 1147 | bound: 171 | nc: 3 | ncall: 69046 | eff(%): 1.661 | loglstar: -inf < -5.052 < inf | logz: -17.358 +/- 0.334 | dlogz: 5.686 > 0.109
iter: 1148 | bound: 171 | nc: 1 | ncall: 69047 | eff(%): 1.663 | loglstar: -inf < -4.943 < inf | logz: -17.333 +/- 0.334 | dlogz: 5.652 > 0.109
iter: 1149 | bound: 171 | nc: 1 | ncall: 69048 | eff(%): 1.664 | loglstar: -inf < -4.920 < inf | logz: -17.307 +/- 0.334 | dlogz: 5.617 > 0.109
iter: 1150 | bound: 171 | nc: 1 | ncall: 69049 | eff(%): 1.665 | loglstar: -inf < -4.909 < inf | logz: -17.281 +/- 0.334 | dlogz: 5.581 > 0.109
iter: 1151 | bound: 171 | nc: 1 | ncall: 69050 | eff(%): 1.667 | loglstar: -inf < -4.859 < inf | logz: -17.256 +/- 0.334 | dlogz: 5.546 > 0.109
iter: 1152 | bound: 171 | nc: 1 | ncall: 69051 | eff(%): 1.668 | loglstar: -inf < -4.848 < inf | logz: -17.231 +/- 0.334 | dlogz: 5.511 > 0.109
iter: 1153 | bound: 171 | nc: 4 | ncall: 69055 | eff(%): 1.670 | loglstar: -inf < -4.833 < inf | logz: -17.206 +/- 0.334 | dlogz: 5.476 > 0.109
iter: 1154 | bound: 172 | nc: 22 | ncall: 69077 | eff(%): 1.671 | loglstar: -inf < -4.770 < inf | logz: -17.181 +/- 0.334 | dlogz: 5.441 > 0.109
iter: 1155 | bound: 172 | nc: 1 | ncall: 69078 | eff(%): 1.672 | loglstar: -inf < -4.718 < inf | logz: -17.156 +/- 0.334 | dlogz: 5.406 > 0.109
iter: 1156 | bound: 172 | nc: 1 | ncall: 69079 | eff(%): 1.673 | loglstar: -inf < -4.697 < inf | logz: -17.130 +/- 0.334 | dlogz: 5.371 > 0.109
iter: 1157 | bound: 172 | nc: 1 | ncall: 69080 | eff(%): 1.675 | loglstar: -inf < -4.648 < inf | logz: -17.105 +/- 0.334 | dlogz: 5.336 > 0.109
iter: 1158 | bound: 172 | nc: 4 | ncall: 69084 | eff(%): 1.676 | loglstar: -inf < -4.639 < inf | logz: -17.080 +/- 0.335 | dlogz: 5.301 > 0.109
iter: 1159 | bound: 172 | nc: 1 | ncall: 69085 | eff(%): 1.678 | loglstar: -inf < -4.622 < inf | logz: -17.055 +/- 0.335 | dlogz: 5.266 > 0.109
iter: 1160 | bound: 172 | nc: 6 | ncall: 69091 | eff(%): 1.679 | loglstar: -inf < -4.600 < inf | logz: -17.030 +/- 0.335 | dlogz: 5.231 > 0.109
iter: 1161 | bound: 172 | nc: 1 | ncall: 69092 | eff(%): 1.680 | loglstar: -inf < -4.590 < inf | logz: -17.007 +/- 0.335 | dlogz: 5.197 > 0.109
iter: 1162 | bound: 172 | nc: 1 | ncall: 69093 | eff(%): 1.682 | loglstar: -inf < -4.576 < inf | logz: -16.983 +/- 0.335 | dlogz: 5.164 > 0.109
iter: 1163 | bound: 172 | nc: 2 | ncall: 69095 | eff(%): 1.683 | loglstar: -inf < -4.554 < inf | logz: -16.960 +/- 0.335 | dlogz: 5.131 > 0.109
iter: 1164 | bound: 172 | nc: 2 | ncall: 69097 | eff(%): 1.685 | loglstar: -inf < -4.538 < inf | logz: -16.937 +/- 0.335 | dlogz: 5.098 > 0.109
iter: 1165 | bound: 172 | nc: 1 | ncall: 69098 | eff(%): 1.686 | loglstar: -inf < -4.527 < inf | logz: -16.915 +/- 0.335 | dlogz: 5.065 > 0.109
iter: 1166 | bound: 172 | nc: 6 | ncall: 69104 | eff(%): 1.687 | loglstar: -inf < -4.517 < inf | logz: -16.893 +/- 0.335 | dlogz: 5.033 > 0.109
iter: 1167 | bound: 172 | nc: 6 | ncall: 69110 | eff(%): 1.689 | loglstar: -inf < -4.510 < inf | logz: -16.872 +/- 0.335 | dlogz: 5.002 > 0.109
iter: 1168 | bound: 172 | nc: 1 | ncall: 69111 | eff(%): 1.690 | loglstar: -inf < -4.507 < inf | logz: -16.851 +/- 0.335 | dlogz: 4.971 > 0.109
iter: 1169 | bound: 172 | nc: 2 | ncall: 69113 | eff(%): 1.691 | loglstar: -inf < -4.498 < inf | logz: -16.831 +/- 0.335 | dlogz: 4.940 > 0.109
iter: 1170 | bound: 172 | nc: 3 | ncall: 69116 | eff(%): 1.693 | loglstar: -inf < -4.438 < inf | logz: -16.811 +/- 0.335 | dlogz: 4.910 > 0.109
iter: 1171 | bound: 172 | nc: 3 | ncall: 69119 | eff(%): 1.694 | loglstar: -inf < -4.380 < inf | logz: -16.790 +/- 0.335 | dlogz: 4.880 > 0.109
iter: 1172 | bound: 172 | nc: 1 | ncall: 69120 | eff(%): 1.696 | loglstar: -inf < -4.362 < inf | logz: -16.769 +/- 0.335 | dlogz: 4.849 > 0.109
iter: 1173 | bound: 172 | nc: 2 | ncall: 69122 | eff(%): 1.697 | loglstar: -inf < -4.290 < inf | logz: -16.747 +/- 0.335 | dlogz: 4.819 > 0.109
iter: 1174 | bound: 172 | nc: 5 | ncall: 69127 | eff(%): 1.698 | loglstar: -inf < -4.287 < inf | logz: -16.726 +/- 0.335 | dlogz: 4.787 > 0.109
iter: 1175 | bound: 172 | nc: 1 | ncall: 69128 | eff(%): 1.700 | loglstar: -inf < -4.269 < inf | logz: -16.705 +/- 0.335 | dlogz: 4.756 > 0.109
iter: 1176 | bound: 172 | nc: 1 | ncall: 69129 | eff(%): 1.701 | loglstar: -inf < -4.264 < inf | logz: -16.684 +/- 0.335 | dlogz: 4.726 > 0.109
iter: 1177 | bound: 172 | nc: 2 | ncall: 69131 | eff(%): 1.703 | loglstar: -inf < -4.193 < inf | logz: -16.663 +/- 0.335 | dlogz: 4.695 > 0.109
iter: 1178 | bound: 172 | nc: 1 | ncall: 69132 | eff(%): 1.704 | loglstar: -inf < -4.184 < inf | logz: -16.642 +/- 0.335 | dlogz: 4.665 > 0.109
iter: 1179 | bound: 172 | nc: 2 | ncall: 69134 | eff(%): 1.705 | loglstar: -inf < -4.170 < inf | logz: -16.621 +/- 0.335 | dlogz: 4.634 > 0.109
iter: 1180 | bound: 172 | nc: 1 | ncall: 69135 | eff(%): 1.707 | loglstar: -inf < -4.147 < inf | logz: -16.601 +/- 0.335 | dlogz: 4.604 > 0.109
iter: 1181 | bound: 172 | nc: 2 | ncall: 69137 | eff(%): 1.708 | loglstar: -inf < -4.141 < inf | logz: -16.581 +/- 0.336 | dlogz: 4.574 > 0.109
iter: 1182 | bound: 172 | nc: 4 | ncall: 69141 | eff(%): 1.710 | loglstar: -inf < -4.122 < inf | logz: -16.561 +/- 0.336 | dlogz: 4.544 > 0.109
iter: 1183 | bound: 172 | nc: 1 | ncall: 69142 | eff(%): 1.711 | loglstar: -inf < -4.094 < inf | logz: -16.542 +/- 0.336 | dlogz: 4.515 > 0.109
iter: 1184 | bound: 172 | nc: 1 | ncall: 69143 | eff(%): 1.712 | loglstar: -inf < -4.074 < inf | logz: -16.522 +/- 0.336 | dlogz: 4.486 > 0.109
iter: 1185 | bound: 172 | nc: 4 | ncall: 69147 | eff(%): 1.714 | loglstar: -inf < -4.068 < inf | logz: -16.503 +/- 0.336 | dlogz: 4.456 > 0.109
iter: 1186 | bound: 172 | nc: 2 | ncall: 69149 | eff(%): 1.715 | loglstar: -inf < -4.065 < inf | logz: -16.484 +/- 0.336 | dlogz: 4.428 > 0.109
iter: 1187 | bound: 172 | nc: 1 | ncall: 69150 | eff(%): 1.717 | loglstar: -inf < -4.043 < inf | logz: -16.466 +/- 0.336 | dlogz: 4.399 > 0.109
iter: 1188 | bound: 172 | nc: 4 | ncall: 69154 | eff(%): 1.718 | loglstar: -inf < -4.015 < inf | logz: -16.448 +/- 0.336 | dlogz: 4.371 > 0.109
iter: 1189 | bound: 172 | nc: 3 | ncall: 69157 | eff(%): 1.719 | loglstar: -inf < -3.999 < inf | logz: -16.429 +/- 0.336 | dlogz: 4.343 > 0.109
iter: 1190 | bound: 172 | nc: 3 | ncall: 69160 | eff(%): 1.721 | loglstar: -inf < -3.987 < inf | logz: -16.411 +/- 0.336 | dlogz: 4.316 > 0.109
iter: 1191 | bound: 172 | nc: 1 | ncall: 69161 | eff(%): 1.722 | loglstar: -inf < -3.958 < inf | logz: -16.394 +/- 0.336 | dlogz: 4.288 > 0.109
iter: 1192 | bound: 172 | nc: 7 | ncall: 69168 | eff(%): 1.723 | loglstar: -inf < -3.954 < inf | logz: -16.376 +/- 0.336 | dlogz: 4.261 > 0.109
iter: 1193 | bound: 172 | nc: 4 | ncall: 69172 | eff(%): 1.725 | loglstar: -inf < -3.928 < inf | logz: -16.359 +/- 0.336 | dlogz: 4.233 > 0.109
iter: 1194 | bound: 173 | nc: 11 | ncall: 69183 | eff(%): 1.726 | loglstar: -inf < -3.900 < inf | logz: -16.341 +/- 0.336 | dlogz: 4.206 > 0.109
iter: 1195 | bound: 173 | nc: 1 | ncall: 69184 | eff(%): 1.727 | loglstar: -inf < -3.896 < inf | logz: -16.324 +/- 0.336 | dlogz: 4.180 > 0.109
iter: 1196 | bound: 173 | nc: 2 | ncall: 69186 | eff(%): 1.729 | loglstar: -inf < -3.851 < inf | logz: -16.307 +/- 0.336 | dlogz: 4.153 > 0.109
iter: 1197 | bound: 173 | nc: 2 | ncall: 69188 | eff(%): 1.730 | loglstar: -inf < -3.843 < inf | logz: -16.290 +/- 0.336 | dlogz: 4.126 > 0.109
iter: 1198 | bound: 173 | nc: 1 | ncall: 69189 | eff(%): 1.731 | loglstar: -inf < -3.841 < inf | logz: -16.273 +/- 0.336 | dlogz: 4.099 > 0.109
iter: 1199 | bound: 173 | nc: 1 | ncall: 69190 | eff(%): 1.733 | loglstar: -inf < -3.825 < inf | logz: -16.256 +/- 0.336 | dlogz: 4.073 > 0.109
iter: 1200 | bound: 173 | nc: 4 | ncall: 69194 | eff(%): 1.734 | loglstar: -inf < -3.819 < inf | logz: -16.240 +/- 0.336 | dlogz: 4.047 > 0.109
iter: 1201 | bound: 173 | nc: 2 | ncall: 69196 | eff(%): 1.736 | loglstar: -inf < -3.747 < inf | logz: -16.223 +/- 0.336 | dlogz: 4.021 > 0.109
iter: 1202 | bound: 173 | nc: 3 | ncall: 69199 | eff(%): 1.737 | loglstar: -inf < -3.739 < inf | logz: -16.207 +/- 0.336 | dlogz: 3.995 > 0.109
iter: 1203 | bound: 173 | nc: 1 | ncall: 69200 | eff(%): 1.738 | loglstar: -inf < -3.732 < inf | logz: -16.190 +/- 0.336 | dlogz: 3.969 > 0.109
iter: 1204 | bound: 173 | nc: 1 | ncall: 69201 | eff(%): 1.740 | loglstar: -inf < -3.726 < inf | logz: -16.174 +/- 0.336 | dlogz: 3.943 > 0.109
iter: 1205 | bound: 173 | nc: 2 | ncall: 69203 | eff(%): 1.741 | loglstar: -inf < -3.698 < inf | logz: -16.158 +/- 0.336 | dlogz: 3.918 > 0.109
iter: 1206 | bound: 173 | nc: 1 | ncall: 69204 | eff(%): 1.743 | loglstar: -inf < -3.689 < inf | logz: -16.143 +/- 0.336 | dlogz: 3.893 > 0.109
iter: 1207 | bound: 173 | nc: 10 | ncall: 69214 | eff(%): 1.744 | loglstar: -inf < -3.688 < inf | logz: -16.127 +/- 0.336 | dlogz: 3.867 > 0.109
iter: 1208 | bound: 173 | nc: 2 | ncall: 69216 | eff(%): 1.745 | loglstar: -inf < -3.677 < inf | logz: -16.112 +/- 0.336 | dlogz: 3.843 > 0.109
iter: 1209 | bound: 173 | nc: 1 | ncall: 69217 | eff(%): 1.747 | loglstar: -inf < -3.652 < inf | logz: -16.097 +/- 0.336 | dlogz: 3.818 > 0.109
iter: 1210 | bound: 173 | nc: 1 | ncall: 69218 | eff(%): 1.748 | loglstar: -inf < -3.619 < inf | logz: -16.082 +/- 0.336 | dlogz: 3.793 > 0.109
iter: 1211 | bound: 173 | nc: 2 | ncall: 69220 | eff(%): 1.749 | loglstar: -inf < -3.615 < inf | logz: -16.067 +/- 0.336 | dlogz: 3.769 > 0.109
iter: 1212 | bound: 173 | nc: 2 | ncall: 69222 | eff(%): 1.751 | loglstar: -inf < -3.568 < inf | logz: -16.052 +/- 0.336 | dlogz: 3.745 > 0.109
iter: 1213 | bound: 173 | nc: 2 | ncall: 69224 | eff(%): 1.752 | loglstar: -inf < -3.560 < inf | logz: -16.037 +/- 0.336 | dlogz: 3.720 > 0.109
iter: 1214 | bound: 173 | nc: 2 | ncall: 69226 | eff(%): 1.754 | loglstar: -inf < -3.549 < inf | logz: -16.022 +/- 0.336 | dlogz: 3.696 > 0.109
iter: 1215 | bound: 173 | nc: 3 | ncall: 69229 | eff(%): 1.755 | loglstar: -inf < -3.526 < inf | logz: -16.007 +/- 0.336 | dlogz: 3.672 > 0.109
iter: 1216 | bound: 173 | nc: 1 | ncall: 69230 | eff(%): 1.756 | loglstar: -inf < -3.520 < inf | logz: -15.993 +/- 0.336 | dlogz: 3.648 > 0.109
iter: 1217 | bound: 173 | nc: 2 | ncall: 69232 | eff(%): 1.758 | loglstar: -inf < -3.506 < inf | logz: -15.978 +/- 0.336 | dlogz: 3.624 > 0.109
iter: 1218 | bound: 173 | nc: 5 | ncall: 69237 | eff(%): 1.759 | loglstar: -inf < -3.463 < inf | logz: -15.964 +/- 0.336 | dlogz: 3.600 > 0.109
iter: 1219 | bound: 173 | nc: 12 | ncall: 69249 | eff(%): 1.760 | loglstar: -inf < -3.446 < inf | logz: -15.949 +/- 0.336 | dlogz: 3.576 > 0.109
iter: 1220 | bound: 173 | nc: 2 | ncall: 69251 | eff(%): 1.762 | loglstar: -inf < -3.437 < inf | logz: -15.935 +/- 0.336 | dlogz: 3.553 > 0.109
iter: 1221 | bound: 173 | nc: 1 | ncall: 69252 | eff(%): 1.763 | loglstar: -inf < -3.393 < inf | logz: -15.920 +/- 0.337 | dlogz: 3.529 > 0.109
iter: 1222 | bound: 173 | nc: 3 | ncall: 69255 | eff(%): 1.764 | loglstar: -inf < -3.392 < inf | logz: -15.906 +/- 0.337 | dlogz: 3.505 > 0.109
iter: 1223 | bound: 173 | nc: 4 | ncall: 69259 | eff(%): 1.766 | loglstar: -inf < -3.392 < inf | logz: -15.892 +/- 0.337 | dlogz: 3.482 > 0.109
iter: 1224 | bound: 173 | nc: 1 | ncall: 69260 | eff(%): 1.767 | loglstar: -inf < -3.390 < inf | logz: -15.878 +/- 0.337 | dlogz: 3.459 > 0.109
iter: 1225 | bound: 173 | nc: 1 | ncall: 69261 | eff(%): 1.769 | loglstar: -inf < -3.361 < inf | logz: -15.865 +/- 0.337 | dlogz: 3.436 > 0.109
iter: 1226 | bound: 173 | nc: 2 | ncall: 69263 | eff(%): 1.770 | loglstar: -inf < -3.333 < inf | logz: -15.851 +/- 0.337 | dlogz: 3.413 > 0.109
iter: 1227 | bound: 173 | nc: 7 | ncall: 69270 | eff(%): 1.771 | loglstar: -inf < -3.328 < inf | logz: -15.838 +/- 0.337 | dlogz: 3.390 > 0.109
iter: 1228 | bound: 173 | nc: 1 | ncall: 69271 | eff(%): 1.773 | loglstar: -inf < -3.327 < inf | logz: -15.824 +/- 0.337 | dlogz: 3.367 > 0.109
iter: 1229 | bound: 173 | nc: 3 | ncall: 69274 | eff(%): 1.774 | loglstar: -inf < -3.296 < inf | logz: -15.811 +/- 0.337 | dlogz: 3.345 > 0.109
iter: 1230 | bound: 173 | nc: 3 | ncall: 69277 | eff(%): 1.775 | loglstar: -inf < -3.257 < inf | logz: -15.798 +/- 0.337 | dlogz: 3.323 > 0.109
iter: 1231 | bound: 173 | nc: 2 | ncall: 69279 | eff(%): 1.777 | loglstar: -inf < -3.256 < inf | logz: -15.784 +/- 0.337 | dlogz: 3.300 > 0.109
iter: 1232 | bound: 174 | nc: 5 | ncall: 69284 | eff(%): 1.778 | loglstar: -inf < -3.229 < inf | logz: -15.771 +/- 0.337 | dlogz: 3.278 > 0.109
iter: 1233 | bound: 174 | nc: 1 | ncall: 69285 | eff(%): 1.780 | loglstar: -inf < -3.211 < inf | logz: -15.758 +/- 0.337 | dlogz: 3.255 > 0.109
iter: 1234 | bound: 174 | nc: 3 | ncall: 69288 | eff(%): 1.781 | loglstar: -inf < -3.167 < inf | logz: -15.745 +/- 0.337 | dlogz: 3.233 > 0.109
iter: 1235 | bound: 174 | nc: 1 | ncall: 69289 | eff(%): 1.782 | loglstar: -inf < -3.164 < inf | logz: -15.731 +/- 0.337 | dlogz: 3.211 > 0.109
iter: 1236 | bound: 174 | nc: 5 | ncall: 69294 | eff(%): 1.784 | loglstar: -inf < -3.143 < inf | logz: -15.718 +/- 0.337 | dlogz: 3.189 > 0.109
iter: 1237 | bound: 174 | nc: 6 | ncall: 69300 | eff(%): 1.785 | loglstar: -inf < -3.096 < inf | logz: -15.705 +/- 0.337 | dlogz: 3.167 > 0.109
iter: 1238 | bound: 174 | nc: 5 | ncall: 69305 | eff(%): 1.786 | loglstar: -inf < -3.088 < inf | logz: -15.692 +/- 0.337 | dlogz: 3.144 > 0.109
iter: 1239 | bound: 174 | nc: 13 | ncall: 69318 | eff(%): 1.787 | loglstar: -inf < -3.084 < inf | logz: -15.679 +/- 0.337 | dlogz: 3.122 > 0.109
iter: 1240 | bound: 174 | nc: 1 | ncall: 69319 | eff(%): 1.789 | loglstar: -inf < -3.078 < inf | logz: -15.666 +/- 0.337 | dlogz: 3.100 > 0.109
iter: 1241 | bound: 174 | nc: 1 | ncall: 69320 | eff(%): 1.790 | loglstar: -inf < -3.067 < inf | logz: -15.653 +/- 0.337 | dlogz: 3.078 > 0.109
iter: 1242 | bound: 174 | nc: 1 | ncall: 69321 | eff(%): 1.792 | loglstar: -inf < -3.034 < inf | logz: -15.640 +/- 0.337 | dlogz: 3.057 > 0.109
iter: 1243 | bound: 174 | nc: 6 | ncall: 69327 | eff(%): 1.793 | loglstar: -inf < -3.020 < inf | logz: -15.628 +/- 0.337 | dlogz: 3.035 > 0.109
iter: 1244 | bound: 174 | nc: 6 | ncall: 69333 | eff(%): 1.794 | loglstar: -inf < -3.000 < inf | logz: -15.615 +/- 0.337 | dlogz: 3.013 > 0.109
iter: 1245 | bound: 174 | nc: 3 | ncall: 69336 | eff(%): 1.796 | loglstar: -inf < -2.990 < inf | logz: -15.602 +/- 0.337 | dlogz: 2.992 > 0.109
iter: 1246 | bound: 174 | nc: 7 | ncall: 69343 | eff(%): 1.797 | loglstar: -inf < -2.974 < inf | logz: -15.590 +/- 0.337 | dlogz: 2.971 > 0.109
iter: 1247 | bound: 174 | nc: 1 | ncall: 69344 | eff(%): 1.798 | loglstar: -inf < -2.966 < inf | logz: -15.578 +/- 0.337 | dlogz: 2.949 > 0.109
iter: 1248 | bound: 174 | nc: 1 | ncall: 69345 | eff(%): 1.800 | loglstar: -inf < -2.958 < inf | logz: -15.566 +/- 0.337 | dlogz: 2.928 > 0.109
iter: 1249 | bound: 174 | nc: 2 | ncall: 69347 | eff(%): 1.801 | loglstar: -inf < -2.935 < inf | logz: -15.554 +/- 0.337 | dlogz: 2.908 > 0.109
iter: 1250 | bound: 174 | nc: 5 | ncall: 69352 | eff(%): 1.802 | loglstar: -inf < -2.928 < inf | logz: -15.542 +/- 0.337 | dlogz: 2.887 > 0.109
iter: 1251 | bound: 174 | nc: 6 | ncall: 69358 | eff(%): 1.804 | loglstar: -inf < -2.920 < inf | logz: -15.530 +/- 0.337 | dlogz: 2.866 > 0.109
iter: 1252 | bound: 174 | nc: 4 | ncall: 69362 | eff(%): 1.805 | loglstar: -inf < -2.909 < inf | logz: -15.518 +/- 0.337 | dlogz: 2.846 > 0.109
iter: 1253 | bound: 174 | nc: 2 | ncall: 69364 | eff(%): 1.806 | loglstar: -inf < -2.887 < inf | logz: -15.507 +/- 0.337 | dlogz: 2.825 > 0.109
iter: 1254 | bound: 174 | nc: 3 | ncall: 69367 | eff(%): 1.808 | loglstar: -inf < -2.885 < inf | logz: -15.495 +/- 0.338 | dlogz: 2.805 > 0.109
iter: 1255 | bound: 174 | nc: 1 | ncall: 69368 | eff(%): 1.809 | loglstar: -inf < -2.867 < inf | logz: -15.484 +/- 0.338 | dlogz: 2.785 > 0.109
iter: 1256 | bound: 174 | nc: 2 | ncall: 69370 | eff(%): 1.811 | loglstar: -inf < -2.844 < inf | logz: -15.473 +/- 0.338 | dlogz: 2.765 > 0.109
iter: 1257 | bound: 174 | nc: 2 | ncall: 69372 | eff(%): 1.812 | loglstar: -inf < -2.788 < inf | logz: -15.461 +/- 0.338 | dlogz: 2.745 > 0.109
iter: 1258 | bound: 174 | nc: 1 | ncall: 69373 | eff(%): 1.813 | loglstar: -inf < -2.767 < inf | logz: -15.449 +/- 0.338 | dlogz: 2.725 > 0.109
iter: 1259 | bound: 174 | nc: 3 | ncall: 69376 | eff(%): 1.815 | loglstar: -inf < -2.724 < inf | logz: -15.437 +/- 0.338 | dlogz: 2.705 > 0.109
iter: 1260 | bound: 175 | nc: 10 | ncall: 69386 | eff(%): 1.816 | loglstar: -inf < -2.686 < inf | logz: -15.425 +/- 0.338 | dlogz: 2.684 > 0.109
iter: 1261 | bound: 175 | nc: 1 | ncall: 69387 | eff(%): 1.817 | loglstar: -inf < -2.685 < inf | logz: -15.413 +/- 0.338 | dlogz: 2.664 > 0.109
iter: 1262 | bound: 175 | nc: 1 | ncall: 69388 | eff(%): 1.819 | loglstar: -inf < -2.681 < inf | logz: -15.401 +/- 0.338 | dlogz: 2.643 > 0.109
iter: 1263 | bound: 175 | nc: 5 | ncall: 69393 | eff(%): 1.820 | loglstar: -inf < -2.678 < inf | logz: -15.390 +/- 0.338 | dlogz: 2.623 > 0.109
iter: 1264 | bound: 175 | nc: 5 | ncall: 69398 | eff(%): 1.821 | loglstar: -inf < -2.674 < inf | logz: -15.378 +/- 0.338 | dlogz: 2.603 > 0.109
iter: 1265 | bound: 175 | nc: 4 | ncall: 69402 | eff(%): 1.823 | loglstar: -inf < -2.625 < inf | logz: -15.367 +/- 0.338 | dlogz: 2.583 > 0.109
iter: 1266 | bound: 175 | nc: 1 | ncall: 69403 | eff(%): 1.824 | loglstar: -inf < -2.624 < inf | logz: -15.355 +/- 0.338 | dlogz: 2.564 > 0.109
iter: 1267 | bound: 175 | nc: 4 | ncall: 69407 | eff(%): 1.825 | loglstar: -inf < -2.621 < inf | logz: -15.344 +/- 0.338 | dlogz: 2.544 > 0.109
iter: 1268 | bound: 175 | nc: 2 | ncall: 69409 | eff(%): 1.827 | loglstar: -inf < -2.586 < inf | logz: -15.333 +/- 0.338 | dlogz: 2.524 > 0.109
iter: 1269 | bound: 175 | nc: 2 | ncall: 69411 | eff(%): 1.828 | loglstar: -inf < -2.575 < inf | logz: -15.322 +/- 0.338 | dlogz: 2.505 > 0.109
iter: 1270 | bound: 175 | nc: 2 | ncall: 69413 | eff(%): 1.830 | loglstar: -inf < -2.574 < inf | logz: -15.311 +/- 0.338 | dlogz: 2.485 > 0.109
iter: 1271 | bound: 175 | nc: 7 | ncall: 69420 | eff(%): 1.831 | loglstar: -inf < -2.560 < inf | logz: -15.300 +/- 0.338 | dlogz: 2.466 > 0.109
iter: 1272 | bound: 175 | nc: 9 | ncall: 69429 | eff(%): 1.832 | loglstar: -inf < -2.556 < inf | logz: -15.289 +/- 0.338 | dlogz: 2.447 > 0.109
iter: 1273 | bound: 175 | nc: 6 | ncall: 69435 | eff(%): 1.833 | loglstar: -inf < -2.547 < inf | logz: -15.278 +/- 0.338 | dlogz: 2.428 > 0.109
iter: 1274 | bound: 175 | nc: 4 | ncall: 69439 | eff(%): 1.835 | loglstar: -inf < -2.528 < inf | logz: -15.268 +/- 0.338 | dlogz: 2.409 > 0.109
iter: 1275 | bound: 175 | nc: 2 | ncall: 69441 | eff(%): 1.836 | loglstar: -inf < -2.521 < inf | logz: -15.257 +/- 0.338 | dlogz: 2.391 > 0.109
iter: 1276 | bound: 175 | nc: 4 | ncall: 69445 | eff(%): 1.837 | loglstar: -inf < -2.499 < inf | logz: -15.247 +/- 0.338 | dlogz: 2.372 > 0.109
iter: 1277 | bound: 175 | nc: 3 | ncall: 69448 | eff(%): 1.839 | loglstar: -inf < -2.480 < inf | logz: -15.236 +/- 0.338 | dlogz: 2.353 > 0.109
iter: 1278 | bound: 175 | nc: 2 | ncall: 69450 | eff(%): 1.840 | loglstar: -inf < -2.470 < inf | logz: -15.226 +/- 0.338 | dlogz: 2.335 > 0.109
iter: 1279 | bound: 175 | nc: 7 | ncall: 69457 | eff(%): 1.841 | loglstar: -inf < -2.467 < inf | logz: -15.215 +/- 0.338 | dlogz: 2.317 > 0.109
iter: 1280 | bound: 175 | nc: 4 | ncall: 69461 | eff(%): 1.843 | loglstar: -inf < -2.467 < inf | logz: -15.205 +/- 0.339 | dlogz: 2.298 > 0.109
iter: 1281 | bound: 175 | nc: 6 | ncall: 69467 | eff(%): 1.844 | loglstar: -inf < -2.460 < inf | logz: -15.195 +/- 0.339 | dlogz: 2.280 > 0.109
iter: 1282 | bound: 175 | nc: 4 | ncall: 69471 | eff(%): 1.845 | loglstar: -inf < -2.444 < inf | logz: -15.186 +/- 0.339 | dlogz: 2.263 > 0.109
iter: 1283 | bound: 175 | nc: 3 | ncall: 69474 | eff(%): 1.847 | loglstar: -inf < -2.442 < inf | logz: -15.176 +/- 0.339 | dlogz: 2.245 > 0.109
iter: 1284 | bound: 175 | nc: 1 | ncall: 69475 | eff(%): 1.848 | loglstar: -inf < -2.436 < inf | logz: -15.166 +/- 0.339 | dlogz: 2.227 > 0.109
iter: 1285 | bound: 175 | nc: 1 | ncall: 69476 | eff(%): 1.850 | loglstar: -inf < -2.411 < inf | logz: -15.157 +/- 0.339 | dlogz: 2.210 > 0.109
iter: 1286 | bound: 175 | nc: 3 | ncall: 69479 | eff(%): 1.851 | loglstar: -inf < -2.408 < inf | logz: -15.147 +/- 0.339 | dlogz: 2.193 > 0.109
iter: 1287 | bound: 175 | nc: 2 | ncall: 69481 | eff(%): 1.852 | loglstar: -inf < -2.399 < inf | logz: -15.138 +/- 0.339 | dlogz: 2.175 > 0.109
iter: 1288 | bound: 176 | nc: 6 | ncall: 69487 | eff(%): 1.854 | loglstar: -inf < -2.391 < inf | logz: -15.129 +/- 0.339 | dlogz: 2.158 > 0.109
iter: 1289 | bound: 176 | nc: 6 | ncall: 69493 | eff(%): 1.855 | loglstar: -inf < -2.391 < inf | logz: -15.120 +/- 0.339 | dlogz: 2.141 > 0.109
iter: 1290 | bound: 176 | nc: 3 | ncall: 69496 | eff(%): 1.856 | loglstar: -inf < -2.366 < inf | logz: -15.111 +/- 0.339 | dlogz: 2.125 > 0.109
iter: 1291 | bound: 176 | nc: 1 | ncall: 69497 | eff(%): 1.858 | loglstar: -inf < -2.349 < inf | logz: -15.101 +/- 0.339 | dlogz: 2.108 > 0.109
iter: 1292 | bound: 176 | nc: 8 | ncall: 69505 | eff(%): 1.859 | loglstar: -inf < -2.343 < inf | logz: -15.092 +/- 0.339 | dlogz: 2.091 > 0.109
iter: 1293 | bound: 176 | nc: 1 | ncall: 69506 | eff(%): 1.860 | loglstar: -inf < -2.335 < inf | logz: -15.084 +/- 0.339 | dlogz: 2.075 > 0.109
iter: 1294 | bound: 176 | nc: 4 | ncall: 69510 | eff(%): 1.862 | loglstar: -inf < -2.312 < inf | logz: -15.075 +/- 0.339 | dlogz: 2.058 > 0.109
iter: 1295 | bound: 176 | nc: 1 | ncall: 69511 | eff(%): 1.863 | loglstar: -inf < -2.310 < inf | logz: -15.066 +/- 0.339 | dlogz: 2.042 > 0.109
iter: 1296 | bound: 176 | nc: 2 | ncall: 69513 | eff(%): 1.864 | loglstar: -inf < -2.306 < inf | logz: -15.057 +/- 0.339 | dlogz: 2.025 > 0.109
iter: 1297 | bound: 176 | nc: 2 | ncall: 69515 | eff(%): 1.866 | loglstar: -inf < -2.302 < inf | logz: -15.049 +/- 0.339 | dlogz: 2.009 > 0.109
iter: 1298 | bound: 176 | nc: 5 | ncall: 69520 | eff(%): 1.867 | loglstar: -inf < -2.281 < inf | logz: -15.040 +/- 0.339 | dlogz: 1.993 > 0.109
iter: 1299 | bound: 176 | nc: 2 | ncall: 69522 | eff(%): 1.868 | loglstar: -inf < -2.269 < inf | logz: -15.032 +/- 0.339 | dlogz: 1.977 > 0.109
iter: 1300 | bound: 176 | nc: 1 | ncall: 69523 | eff(%): 1.870 | loglstar: -inf < -2.266 < inf | logz: -15.023 +/- 0.339 | dlogz: 1.961 > 0.109
iter: 1301 | bound: 176 | nc: 1 | ncall: 69524 | eff(%): 1.871 | loglstar: -inf < -2.248 < inf | logz: -15.015 +/- 0.339 | dlogz: 1.946 > 0.109
iter: 1302 | bound: 176 | nc: 5 | ncall: 69529 | eff(%): 1.873 | loglstar: -inf < -2.240 < inf | logz: -15.007 +/- 0.339 | dlogz: 1.930 > 0.109
iter: 1303 | bound: 176 | nc: 3 | ncall: 69532 | eff(%): 1.874 | loglstar: -inf < -2.237 < inf | logz: -14.998 +/- 0.339 | dlogz: 1.915 > 0.109
iter: 1304 | bound: 176 | nc: 4 | ncall: 69536 | eff(%): 1.875 | loglstar: -inf < -2.236 < inf | logz: -14.990 +/- 0.339 | dlogz: 1.899 > 0.109
iter: 1305 | bound: 176 | nc: 1 | ncall: 69537 | eff(%): 1.877 | loglstar: -inf < -2.222 < inf | logz: -14.982 +/- 0.339 | dlogz: 1.884 > 0.109
iter: 1306 | bound: 176 | nc: 1 | ncall: 69538 | eff(%): 1.878 | loglstar: -inf < -2.215 < inf | logz: -14.975 +/- 0.339 | dlogz: 1.869 > 0.109
iter: 1307 | bound: 176 | nc: 5 | ncall: 69543 | eff(%): 1.879 | loglstar: -inf < -2.204 < inf | logz: -14.967 +/- 0.339 | dlogz: 1.854 > 0.109
iter: 1308 | bound: 176 | nc: 2 | ncall: 69545 | eff(%): 1.881 | loglstar: -inf < -2.188 < inf | logz: -14.959 +/- 0.339 | dlogz: 1.839 > 0.109
iter: 1309 | bound: 176 | nc: 2 | ncall: 69547 | eff(%): 1.882 | loglstar: -inf < -2.187 < inf | logz: -14.951 +/- 0.339 | dlogz: 1.824 > 0.109
iter: 1310 | bound: 176 | nc: 2 | ncall: 69549 | eff(%): 1.884 | loglstar: -inf < -2.168 < inf | logz: -14.944 +/- 0.339 | dlogz: 1.809 > 0.109
iter: 1311 | bound: 176 | nc: 8 | ncall: 69557 | eff(%): 1.885 | loglstar: -inf < -2.167 < inf | logz: -14.936 +/- 0.339 | dlogz: 1.794 > 0.109
iter: 1312 | bound: 176 | nc: 2 | ncall: 69559 | eff(%): 1.886 | loglstar: -inf < -2.161 < inf | logz: -14.928 +/- 0.339 | dlogz: 1.780 > 0.109
iter: 1313 | bound: 176 | nc: 4 | ncall: 69563 | eff(%): 1.887 | loglstar: -inf < -2.154 < inf | logz: -14.921 +/- 0.339 | dlogz: 1.765 > 0.109
iter: 1314 | bound: 176 | nc: 4 | ncall: 69567 | eff(%): 1.889 | loglstar: -inf < -2.141 < inf | logz: -14.914 +/- 0.339 | dlogz: 1.751 > 0.109
iter: 1315 | bound: 176 | nc: 1 | ncall: 69568 | eff(%): 1.890 | loglstar: -inf < -2.139 < inf | logz: -14.906 +/- 0.339 | dlogz: 1.736 > 0.109
iter: 1316 | bound: 176 | nc: 9 | ncall: 69577 | eff(%): 1.891 | loglstar: -inf < -2.138 < inf | logz: -14.899 +/- 0.339 | dlogz: 1.722 > 0.109
iter: 1317 | bound: 176 | nc: 4 | ncall: 69581 | eff(%): 1.893 | loglstar: -inf < -2.137 < inf | logz: -14.892 +/- 0.339 | dlogz: 1.708 > 0.109
iter: 1318 | bound: 177 | nc: 9 | ncall: 69590 | eff(%): 1.894 | loglstar: -inf < -2.135 < inf | logz: -14.885 +/- 0.339 | dlogz: 1.694 > 0.109
iter: 1319 | bound: 177 | nc: 2 | ncall: 69592 | eff(%): 1.895 | loglstar: -inf < -2.134 < inf | logz: -14.878 +/- 0.339 | dlogz: 1.680 > 0.109
iter: 1320 | bound: 177 | nc: 4 | ncall: 69596 | eff(%): 1.897 | loglstar: -inf < -2.132 < inf | logz: -14.871 +/- 0.340 | dlogz: 1.667 > 0.109
iter: 1321 | bound: 177 | nc: 5 | ncall: 69601 | eff(%): 1.898 | loglstar: -inf < -2.110 < inf | logz: -14.865 +/- 0.340 | dlogz: 1.653 > 0.109
iter: 1322 | bound: 177 | nc: 2 | ncall: 69603 | eff(%): 1.899 | loglstar: -inf < -2.107 < inf | logz: -14.858 +/- 0.340 | dlogz: 1.640 > 0.109
iter: 1323 | bound: 177 | nc: 18 | ncall: 69621 | eff(%): 1.900 | loglstar: -inf < -2.070 < inf | logz: -14.851 +/- 0.340 | dlogz: 1.697 > 0.109
iter: 1324 | bound: 177 | nc: 1 | ncall: 69622 | eff(%): 1.902 | loglstar: -inf < -2.026 < inf | logz: -14.844 +/- 0.340 | dlogz: 1.684 > 0.109
iter: 1325 | bound: 177 | nc: 1 | ncall: 69623 | eff(%): 1.903 | loglstar: -inf < -2.021 < inf | logz: -14.838 +/- 0.340 | dlogz: 1.670 > 0.109
iter: 1326 | bound: 177 | nc: 6 | ncall: 69629 | eff(%): 1.904 | loglstar: -inf < -2.001 < inf | logz: -14.831 +/- 0.340 | dlogz: 1.656 > 0.109
iter: 1327 | bound: 177 | nc: 3 | ncall: 69632 | eff(%): 1.906 | loglstar: -inf < -1.991 < inf | logz: -14.824 +/- 0.340 | dlogz: 1.643 > 0.109
iter: 1328 | bound: 177 | nc: 3 | ncall: 69635 | eff(%): 1.907 | loglstar: -inf < -1.972 < inf | logz: -14.817 +/- 0.340 | dlogz: 1.629 > 0.109
iter: 1329 | bound: 177 | nc: 16 | ncall: 69651 | eff(%): 1.908 | loglstar: -inf < -1.964 < inf | logz: -14.810 +/- 0.340 | dlogz: 1.615 > 0.109
iter: 1330 | bound: 177 | nc: 6 | ncall: 69657 | eff(%): 1.909 | loglstar: -inf < -1.958 < inf | logz: -14.803 +/- 0.340 | dlogz: 1.602 > 0.109
iter: 1331 | bound: 177 | nc: 12 | ncall: 69669 | eff(%): 1.910 | loglstar: -inf < -1.948 < inf | logz: -14.797 +/- 0.340 | dlogz: 1.589 > 0.109
iter: 1332 | bound: 177 | nc: 1 | ncall: 69670 | eff(%): 1.912 | loglstar: -inf < -1.944 < inf | logz: -14.790 +/- 0.340 | dlogz: 1.575 > 0.109
iter: 1333 | bound: 177 | nc: 1 | ncall: 69671 | eff(%): 1.913 | loglstar: -inf < -1.939 < inf | logz: -14.783 +/- 0.340 | dlogz: 1.562 > 0.109
iter: 1334 | bound: 177 | nc: 1 | ncall: 69672 | eff(%): 1.915 | loglstar: -inf < -1.913 < inf | logz: -14.777 +/- 0.340 | dlogz: 1.549 > 0.109
iter: 1335 | bound: 177 | nc: 6 | ncall: 69678 | eff(%): 1.916 | loglstar: -inf < -1.909 < inf | logz: -14.770 +/- 0.340 | dlogz: 1.536 > 0.109
iter: 1336 | bound: 177 | nc: 10 | ncall: 69688 | eff(%): 1.917 | loglstar: -inf < -1.899 < inf | logz: -14.764 +/- 0.340 | dlogz: 1.523 > 0.109
iter: 1337 | bound: 178 | nc: 3 | ncall: 69691 | eff(%): 1.918 | loglstar: -inf < -1.897 < inf | logz: -14.757 +/- 0.340 | dlogz: 1.511 > 0.109
iter: 1338 | bound: 178 | nc: 5 | ncall: 69696 | eff(%): 1.920 | loglstar: -inf < -1.879 < inf | logz: -14.751 +/- 0.340 | dlogz: 1.498 > 0.109
iter: 1339 | bound: 178 | nc: 3 | ncall: 69699 | eff(%): 1.921 | loglstar: -inf < -1.877 < inf | logz: -14.744 +/- 0.340 | dlogz: 1.485 > 0.109
iter: 1340 | bound: 178 | nc: 14 | ncall: 69713 | eff(%): 1.922 | loglstar: -inf < -1.847 < inf | logz: -14.738 +/- 0.340 | dlogz: 1.473 > 0.109
iter: 1341 | bound: 178 | nc: 10 | ncall: 69723 | eff(%): 1.923 | loglstar: -inf < -1.846 < inf | logz: -14.732 +/- 0.340 | dlogz: 1.460 > 0.109
iter: 1342 | bound: 178 | nc: 9 | ncall: 69732 | eff(%): 1.925 | loglstar: -inf < -1.831 < inf | logz: -14.725 +/- 0.340 | dlogz: 1.447 > 0.109
iter: 1343 | bound: 178 | nc: 10 | ncall: 69742 | eff(%): 1.926 | loglstar: -inf < -1.817 < inf | logz: -14.719 +/- 0.340 | dlogz: 1.435 > 0.109
iter: 1344 | bound: 178 | nc: 21 | ncall: 69763 | eff(%): 1.927 | loglstar: -inf < -1.806 < inf | logz: -14.713 +/- 0.340 | dlogz: 1.423 > 0.109
iter: 1345 | bound: 178 | nc: 11 | ncall: 69774 | eff(%): 1.928 | loglstar: -inf < -1.796 < inf | logz: -14.707 +/- 0.340 | dlogz: 1.410 > 0.109
iter: 1346 | bound: 179 | nc: 20 | ncall: 69794 | eff(%): 1.929 | loglstar: -inf < -1.794 < inf | logz: -14.701 +/- 0.340 | dlogz: 1.398 > 0.109
iter: 1347 | bound: 179 | nc: 4 | ncall: 69798 | eff(%): 1.930 | loglstar: -inf < -1.792 < inf | logz: -14.694 +/- 0.340 | dlogz: 1.386 > 0.109
iter: 1348 | bound: 179 | nc: 4 | ncall: 69802 | eff(%): 1.931 | loglstar: -inf < -1.774 < inf | logz: -14.688 +/- 0.340 | dlogz: 1.374 > 0.109
iter: 1349 | bound: 179 | nc: 4 | ncall: 69806 | eff(%): 1.932 | loglstar: -inf < -1.767 < inf | logz: -14.682 +/- 0.340 | dlogz: 1.362 > 0.109
iter: 1350 | bound: 179 | nc: 2 | ncall: 69808 | eff(%): 1.934 | loglstar: -inf < -1.757 < inf | logz: -14.676 +/- 0.340 | dlogz: 1.350 > 0.109
iter: 1351 | bound: 179 | nc: 1 | ncall: 69809 | eff(%): 1.935 | loglstar: -inf < -1.728 < inf | logz: -14.670 +/- 0.340 | dlogz: 1.339 > 0.109
iter: 1352 | bound: 179 | nc: 3 | ncall: 69812 | eff(%): 1.937 | loglstar: -inf < -1.727 < inf | logz: -14.664 +/- 0.340 | dlogz: 1.327 > 0.109
iter: 1353 | bound: 179 | nc: 7 | ncall: 69819 | eff(%): 1.938 | loglstar: -inf < -1.704 < inf | logz: -14.659 +/- 0.340 | dlogz: 1.315 > 0.109
iter: 1354 | bound: 179 | nc: 1 | ncall: 69820 | eff(%): 1.939 | loglstar: -inf < -1.702 < inf | logz: -14.653 +/- 0.340 | dlogz: 1.304 > 0.109
iter: 1355 | bound: 179 | nc: 3 | ncall: 69823 | eff(%): 1.941 | loglstar: -inf < -1.664 < inf | logz: -14.647 +/- 0.340 | dlogz: 1.292 > 0.109
iter: 1356 | bound: 179 | nc: 3 | ncall: 69826 | eff(%): 1.942 | loglstar: -inf < -1.659 < inf | logz: -14.641 +/- 0.340 | dlogz: 1.280 > 0.109
iter: 1357 | bound: 179 | nc: 2 | ncall: 69828 | eff(%): 1.943 | loglstar: -inf < -1.646 < inf | logz: -14.635 +/- 0.340 | dlogz: 1.269 > 0.109
iter: 1358 | bound: 179 | nc: 2 | ncall: 69830 | eff(%): 1.945 | loglstar: -inf < -1.646 < inf | logz: -14.629 +/- 0.340 | dlogz: 1.258 > 0.109
iter: 1359 | bound: 179 | nc: 1 | ncall: 69831 | eff(%): 1.946 | loglstar: -inf < -1.641 < inf | logz: -14.623 +/- 0.340 | dlogz: 1.246 > 0.109
iter: 1360 | bound: 179 | nc: 3 | ncall: 69834 | eff(%): 1.947 | loglstar: -inf < -1.628 < inf | logz: -14.617 +/- 0.340 | dlogz: 1.235 > 0.109
iter: 1361 | bound: 179 | nc: 10 | ncall: 69844 | eff(%): 1.949 | loglstar: -inf < -1.625 < inf | logz: -14.611 +/- 0.341 | dlogz: 1.224 > 0.109
iter: 1362 | bound: 179 | nc: 6 | ncall: 69850 | eff(%): 1.950 | loglstar: -inf < -1.624 < inf | logz: -14.606 +/- 0.341 | dlogz: 1.213 > 0.109
iter: 1363 | bound: 179 | nc: 5 | ncall: 69855 | eff(%): 1.951 | loglstar: -inf < -1.615 < inf | logz: -14.600 +/- 0.341 | dlogz: 1.202 > 0.109
iter: 1364 | bound: 179 | nc: 6 | ncall: 69861 | eff(%): 1.952 | loglstar: -inf < -1.613 < inf | logz: -14.595 +/- 0.341 | dlogz: 1.191 > 0.109
iter: 1365 | bound: 179 | nc: 1 | ncall: 69862 | eff(%): 1.954 | loglstar: -inf < -1.611 < inf | logz: -14.589 +/- 0.341 | dlogz: 1.180 > 0.109
iter: 1366 | bound: 179 | nc: 1 | ncall: 69863 | eff(%): 1.955 | loglstar: -inf < -1.608 < inf | logz: -14.584 +/- 0.341 | dlogz: 1.170 > 0.109
iter: 1367 | bound: 179 | nc: 1 | ncall: 69864 | eff(%): 1.957 | loglstar: -inf < -1.595 < inf | logz: -14.578 +/- 0.341 | dlogz: 1.159 > 0.109
iter: 1368 | bound: 179 | nc: 1 | ncall: 69865 | eff(%): 1.958 | loglstar: -inf < -1.595 < inf | logz: -14.573 +/- 0.341 | dlogz: 1.149 > 0.109
iter: 1369 | bound: 179 | nc: 1 | ncall: 69866 | eff(%): 1.959 | loglstar: -inf < -1.559 < inf | logz: -14.568 +/- 0.341 | dlogz: 1.138 > 0.109
iter: 1370 | bound: 179 | nc: 17 | ncall: 69883 | eff(%): 1.960 | loglstar: -inf < -1.558 < inf | logz: -14.562 +/- 0.341 | dlogz: 1.128 > 0.109
iter: 1371 | bound: 179 | nc: 6 | ncall: 69889 | eff(%): 1.962 | loglstar: -inf < -1.551 < inf | logz: -14.557 +/- 0.341 | dlogz: 1.118 > 0.109
iter: 1372 | bound: 180 | nc: 8 | ncall: 69897 | eff(%): 1.963 | loglstar: -inf < -1.547 < inf | logz: -14.552 +/- 0.341 | dlogz: 1.107 > 0.109
iter: 1373 | bound: 180 | nc: 1 | ncall: 69898 | eff(%): 1.964 | loglstar: -inf < -1.547 < inf | logz: -14.547 +/- 0.341 | dlogz: 1.097 > 0.109
iter: 1374 | bound: 180 | nc: 2 | ncall: 69900 | eff(%): 1.966 | loglstar: -inf < -1.527 < inf | logz: -14.541 +/- 0.341 | dlogz: 1.087 > 0.109
iter: 1375 | bound: 180 | nc: 1 | ncall: 69901 | eff(%): 1.967 | loglstar: -inf < -1.516 < inf | logz: -14.536 +/- 0.341 | dlogz: 1.077 > 0.109
iter: 1376 | bound: 180 | nc: 7 | ncall: 69908 | eff(%): 1.968 | loglstar: -inf < -1.515 < inf | logz: -14.531 +/- 0.341 | dlogz: 1.067 > 0.109
iter: 1377 | bound: 180 | nc: 6 | ncall: 69914 | eff(%): 1.970 | loglstar: -inf < -1.506 < inf | logz: -14.526 +/- 0.341 | dlogz: 1.057 > 0.109
iter: 1378 | bound: 180 | nc: 8 | ncall: 69922 | eff(%): 1.971 | loglstar: -inf < -1.491 < inf | logz: -14.521 +/- 0.341 | dlogz: 1.048 > 0.109
iter: 1379 | bound: 180 | nc: 2 | ncall: 69924 | eff(%): 1.972 | loglstar: -inf < -1.479 < inf | logz: -14.516 +/- 0.341 | dlogz: 1.038 > 0.109
iter: 1380 | bound: 180 | nc: 2 | ncall: 69926 | eff(%): 1.974 | loglstar: -inf < -1.475 < inf | logz: -14.511 +/- 0.341 | dlogz: 1.028 > 0.109
iter: 1381 | bound: 180 | nc: 11 | ncall: 69937 | eff(%): 1.975 | loglstar: -inf < -1.466 < inf | logz: -14.506 +/- 0.341 | dlogz: 1.019 > 0.109
iter: 1382 | bound: 180 | nc: 2 | ncall: 69939 | eff(%): 1.976 | loglstar: -inf < -1.455 < inf | logz: -14.501 +/- 0.341 | dlogz: 1.009 > 0.109
iter: 1383 | bound: 180 | nc: 1 | ncall: 69940 | eff(%): 1.977 | loglstar: -inf < -1.452 < inf | logz: -14.496 +/- 0.341 | dlogz: 1.000 > 0.109
iter: 1384 | bound: 180 | nc: 18 | ncall: 69958 | eff(%): 1.978 | loglstar: -inf < -1.448 < inf | logz: -14.492 +/- 0.341 | dlogz: 0.990 > 0.109
iter: 1385 | bound: 180 | nc: 3 | ncall: 69961 | eff(%): 1.980 | loglstar: -inf < -1.438 < inf | logz: -14.487 +/- 0.341 | dlogz: 0.981 > 0.109
iter: 1386 | bound: 180 | nc: 3 | ncall: 69964 | eff(%): 1.981 | loglstar: -inf < -1.437 < inf | logz: -14.482 +/- 0.341 | dlogz: 0.972 > 0.109
iter: 1387 | bound: 180 | nc: 2 | ncall: 69966 | eff(%): 1.982 | loglstar: -inf < -1.431 < inf | logz: -14.477 +/- 0.341 | dlogz: 0.963 > 0.109
iter: 1388 | bound: 180 | nc: 4 | ncall: 69970 | eff(%): 1.984 | loglstar: -inf < -1.429 < inf | logz: -14.473 +/- 0.341 | dlogz: 0.954 > 0.109
iter: 1389 | bound: 180 | nc: 1 | ncall: 69971 | eff(%): 1.985 | loglstar: -inf < -1.424 < inf | logz: -14.468 +/- 0.341 | dlogz: 0.945 > 0.109
iter: 1390 | bound: 180 | nc: 2 | ncall: 69973 | eff(%): 1.986 | loglstar: -inf < -1.418 < inf | logz: -14.463 +/- 0.341 | dlogz: 0.936 > 0.109
iter: 1391 | bound: 180 | nc: 5 | ncall: 69978 | eff(%): 1.988 | loglstar: -inf < -1.412 < inf | logz: -14.459 +/- 0.341 | dlogz: 0.927 > 0.109
iter: 1392 | bound: 180 | nc: 2 | ncall: 69980 | eff(%): 1.989 | loglstar: -inf < -1.407 < inf | logz: -14.454 +/- 0.341 | dlogz: 0.918 > 0.109
iter: 1393 | bound: 180 | nc: 1 | ncall: 69981 | eff(%): 1.991 | loglstar: -inf < -1.405 < inf | logz: -14.450 +/- 0.341 | dlogz: 0.910 > 0.109
iter: 1394 | bound: 180 | nc: 2 | ncall: 69983 | eff(%): 1.992 | loglstar: -inf < -1.405 < inf | logz: -14.446 +/- 0.341 | dlogz: 0.901 > 0.109
iter: 1395 | bound: 180 | nc: 2 | ncall: 69985 | eff(%): 1.993 | loglstar: -inf < -1.403 < inf | logz: -14.441 +/- 0.341 | dlogz: 0.893 > 0.109
iter: 1396 | bound: 180 | nc: 4 | ncall: 69989 | eff(%): 1.995 | loglstar: -inf < -1.398 < inf | logz: -14.437 +/- 0.341 | dlogz: 0.884 > 0.109
iter: 1397 | bound: 180 | nc: 3 | ncall: 69992 | eff(%): 1.996 | loglstar: -inf < -1.392 < inf | logz: -14.433 +/- 0.341 | dlogz: 0.876 > 0.109
iter: 1398 | bound: 181 | nc: 9 | ncall: 70001 | eff(%): 1.997 | loglstar: -inf < -1.389 < inf | logz: -14.429 +/- 0.341 | dlogz: 0.868 > 0.109
iter: 1399 | bound: 181 | nc: 1 | ncall: 70002 | eff(%): 1.999 | loglstar: -inf < -1.387 < inf | logz: -14.425 +/- 0.341 | dlogz: 0.860 > 0.109
iter: 1400 | bound: 181 | nc: 9 | ncall: 70011 | eff(%): 2.000 | loglstar: -inf < -1.365 < inf | logz: -14.420 +/- 0.341 | dlogz: 0.852 > 0.109
iter: 1401 | bound: 181 | nc: 2 | ncall: 70013 | eff(%): 2.001 | loglstar: -inf < -1.360 < inf | logz: -14.416 +/- 0.341 | dlogz: 0.843 > 0.109
iter: 1402 | bound: 181 | nc: 2 | ncall: 70015 | eff(%): 2.002 | loglstar: -inf < -1.349 < inf | logz: -14.412 +/- 0.342 | dlogz: 0.835 > 0.109
iter: 1403 | bound: 181 | nc: 1 | ncall: 70016 | eff(%): 2.004 | loglstar: -inf < -1.338 < inf | logz: -14.408 +/- 0.342 | dlogz: 0.828 > 0.109
iter: 1404 | bound: 181 | nc: 2 | ncall: 70018 | eff(%): 2.005 | loglstar: -inf < -1.335 < inf | logz: -14.404 +/- 0.342 | dlogz: 0.820 > 0.109
iter: 1405 | bound: 181 | nc: 3 | ncall: 70021 | eff(%): 2.007 | loglstar: -inf < -1.327 < inf | logz: -14.400 +/- 0.342 | dlogz: 0.812 > 0.109
iter: 1406 | bound: 181 | nc: 1 | ncall: 70022 | eff(%): 2.008 | loglstar: -inf < -1.311 < inf | logz: -14.396 +/- 0.342 | dlogz: 0.804 > 0.109
iter: 1407 | bound: 181 | nc: 1 | ncall: 70023 | eff(%): 2.009 | loglstar: -inf < -1.309 < inf | logz: -14.392 +/- 0.342 | dlogz: 0.796 > 0.109
iter: 1408 | bound: 181 | nc: 3 | ncall: 70026 | eff(%): 2.011 | loglstar: -inf < -1.303 < inf | logz: -14.388 +/- 0.342 | dlogz: 0.789 > 0.109
iter: 1409 | bound: 181 | nc: 1 | ncall: 70027 | eff(%): 2.012 | loglstar: -inf < -1.284 < inf | logz: -14.384 +/- 0.342 | dlogz: 0.781 > 0.109
iter: 1410 | bound: 181 | nc: 5 | ncall: 70032 | eff(%): 2.013 | loglstar: -inf < -1.279 < inf | logz: -14.380 +/- 0.342 | dlogz: 0.774 > 0.109
iter: 1411 | bound: 181 | nc: 1 | ncall: 70033 | eff(%): 2.015 | loglstar: -inf < -1.272 < inf | logz: -14.376 +/- 0.342 | dlogz: 0.766 > 0.109
iter: 1412 | bound: 181 | nc: 4 | ncall: 70037 | eff(%): 2.016 | loglstar: -inf < -1.265 < inf | logz: -14.372 +/- 0.342 | dlogz: 0.759 > 0.109
iter: 1413 | bound: 181 | nc: 4 | ncall: 70041 | eff(%): 2.017 | loglstar: -inf < -1.264 < inf | logz: -14.368 +/- 0.342 | dlogz: 0.751 > 0.109
iter: 1414 | bound: 181 | nc: 4 | ncall: 70045 | eff(%): 2.019 | loglstar: -inf < -1.262 < inf | logz: -14.365 +/- 0.342 | dlogz: 0.744 > 0.109
iter: 1415 | bound: 181 | nc: 1 | ncall: 70046 | eff(%): 2.020 | loglstar: -inf < -1.259 < inf | logz: -14.361 +/- 0.342 | dlogz: 0.737 > 0.109
iter: 1416 | bound: 181 | nc: 3 | ncall: 70049 | eff(%): 2.021 | loglstar: -inf < -1.249 < inf | logz: -14.357 +/- 0.342 | dlogz: 0.730 > 0.109
iter: 1417 | bound: 181 | nc: 1 | ncall: 70050 | eff(%): 2.023 | loglstar: -inf < -1.249 < inf | logz: -14.353 +/- 0.342 | dlogz: 0.723 > 0.109
iter: 1418 | bound: 181 | nc: 1 | ncall: 70051 | eff(%): 2.024 | loglstar: -inf < -1.246 < inf | logz: -14.350 +/- 0.342 | dlogz: 0.716 > 0.109
iter: 1419 | bound: 181 | nc: 2 | ncall: 70053 | eff(%): 2.026 | loglstar: -inf < -1.245 < inf | logz: -14.346 +/- 0.342 | dlogz: 0.709 > 0.109
iter: 1420 | bound: 181 | nc: 3 | ncall: 70056 | eff(%): 2.027 | loglstar: -inf < -1.244 < inf | logz: -14.343 +/- 0.342 | dlogz: 0.702 > 0.109
iter: 1421 | bound: 181 | nc: 2 | ncall: 70058 | eff(%): 2.028 | loglstar: -inf < -1.244 < inf | logz: -14.339 +/- 0.342 | dlogz: 0.695 > 0.109
iter: 1422 | bound: 181 | nc: 2 | ncall: 70060 | eff(%): 2.030 | loglstar: -inf < -1.212 < inf | logz: -14.336 +/- 0.342 | dlogz: 0.688 > 0.109
iter: 1423 | bound: 181 | nc: 2 | ncall: 70062 | eff(%): 2.031 | loglstar: -inf < -1.207 < inf | logz: -14.332 +/- 0.342 | dlogz: 0.682 > 0.109
iter: 1424 | bound: 181 | nc: 3 | ncall: 70065 | eff(%): 2.032 | loglstar: -inf < -1.203 < inf | logz: -14.328 +/- 0.342 | dlogz: 0.675 > 0.109
iter: 1425 | bound: 181 | nc: 6 | ncall: 70071 | eff(%): 2.034 | loglstar: -inf < -1.201 < inf | logz: -14.325 +/- 0.342 | dlogz: 0.669 > 0.109
iter: 1426 | bound: 181 | nc: 1 | ncall: 70072 | eff(%): 2.035 | loglstar: -inf < -1.197 < inf | logz: -14.322 +/- 0.342 | dlogz: 0.662 > 0.109
iter: 1427 | bound: 181 | nc: 4 | ncall: 70076 | eff(%): 2.036 | loglstar: -inf < -1.197 < inf | logz: -14.318 +/- 0.342 | dlogz: 0.685 > 0.109
iter: 1428 | bound: 181 | nc: 4 | ncall: 70080 | eff(%): 2.038 | loglstar: -inf < -1.190 < inf | logz: -14.315 +/- 0.342 | dlogz: 0.678 > 0.109
iter: 1429 | bound: 181 | nc: 2 | ncall: 70082 | eff(%): 2.039 | loglstar: -inf < -1.189 < inf | logz: -14.311 +/- 0.342 | dlogz: 0.672 > 0.109
iter: 1430 | bound: 181 | nc: 3 | ncall: 70085 | eff(%): 2.040 | loglstar: -inf < -1.182 < inf | logz: -14.308 +/- 0.342 | dlogz: 0.665 > 0.109
iter: 1431 | bound: 181 | nc: 1 | ncall: 70086 | eff(%): 2.042 | loglstar: -inf < -1.177 < inf | logz: -14.305 +/- 0.342 | dlogz: 0.659 > 0.109
iter: 1432 | bound: 181 | nc: 4 | ncall: 70090 | eff(%): 2.043 | loglstar: -inf < -1.175 < inf | logz: -14.302 +/- 0.342 | dlogz: 0.652 > 0.109
iter: 1433 | bound: 181 | nc: 3 | ncall: 70093 | eff(%): 2.044 | loglstar: -inf < -1.172 < inf | logz: -14.298 +/- 0.342 | dlogz: 0.646 > 0.109
iter: 1434 | bound: 181 | nc: 5 | ncall: 70098 | eff(%): 2.046 | loglstar: -inf < -1.171 < inf | logz: -14.295 +/- 0.342 | dlogz: 0.640 > 0.109
iter: 1435 | bound: 182 | nc: 4 | ncall: 70102 | eff(%): 2.047 | loglstar: -inf < -1.167 < inf | logz: -14.292 +/- 0.342 | dlogz: 0.634 > 0.109
iter: 1436 | bound: 182 | nc: 1 | ncall: 70103 | eff(%): 2.048 | loglstar: -inf < -1.155 < inf | logz: -14.289 +/- 0.342 | dlogz: 0.627 > 0.109
iter: 1437 | bound: 182 | nc: 1 | ncall: 70104 | eff(%): 2.050 | loglstar: -inf < -1.143 < inf | logz: -14.286 +/- 0.342 | dlogz: 0.621 > 0.109
iter: 1438 | bound: 182 | nc: 1 | ncall: 70105 | eff(%): 2.051 | loglstar: -inf < -1.140 < inf | logz: -14.283 +/- 0.342 | dlogz: 0.615 > 0.109
iter: 1439 | bound: 182 | nc: 2 | ncall: 70107 | eff(%): 2.053 | loglstar: -inf < -1.116 < inf | logz: -14.279 +/- 0.342 | dlogz: 0.609 > 0.109
iter: 1440 | bound: 182 | nc: 1 | ncall: 70108 | eff(%): 2.054 | loglstar: -inf < -1.094 < inf | logz: -14.276 +/- 0.342 | dlogz: 0.603 > 0.109
iter: 1441 | bound: 182 | nc: 2 | ncall: 70110 | eff(%): 2.055 | loglstar: -inf < -1.093 < inf | logz: -14.273 +/- 0.342 | dlogz: 0.597 > 0.109
iter: 1442 | bound: 182 | nc: 2 | ncall: 70112 | eff(%): 2.057 | loglstar: -inf < -1.092 < inf | logz: -14.270 +/- 0.342 | dlogz: 0.592 > 0.109
iter: 1443 | bound: 182 | nc: 4 | ncall: 70116 | eff(%): 2.058 | loglstar: -inf < -1.089 < inf | logz: -14.267 +/- 0.342 | dlogz: 0.586 > 0.109
iter: 1444 | bound: 182 | nc: 1 | ncall: 70117 | eff(%): 2.059 | loglstar: -inf < -1.086 < inf | logz: -14.264 +/- 0.342 | dlogz: 0.580 > 0.109
iter: 1445 | bound: 182 | nc: 2 | ncall: 70119 | eff(%): 2.061 | loglstar: -inf < -1.084 < inf | logz: -14.261 +/- 0.342 | dlogz: 0.574 > 0.109
iter: 1446 | bound: 182 | nc: 4 | ncall: 70123 | eff(%): 2.062 | loglstar: -inf < -1.084 < inf | logz: -14.258 +/- 0.342 | dlogz: 0.569 > 0.109
iter: 1447 | bound: 182 | nc: 1 | ncall: 70124 | eff(%): 2.063 | loglstar: -inf < -1.081 < inf | logz: -14.255 +/- 0.342 | dlogz: 0.563 > 0.109
iter: 1448 | bound: 182 | nc: 1 | ncall: 70125 | eff(%): 2.065 | loglstar: -inf < -1.072 < inf | logz: -14.252 +/- 0.342 | dlogz: 0.558 > 0.109
iter: 1449 | bound: 182 | nc: 1 | ncall: 70126 | eff(%): 2.066 | loglstar: -inf < -1.068 < inf | logz: -14.249 +/- 0.342 | dlogz: 0.552 > 0.109
iter: 1450 | bound: 182 | nc: 2 | ncall: 70128 | eff(%): 2.068 | loglstar: -inf < -1.060 < inf | logz: -14.246 +/- 0.342 | dlogz: 0.547 > 0.109
iter: 1451 | bound: 182 | nc: 1 | ncall: 70129 | eff(%): 2.069 | loglstar: -inf < -1.059 < inf | logz: -14.243 +/- 0.342 | dlogz: 0.541 > 0.109
iter: 1452 | bound: 182 | nc: 1 | ncall: 70130 | eff(%): 2.070 | loglstar: -inf < -1.058 < inf | logz: -14.241 +/- 0.342 | dlogz: 0.536 > 0.109
iter: 1453 | bound: 182 | nc: 2 | ncall: 70132 | eff(%): 2.072 | loglstar: -inf < -1.056 < inf | logz: -14.238 +/- 0.342 | dlogz: 0.531 > 0.109
iter: 1454 | bound: 182 | nc: 2 | ncall: 70134 | eff(%): 2.073 | loglstar: -inf < -1.054 < inf | logz: -14.235 +/- 0.342 | dlogz: 0.525 > 0.109
iter: 1455 | bound: 182 | nc: 3 | ncall: 70137 | eff(%): 2.075 | loglstar: -inf < -1.032 < inf | logz: -14.232 +/- 0.342 | dlogz: 0.520 > 0.109
iter: 1456 | bound: 182 | nc: 1 | ncall: 70138 | eff(%): 2.076 | loglstar: -inf < -1.031 < inf | logz: -14.230 +/- 0.342 | dlogz: 0.515 > 0.109
iter: 1457 | bound: 182 | nc: 1 | ncall: 70139 | eff(%): 2.077 | loglstar: -inf < -1.030 < inf | logz: -14.227 +/- 0.343 | dlogz: 0.510 > 0.109
iter: 1458 | bound: 182 | nc: 1 | ncall: 70140 | eff(%): 2.079 | loglstar: -inf < -1.020 < inf | logz: -14.224 +/- 0.343 | dlogz: 0.505 > 0.109
iter: 1459 | bound: 182 | nc: 3 | ncall: 70143 | eff(%): 2.080 | loglstar: -inf < -1.013 < inf | logz: -14.221 +/- 0.343 | dlogz: 0.500 > 0.109
iter: 1460 | bound: 182 | nc: 1 | ncall: 70144 | eff(%): 2.081 | loglstar: -inf < -1.011 < inf | logz: -14.219 +/- 0.343 | dlogz: 0.495 > 0.109
iter: 1461 | bound: 182 | nc: 2 | ncall: 70146 | eff(%): 2.083 | loglstar: -inf < -1.004 < inf | logz: -14.216 +/- 0.343 | dlogz: 0.490 > 0.109
iter: 1462 | bound: 182 | nc: 2 | ncall: 70148 | eff(%): 2.084 | loglstar: -inf < -0.998 < inf | logz: -14.214 +/- 0.343 | dlogz: 0.485 > 0.109
iter: 1463 | bound: 182 | nc: 6 | ncall: 70154 | eff(%): 2.085 | loglstar: -inf < -0.996 < inf | logz: -14.211 +/- 0.343 | dlogz: 0.480 > 0.109
iter: 1464 | bound: 182 | nc: 1 | ncall: 70155 | eff(%): 2.087 | loglstar: -inf < -0.987 < inf | logz: -14.208 +/- 0.343 | dlogz: 0.476 > 0.109
iter: 1465 | bound: 182 | nc: 1 | ncall: 70156 | eff(%): 2.088 | loglstar: -inf < -0.985 < inf | logz: -14.206 +/- 0.343 | dlogz: 0.471 > 0.109
iter: 1466 | bound: 182 | nc: 2 | ncall: 70158 | eff(%): 2.090 | loglstar: -inf < -0.984 < inf | logz: -14.203 +/- 0.343 | dlogz: 0.466 > 0.109
iter: 1467 | bound: 182 | nc: 4 | ncall: 70162 | eff(%): 2.091 | loglstar: -inf < -0.979 < inf | logz: -14.201 +/- 0.343 | dlogz: 0.462 > 0.109
iter: 1468 | bound: 182 | nc: 5 | ncall: 70167 | eff(%): 2.092 | loglstar: -inf < -0.973 < inf | logz: -14.198 +/- 0.343 | dlogz: 0.457 > 0.109
iter: 1469 | bound: 182 | nc: 1 | ncall: 70168 | eff(%): 2.094 | loglstar: -inf < -0.969 < inf | logz: -14.196 +/- 0.343 | dlogz: 0.452 > 0.109
iter: 1470 | bound: 182 | nc: 1 | ncall: 70169 | eff(%): 2.095 | loglstar: -inf < -0.968 < inf | logz: -14.193 +/- 0.343 | dlogz: 0.448 > 0.109
iter: 1471 | bound: 182 | nc: 3 | ncall: 70172 | eff(%): 2.096 | loglstar: -inf < -0.963 < inf | logz: -14.191 +/- 0.343 | dlogz: 0.443 > 0.109
iter: 1472 | bound: 182 | nc: 1 | ncall: 70173 | eff(%): 2.098 | loglstar: -inf < -0.961 < inf | logz: -14.188 +/- 0.343 | dlogz: 0.439 > 0.109
iter: 1473 | bound: 182 | nc: 2 | ncall: 70175 | eff(%): 2.099 | loglstar: -inf < -0.961 < inf | logz: -14.186 +/- 0.343 | dlogz: 0.435 > 0.109
iter: 1474 | bound: 182 | nc: 3 | ncall: 70178 | eff(%): 2.100 | loglstar: -inf < -0.952 < inf | logz: -14.184 +/- 0.343 | dlogz: 0.430 > 0.109
iter: 1475 | bound: 182 | nc: 1 | ncall: 70179 | eff(%): 2.102 | loglstar: -inf < -0.950 < inf | logz: -14.181 +/- 0.343 | dlogz: 0.426 > 0.109
iter: 1476 | bound: 182 | nc: 2 | ncall: 70181 | eff(%): 2.103 | loglstar: -inf < -0.943 < inf | logz: -14.179 +/- 0.343 | dlogz: 0.422 > 0.109
iter: 1477 | bound: 182 | nc: 1 | ncall: 70182 | eff(%): 2.105 | loglstar: -inf < -0.942 < inf | logz: -14.177 +/- 0.343 | dlogz: 0.418 > 0.109
iter: 1478 | bound: 182 | nc: 7 | ncall: 70189 | eff(%): 2.106 | loglstar: -inf < -0.936 < inf | logz: -14.174 +/- 0.343 | dlogz: 0.413 > 0.109
iter: 1479 | bound: 182 | nc: 1 | ncall: 70190 | eff(%): 2.107 | loglstar: -inf < -0.928 < inf | logz: -14.172 +/- 0.343 | dlogz: 0.409 > 0.109
iter: 1480 | bound: 182 | nc: 5 | ncall: 70195 | eff(%): 2.108 | loglstar: -inf < -0.916 < inf | logz: -14.170 +/- 0.343 | dlogz: 0.405 > 0.109
iter: 1481 | bound: 182 | nc: 1 | ncall: 70196 | eff(%): 2.110 | loglstar: -inf < -0.913 < inf | logz: -14.167 +/- 0.343 | dlogz: 0.401 > 0.109
iter: 1482 | bound: 183 | nc: 8 | ncall: 70204 | eff(%): 2.111 | loglstar: -inf < -0.907 < inf | logz: -14.165 +/- 0.343 | dlogz: 0.397 > 0.109
iter: 1483 | bound: 183 | nc: 1 | ncall: 70205 | eff(%): 2.112 | loglstar: -inf < -0.906 < inf | logz: -14.163 +/- 0.343 | dlogz: 0.393 > 0.109
iter: 1484 | bound: 183 | nc: 1 | ncall: 70206 | eff(%): 2.114 | loglstar: -inf < -0.904 < inf | logz: -14.161 +/- 0.343 | dlogz: 0.389 > 0.109
iter: 1485 | bound: 183 | nc: 1 | ncall: 70207 | eff(%): 2.115 | loglstar: -inf < -0.904 < inf | logz: -14.159 +/- 0.343 | dlogz: 0.385 > 0.109
iter: 1486 | bound: 183 | nc: 3 | ncall: 70210 | eff(%): 2.117 | loglstar: -inf < -0.902 < inf | logz: -14.156 +/- 0.343 | dlogz: 0.381 > 0.109
iter: 1487 | bound: 183 | nc: 1 | ncall: 70211 | eff(%): 2.118 | loglstar: -inf < -0.900 < inf | logz: -14.154 +/- 0.343 | dlogz: 0.378 > 0.109
iter: 1488 | bound: 183 | nc: 2 | ncall: 70213 | eff(%): 2.119 | loglstar: -inf < -0.896 < inf | logz: -14.152 +/- 0.343 | dlogz: 0.374 > 0.109
iter: 1489 | bound: 183 | nc: 1 | ncall: 70214 | eff(%): 2.121 | loglstar: -inf < -0.888 < inf | logz: -14.150 +/- 0.343 | dlogz: 0.370 > 0.109
iter: 1490 | bound: 183 | nc: 1 | ncall: 70215 | eff(%): 2.122 | loglstar: -inf < -0.888 < inf | logz: -14.148 +/- 0.343 | dlogz: 0.366 > 0.109
iter: 1491 | bound: 183 | nc: 2 | ncall: 70217 | eff(%): 2.123 | loglstar: -inf < -0.880 < inf | logz: -14.146 +/- 0.343 | dlogz: 0.363 > 0.109
iter: 1492 | bound: 183 | nc: 1 | ncall: 70218 | eff(%): 2.125 | loglstar: -inf < -0.870 < inf | logz: -14.144 +/- 0.343 | dlogz: 0.359 > 0.109
iter: 1493 | bound: 183 | nc: 2 | ncall: 70220 | eff(%): 2.126 | loglstar: -inf < -0.862 < inf | logz: -14.142 +/- 0.343 | dlogz: 0.355 > 0.109
iter: 1494 | bound: 183 | nc: 1 | ncall: 70221 | eff(%): 2.128 | loglstar: -inf < -0.850 < inf | logz: -14.140 +/- 0.343 | dlogz: 0.352 > 0.109
iter: 1495 | bound: 183 | nc: 2 | ncall: 70223 | eff(%): 2.129 | loglstar: -inf < -0.850 < inf | logz: -14.138 +/- 0.343 | dlogz: 0.348 > 0.109
iter: 1496 | bound: 183 | nc: 1 | ncall: 70224 | eff(%): 2.130 | loglstar: -inf < -0.845 < inf | logz: -14.136 +/- 0.343 | dlogz: 0.345 > 0.109
iter: 1497 | bound: 183 | nc: 5 | ncall: 70229 | eff(%): 2.132 | loglstar: -inf < -0.843 < inf | logz: -14.134 +/- 0.343 | dlogz: 0.341 > 0.109
iter: 1498 | bound: 183 | nc: 3 | ncall: 70232 | eff(%): 2.133 | loglstar: -inf < -0.835 < inf | logz: -14.132 +/- 0.343 | dlogz: 0.338 > 0.109
iter: 1499 | bound: 183 | nc: 4 | ncall: 70236 | eff(%): 2.134 | loglstar: -inf < -0.834 < inf | logz: -14.130 +/- 0.343 | dlogz: 0.334 > 0.109
iter: 1500 | bound: 183 | nc: 2 | ncall: 70238 | eff(%): 2.136 | loglstar: -inf < -0.833 < inf | logz: -14.128 +/- 0.343 | dlogz: 0.331 > 0.109
iter: 1501 | bound: 183 | nc: 2 | ncall: 70240 | eff(%): 2.137 | loglstar: -inf < -0.830 < inf | logz: -14.126 +/- 0.343 | dlogz: 0.328 > 0.109
iter: 1502 | bound: 183 | nc: 11 | ncall: 70251 | eff(%): 2.138 | loglstar: -inf < -0.828 < inf | logz: -14.124 +/- 0.343 | dlogz: 0.324 > 0.109
iter: 1503 | bound: 183 | nc: 1 | ncall: 70252 | eff(%): 2.139 | loglstar: -inf < -0.826 < inf | logz: -14.122 +/- 0.343 | dlogz: 0.321 > 0.109
iter: 1504 | bound: 183 | nc: 4 | ncall: 70256 | eff(%): 2.141 | loglstar: -inf < -0.825 < inf | logz: -14.120 +/- 0.343 | dlogz: 0.318 > 0.109
iter: 1505 | bound: 183 | nc: 2 | ncall: 70258 | eff(%): 2.142 | loglstar: -inf < -0.820 < inf | logz: -14.118 +/- 0.343 | dlogz: 0.315 > 0.109
iter: 1506 | bound: 183 | nc: 1 | ncall: 70259 | eff(%): 2.143 | loglstar: -inf < -0.820 < inf | logz: -14.116 +/- 0.343 | dlogz: 0.312 > 0.109
iter: 1507 | bound: 183 | nc: 4 | ncall: 70263 | eff(%): 2.145 | loglstar: -inf < -0.819 < inf | logz: -14.114 +/- 0.343 | dlogz: 0.308 > 0.109
iter: 1508 | bound: 183 | nc: 3 | ncall: 70266 | eff(%): 2.146 | loglstar: -inf < -0.817 < inf | logz: -14.113 +/- 0.343 | dlogz: 0.305 > 0.109
iter: 1509 | bound: 183 | nc: 2 | ncall: 70268 | eff(%): 2.147 | loglstar: -inf < -0.814 < inf | logz: -14.111 +/- 0.343 | dlogz: 0.302 > 0.109
iter: 1510 | bound: 183 | nc: 2 | ncall: 70270 | eff(%): 2.149 | loglstar: -inf < -0.812 < inf | logz: -14.109 +/- 0.343 | dlogz: 0.299 > 0.109
iter: 1511 | bound: 183 | nc: 1 | ncall: 70271 | eff(%): 2.150 | loglstar: -inf < -0.809 < inf | logz: -14.107 +/- 0.343 | dlogz: 0.296 > 0.109
iter: 1512 | bound: 183 | nc: 5 | ncall: 70276 | eff(%): 2.152 | loglstar: -inf < -0.805 < inf | logz: -14.106 +/- 0.343 | dlogz: 0.293 > 0.109
iter: 1513 | bound: 183 | nc: 1 | ncall: 70277 | eff(%): 2.153 | loglstar: -inf < -0.803 < inf | logz: -14.104 +/- 0.343 | dlogz: 0.290 > 0.109
iter: 1514 | bound: 183 | nc: 1 | ncall: 70278 | eff(%): 2.154 | loglstar: -inf < -0.799 < inf | logz: -14.102 +/- 0.343 | dlogz: 0.287 > 0.109
iter: 1515 | bound: 183 | nc: 2 | ncall: 70280 | eff(%): 2.156 | loglstar: -inf < -0.798 < inf | logz: -14.100 +/- 0.343 | dlogz: 0.284 > 0.109
iter: 1516 | bound: 183 | nc: 2 | ncall: 70282 | eff(%): 2.157 | loglstar: -inf < -0.797 < inf | logz: -14.099 +/- 0.343 | dlogz: 0.281 > 0.109
iter: 1517 | bound: 183 | nc: 2 | ncall: 70284 | eff(%): 2.158 | loglstar: -inf < -0.793 < inf | logz: -14.097 +/- 0.343 | dlogz: 0.279 > 0.109
iter: 1518 | bound: 183 | nc: 1 | ncall: 70285 | eff(%): 2.160 | loglstar: -inf < -0.793 < inf | logz: -14.095 +/- 0.343 | dlogz: 0.276 > 0.109
iter: 1519 | bound: 183 | nc: 5 | ncall: 70290 | eff(%): 2.161 | loglstar: -inf < -0.790 < inf | logz: -14.094 +/- 0.343 | dlogz: 0.273 > 0.109
iter: 1520 | bound: 183 | nc: 1 | ncall: 70291 | eff(%): 2.162 | loglstar: -inf < -0.788 < inf | logz: -14.092 +/- 0.343 | dlogz: 0.270 > 0.109
iter: 1521 | bound: 183 | nc: 1 | ncall: 70292 | eff(%): 2.164 | loglstar: -inf < -0.787 < inf | logz: -14.091 +/- 0.343 | dlogz: 0.268 > 0.109
iter: 1522 | bound: 183 | nc: 1 | ncall: 70293 | eff(%): 2.165 | loglstar: -inf < -0.776 < inf | logz: -14.089 +/- 0.343 | dlogz: 0.265 > 0.109
iter: 1523 | bound: 183 | nc: 3 | ncall: 70296 | eff(%): 2.167 | loglstar: -inf < -0.776 < inf | logz: -14.087 +/- 0.343 | dlogz: 0.262 > 0.109
iter: 1524 | bound: 183 | nc: 1 | ncall: 70297 | eff(%): 2.168 | loglstar: -inf < -0.775 < inf | logz: -14.086 +/- 0.343 | dlogz: 0.260 > 0.109
iter: 1525 | bound: 183 | nc: 2 | ncall: 70299 | eff(%): 2.169 | loglstar: -inf < -0.775 < inf | logz: -14.084 +/- 0.343 | dlogz: 0.257 > 0.109
iter: 1526 | bound: 183 | nc: 3 | ncall: 70302 | eff(%): 2.171 | loglstar: -inf < -0.774 < inf | logz: -14.083 +/- 0.343 | dlogz: 0.254 > 0.109
iter: 1527 | bound: 184 | nc: 3 | ncall: 70305 | eff(%): 2.172 | loglstar: -inf < -0.774 < inf | logz: -14.081 +/- 0.343 | dlogz: 0.252 > 0.109
iter: 1528 | bound: 184 | nc: 1 | ncall: 70306 | eff(%): 2.173 | loglstar: -inf < -0.771 < inf | logz: -14.080 +/- 0.343 | dlogz: 0.249 > 0.109
iter: 1529 | bound: 184 | nc: 2 | ncall: 70308 | eff(%): 2.175 | loglstar: -inf < -0.771 < inf | logz: -14.078 +/- 0.343 | dlogz: 0.247 > 0.109
iter: 1530 | bound: 184 | nc: 1 | ncall: 70309 | eff(%): 2.176 | loglstar: -inf < -0.768 < inf | logz: -14.077 +/- 0.343 | dlogz: 0.244 > 0.109
iter: 1531 | bound: 184 | nc: 1 | ncall: 70310 | eff(%): 2.177 | loglstar: -inf < -0.760 < inf | logz: -14.075 +/- 0.343 | dlogz: 0.242 > 0.109
iter: 1532 | bound: 184 | nc: 4 | ncall: 70314 | eff(%): 2.179 | loglstar: -inf < -0.753 < inf | logz: -14.074 +/- 0.343 | dlogz: 0.239 > 0.109
iter: 1533 | bound: 184 | nc: 1 | ncall: 70315 | eff(%): 2.180 | loglstar: -inf < -0.752 < inf | logz: -14.072 +/- 0.344 | dlogz: 0.237 > 0.109
iter: 1534 | bound: 184 | nc: 3 | ncall: 70318 | eff(%): 2.182 | loglstar: -inf < -0.751 < inf | logz: -14.071 +/- 0.344 | dlogz: 0.234 > 0.109
iter: 1535 | bound: 184 | nc: 1 | ncall: 70319 | eff(%): 2.183 | loglstar: -inf < -0.749 < inf | logz: -14.070 +/- 0.344 | dlogz: 0.232 > 0.109
iter: 1536 | bound: 184 | nc: 2 | ncall: 70321 | eff(%): 2.184 | loglstar: -inf < -0.747 < inf | logz: -14.068 +/- 0.344 | dlogz: 0.230 > 0.109
iter: 1537 | bound: 184 | nc: 7 | ncall: 70328 | eff(%): 2.185 | loglstar: -inf < -0.741 < inf | logz: -14.067 +/- 0.344 | dlogz: 0.227 > 0.109
iter: 1538 | bound: 184 | nc: 1 | ncall: 70329 | eff(%): 2.187 | loglstar: -inf < -0.738 < inf | logz: -14.065 +/- 0.344 | dlogz: 0.225 > 0.109
iter: 1539 | bound: 184 | nc: 3 | ncall: 70332 | eff(%): 2.188 | loglstar: -inf < -0.737 < inf | logz: -14.064 +/- 0.344 | dlogz: 0.223 > 0.109
iter: 1540 | bound: 184 | nc: 6 | ncall: 70338 | eff(%): 2.189 | loglstar: -inf < -0.736 < inf | logz: -14.063 +/- 0.344 | dlogz: 0.221 > 0.109
iter: 1541 | bound: 184 | nc: 4 | ncall: 70342 | eff(%): 2.191 | loglstar: -inf < -0.730 < inf | logz: -14.061 +/- 0.344 | dlogz: 0.218 > 0.109
iter: 1542 | bound: 184 | nc: 2 | ncall: 70344 | eff(%): 2.192 | loglstar: -inf < -0.725 < inf | logz: -14.060 +/- 0.344 | dlogz: 0.216 > 0.109
iter: 1543 | bound: 184 | nc: 4 | ncall: 70348 | eff(%): 2.193 | loglstar: -inf < -0.712 < inf | logz: -14.059 +/- 0.344 | dlogz: 0.214 > 0.109
iter: 1544 | bound: 184 | nc: 2 | ncall: 70350 | eff(%): 2.195 | loglstar: -inf < -0.708 < inf | logz: -14.057 +/- 0.344 | dlogz: 0.212 > 0.109
iter: 1545 | bound: 184 | nc: 3 | ncall: 70353 | eff(%): 2.196 | loglstar: -inf < -0.707 < inf | logz: -14.056 +/- 0.344 | dlogz: 0.210 > 0.109
iter: 1546 | bound: 184 | nc: 2 | ncall: 70355 | eff(%): 2.197 | loglstar: -inf < -0.702 < inf | logz: -14.055 +/- 0.344 | dlogz: 0.208 > 0.109
iter: 1547 | bound: 184 | nc: 6 | ncall: 70361 | eff(%): 2.199 | loglstar: -inf < -0.701 < inf | logz: -14.053 +/- 0.344 | dlogz: 0.205 > 0.109
iter: 1548 | bound: 184 | nc: 4 | ncall: 70365 | eff(%): 2.200 | loglstar: -inf < -0.701 < inf | logz: -14.052 +/- 0.344 | dlogz: 0.203 > 0.109
iter: 1549 | bound: 184 | nc: 1 | ncall: 70366 | eff(%): 2.201 | loglstar: -inf < -0.698 < inf | logz: -14.051 +/- 0.344 | dlogz: 0.201 > 0.109
iter: 1550 | bound: 184 | nc: 11 | ncall: 70377 | eff(%): 2.202 | loglstar: -inf < -0.698 < inf | logz: -14.050 +/- 0.344 | dlogz: 0.199 > 0.109
iter: 1551 | bound: 184 | nc: 1 | ncall: 70378 | eff(%): 2.204 | loglstar: -inf < -0.697 < inf | logz: -14.048 +/- 0.344 | dlogz: 0.197 > 0.109
iter: 1552 | bound: 184 | nc: 1 | ncall: 70379 | eff(%): 2.205 | loglstar: -inf < -0.696 < inf | logz: -14.047 +/- 0.344 | dlogz: 0.195 > 0.109
iter: 1553 | bound: 184 | nc: 1 | ncall: 70380 | eff(%): 2.207 | loglstar: -inf < -0.691 < inf | logz: -14.046 +/- 0.344 | dlogz: 0.193 > 0.109
iter: 1554 | bound: 184 | nc: 1 | ncall: 70381 | eff(%): 2.208 | loglstar: -inf < -0.690 < inf | logz: -14.045 +/- 0.344 | dlogz: 0.191 > 0.109
iter: 1555 | bound: 184 | nc: 1 | ncall: 70382 | eff(%): 2.209 | loglstar: -inf < -0.688 < inf | logz: -14.043 +/- 0.344 | dlogz: 0.189 > 0.109
iter: 1556 | bound: 184 | nc: 3 | ncall: 70385 | eff(%): 2.211 | loglstar: -inf < -0.688 < inf | logz: -14.042 +/- 0.344 | dlogz: 0.188 > 0.109
iter: 1557 | bound: 184 | nc: 3 | ncall: 70388 | eff(%): 2.212 | loglstar: -inf < -0.682 < inf | logz: -14.041 +/- 0.344 | dlogz: 0.186 > 0.109
iter: 1558 | bound: 184 | nc: 1 | ncall: 70389 | eff(%): 2.213 | loglstar: -inf < -0.681 < inf | logz: -14.040 +/- 0.344 | dlogz: 0.184 > 0.109
iter: 1559 | bound: 184 | nc: 1 | ncall: 70390 | eff(%): 2.215 | loglstar: -inf < -0.679 < inf | logz: -14.039 +/- 0.344 | dlogz: 0.182 > 0.109
iter: 1560 | bound: 184 | nc: 1 | ncall: 70391 | eff(%): 2.216 | loglstar: -inf < -0.678 < inf | logz: -14.038 +/- 0.344 | dlogz: 0.180 > 0.109
iter: 1561 | bound: 184 | nc: 1 | ncall: 70392 | eff(%): 2.218 | loglstar: -inf < -0.673 < inf | logz: -14.036 +/- 0.344 | dlogz: 0.178 > 0.109
iter: 1562 | bound: 184 | nc: 4 | ncall: 70396 | eff(%): 2.219 | loglstar: -inf < -0.659 < inf | logz: -14.035 +/- 0.344 | dlogz: 0.176 > 0.109
iter: 1563 | bound: 184 | nc: 1 | ncall: 70397 | eff(%): 2.220 | loglstar: -inf < -0.654 < inf | logz: -14.034 +/- 0.344 | dlogz: 0.175 > 0.109
iter: 1564 | bound: 184 | nc: 2 | ncall: 70399 | eff(%): 2.222 | loglstar: -inf < -0.653 < inf | logz: -14.033 +/- 0.344 | dlogz: 0.173 > 0.109
iter: 1565 | bound: 184 | nc: 5 | ncall: 70404 | eff(%): 2.223 | loglstar: -inf < -0.653 < inf | logz: -14.032 +/- 0.344 | dlogz: 0.171 > 0.109
iter: 1566 | bound: 185 | nc: 5 | ncall: 70409 | eff(%): 2.224 | loglstar: -inf < -0.650 < inf | logz: -14.031 +/- 0.344 | dlogz: 0.169 > 0.109
iter: 1567 | bound: 185 | nc: 2 | ncall: 70411 | eff(%): 2.226 | loglstar: -inf < -0.648 < inf | logz: -14.030 +/- 0.344 | dlogz: 0.168 > 0.109
iter: 1568 | bound: 185 | nc: 2 | ncall: 70413 | eff(%): 2.227 | loglstar: -inf < -0.643 < inf | logz: -14.029 +/- 0.344 | dlogz: 0.166 > 0.109
iter: 1569 | bound: 185 | nc: 1 | ncall: 70414 | eff(%): 2.228 | loglstar: -inf < -0.641 < inf | logz: -14.028 +/- 0.344 | dlogz: 0.164 > 0.109
iter: 1570 | bound: 185 | nc: 3 | ncall: 70417 | eff(%): 2.230 | loglstar: -inf < -0.636 < inf | logz: -14.026 +/- 0.344 | dlogz: 0.167 > 0.109
iter: 1571 | bound: 185 | nc: 1 | ncall: 70418 | eff(%): 2.231 | loglstar: -inf < -0.634 < inf | logz: -14.025 +/- 0.344 | dlogz: 0.165 > 0.109
iter: 1572 | bound: 185 | nc: 4 | ncall: 70422 | eff(%): 2.232 | loglstar: -inf < -0.634 < inf | logz: -14.024 +/- 0.344 | dlogz: 0.163 > 0.109
iter: 1573 | bound: 185 | nc: 1 | ncall: 70423 | eff(%): 2.234 | loglstar: -inf < -0.630 < inf | logz: -14.023 +/- 0.344 | dlogz: 0.162 > 0.109
iter: 1574 | bound: 185 | nc: 1 | ncall: 70424 | eff(%): 2.235 | loglstar: -inf < -0.628 < inf | logz: -14.022 +/- 0.344 | dlogz: 0.160 > 0.109
iter: 1575 | bound: 185 | nc: 2 | ncall: 70426 | eff(%): 2.236 | loglstar: -inf < -0.618 < inf | logz: -14.021 +/- 0.344 | dlogz: 0.158 > 0.109
iter: 1576 | bound: 185 | nc: 1 | ncall: 70427 | eff(%): 2.238 | loglstar: -inf < -0.612 < inf | logz: -14.020 +/- 0.344 | dlogz: 0.157 > 0.109
iter: 1577 | bound: 185 | nc: 2 | ncall: 70429 | eff(%): 2.239 | loglstar: -inf < -0.612 < inf | logz: -14.019 +/- 0.344 | dlogz: 0.155 > 0.109
iter: 1578 | bound: 185 | nc: 2 | ncall: 70431 | eff(%): 2.240 | loglstar: -inf < -0.611 < inf | logz: -14.018 +/- 0.344 | dlogz: 0.154 > 0.109
iter: 1579 | bound: 185 | nc: 1 | ncall: 70432 | eff(%): 2.242 | loglstar: -inf < -0.610 < inf | logz: -14.017 +/- 0.344 | dlogz: 0.152 > 0.109
iter: 1580 | bound: 185 | nc: 1 | ncall: 70433 | eff(%): 2.243 | loglstar: -inf < -0.610 < inf | logz: -14.016 +/- 0.344 | dlogz: 0.151 > 0.109
iter: 1581 | bound: 185 | nc: 4 | ncall: 70437 | eff(%): 2.245 | loglstar: -inf < -0.605 < inf | logz: -14.015 +/- 0.344 | dlogz: 0.149 > 0.109
iter: 1582 | bound: 185 | nc: 4 | ncall: 70441 | eff(%): 2.246 | loglstar: -inf < -0.605 < inf | logz: -14.014 +/- 0.344 | dlogz: 0.148 > 0.109
iter: 1583 | bound: 185 | nc: 1 | ncall: 70442 | eff(%): 2.247 | loglstar: -inf < -0.598 < inf | logz: -14.013 +/- 0.344 | dlogz: 0.146 > 0.109
iter: 1584 | bound: 185 | nc: 5 | ncall: 70447 | eff(%): 2.248 | loglstar: -inf < -0.592 < inf | logz: -14.012 +/- 0.344 | dlogz: 0.145 > 0.109
iter: 1585 | bound: 185 | nc: 3 | ncall: 70450 | eff(%): 2.250 | loglstar: -inf < -0.585 < inf | logz: -14.011 +/- 0.344 | dlogz: 0.143 > 0.109
iter: 1586 | bound: 185 | nc: 2 | ncall: 70452 | eff(%): 2.251 | loglstar: -inf < -0.581 < inf | logz: -14.010 +/- 0.344 | dlogz: 0.142 > 0.109
iter: 1587 | bound: 185 | nc: 2 | ncall: 70454 | eff(%): 2.253 | loglstar: -inf < -0.581 < inf | logz: -14.009 +/- 0.344 | dlogz: 0.140 > 0.109
iter: 1588 | bound: 185 | nc: 1 | ncall: 70455 | eff(%): 2.254 | loglstar: -inf < -0.580 < inf | logz: -14.009 +/- 0.344 | dlogz: 0.139 > 0.109
iter: 1589 | bound: 185 | nc: 3 | ncall: 70458 | eff(%): 2.255 | loglstar: -inf < -0.576 < inf | logz: -14.008 +/- 0.344 | dlogz: 0.137 > 0.109
iter: 1590 | bound: 185 | nc: 5 | ncall: 70463 | eff(%): 2.257 | loglstar: -inf < -0.570 < inf | logz: -14.007 +/- 0.344 | dlogz: 0.136 > 0.109
iter: 1591 | bound: 185 | nc: 1 | ncall: 70464 | eff(%): 2.258 | loglstar: -inf < -0.569 < inf | logz: -14.006 +/- 0.344 | dlogz: 0.135 > 0.109
iter: 1592 | bound: 185 | nc: 1 | ncall: 70465 | eff(%): 2.259 | loglstar: -inf < -0.564 < inf | logz: -14.005 +/- 0.344 | dlogz: 0.133 > 0.109
iter: 1593 | bound: 185 | nc: 4 | ncall: 70469 | eff(%): 2.261 | loglstar: -inf < -0.563 < inf | logz: -14.004 +/- 0.344 | dlogz: 0.132 > 0.109
iter: 1594 | bound: 185 | nc: 1 | ncall: 70470 | eff(%): 2.262 | loglstar: -inf < -0.561 < inf | logz: -14.003 +/- 0.344 | dlogz: 0.131 > 0.109
iter: 1595 | bound: 185 | nc: 4 | ncall: 70474 | eff(%): 2.263 | loglstar: -inf < -0.557 < inf | logz: -14.002 +/- 0.344 | dlogz: 0.129 > 0.109
iter: 1596 | bound: 185 | nc: 1 | ncall: 70475 | eff(%): 2.265 | loglstar: -inf < -0.554 < inf | logz: -14.001 +/- 0.344 | dlogz: 0.128 > 0.109
iter: 1597 | bound: 185 | nc: 2 | ncall: 70477 | eff(%): 2.266 | loglstar: -inf < -0.551 < inf | logz: -14.000 +/- 0.344 | dlogz: 0.127 > 0.109
iter: 1598 | bound: 185 | nc: 2 | ncall: 70479 | eff(%): 2.267 | loglstar: -inf < -0.546 < inf | logz: -14.000 +/- 0.344 | dlogz: 0.125 > 0.109
iter: 1599 | bound: 185 | nc: 2 | ncall: 70481 | eff(%): 2.269 | loglstar: -inf < -0.543 < inf | logz: -13.999 +/- 0.344 | dlogz: 0.124 > 0.109
iter: 1600 | bound: 185 | nc: 3 | ncall: 70484 | eff(%): 2.270 | loglstar: -inf < -0.538 < inf | logz: -13.998 +/- 0.344 | dlogz: 0.123 > 0.109
iter: 1601 | bound: 185 | nc: 2 | ncall: 70486 | eff(%): 2.271 | loglstar: -inf < -0.537 < inf | logz: -13.997 +/- 0.344 | dlogz: 0.122 > 0.109
iter: 1602 | bound: 185 | nc: 6 | ncall: 70492 | eff(%): 2.273 | loglstar: -inf < -0.535 < inf | logz: -13.996 +/- 0.344 | dlogz: 0.120 > 0.109
iter: 1603 | bound: 185 | nc: 11 | ncall: 70503 | eff(%): 2.274 | loglstar: -inf < -0.534 < inf | logz: -13.995 +/- 0.344 | dlogz: 0.119 > 0.109
iter: 1604 | bound: 185 | nc: 1 | ncall: 70504 | eff(%): 2.275 | loglstar: -inf < -0.525 < inf | logz: -13.995 +/- 0.344 | dlogz: 0.118 > 0.109
iter: 1605 | bound: 186 | nc: 8 | ncall: 70512 | eff(%): 2.276 | loglstar: -inf < -0.525 < inf | logz: -13.994 +/- 0.344 | dlogz: 0.117 > 0.109
iter: 1606 | bound: 186 | nc: 4 | ncall: 70516 | eff(%): 2.277 | loglstar: -inf < -0.523 < inf | logz: -13.993 +/- 0.344 | dlogz: 0.116 > 0.109
iter: 1607 | bound: 186 | nc: 1 | ncall: 70517 | eff(%): 2.279 | loglstar: -inf < -0.523 < inf | logz: -13.992 +/- 0.344 | dlogz: 0.114 > 0.109
iter: 1608 | bound: 186 | nc: 1 | ncall: 70518 | eff(%): 2.280 | loglstar: -inf < -0.523 < inf | logz: -13.991 +/- 0.344 | dlogz: 0.113 > 0.109
iter: 1609 | bound: 186 | nc: 5 | ncall: 70523 | eff(%): 2.282 | loglstar: -inf < -0.518 < inf | logz: -13.991 +/- 0.344 | dlogz: 0.112 > 0.109
iter: 1610 | bound: 186 | nc: 1 | ncall: 70524 | eff(%): 2.283 | loglstar: -inf < -0.515 < inf | logz: -13.990 +/- 0.344 | dlogz: 0.111 > 0.109
iter: 1611 | bound: 186 | nc: 1 | ncall: 70525 | eff(%): 2.284 | loglstar: -inf < -0.514 < inf | logz: -13.989 +/- 0.344 | dlogz: 0.110 > 0.109
iter: 1611 | +1 | bound: 186 | nc: 1 | ncall: 70526 | eff(%): 2.286 | loglstar: -inf < -0.513 < inf | logz: -13.988 +/- 0.344 | dlogz: 0.108 > 0.109
iter: 1611 | +2 | bound: 186 | nc: 1 | ncall: 70527 | eff(%): 2.287 | loglstar: -inf < -0.510 < inf | logz: -13.987 +/- 0.344 | dlogz: 0.107 > 0.109
iter: 1611 | +3 | bound: 186 | nc: 1 | ncall: 70528 | eff(%): 2.289 | loglstar: -inf < -0.509 < inf | logz: -13.987 +/- 0.344 | dlogz: 0.106 > 0.109
iter: 1611 | +4 | bound: 186 | nc: 1 | ncall: 70529 | eff(%): 2.290 | loglstar: -inf < -0.507 < inf | logz: -13.986 +/- 0.344 | dlogz: 0.104 > 0.109
iter: 1611 | +5 | bound: 186 | nc: 1 | ncall: 70530 | eff(%): 2.291 | loglstar: -inf < -0.506 < inf | logz: -13.985 +/- 0.344 | dlogz: 0.103 > 0.109
iter: 1611 | +6 | bound: 186 | nc: 1 | ncall: 70531 | eff(%): 2.293 | loglstar: -inf < -0.502 < inf | logz: -13.984 +/- 0.344 | dlogz: 0.102 > 0.109
iter: 1611 | +7 | bound: 186 | nc: 1 | ncall: 70532 | eff(%): 2.294 | loglstar: -inf < -0.498 < inf | logz: -13.984 +/- 0.344 | dlogz: 0.101 > 0.109
iter: 1611 | +8 | bound: 186 | nc: 1 | ncall: 70533 | eff(%): 2.296 | loglstar: -inf < -0.494 < inf | logz: -13.983 +/- 0.344 | dlogz: 0.100 > 0.109
iter: 1611 | +9 | bound: 186 | nc: 1 | ncall: 70534 | eff(%): 2.297 | loglstar: -inf < -0.488 < inf | logz: -13.982 +/- 0.344 | dlogz: 0.099 > 0.109
iter: 1611 | +10 | bound: 186 | nc: 1 | ncall: 70535 | eff(%): 2.298 | loglstar: -inf < -0.487 < inf | logz: -13.981 +/- 0.344 | dlogz: 0.098 > 0.109
iter: 1611 | +11 | bound: 186 | nc: 1 | ncall: 70536 | eff(%): 2.300 | loglstar: -inf < -0.485 < inf | logz: -13.980 +/- 0.344 | dlogz: 0.097 > 0.109
iter: 1611 | +12 | bound: 186 | nc: 1 | ncall: 70537 | eff(%): 2.301 | loglstar: -inf < -0.485 < inf | logz: -13.980 +/- 0.344 | dlogz: 0.096 > 0.109
iter: 1611 | +13 | bound: 186 | nc: 1 | ncall: 70538 | eff(%): 2.303 | loglstar: -inf < -0.484 < inf | logz: -13.979 +/- 0.344 | dlogz: 0.095 > 0.109
iter: 1611 | +14 | bound: 186 | nc: 1 | ncall: 70539 | eff(%): 2.304 | loglstar: -inf < -0.480 < inf | logz: -13.978 +/- 0.344 | dlogz: 0.093 > 0.109
iter: 1611 | +15 | bound: 186 | nc: 1 | ncall: 70540 | eff(%): 2.306 | loglstar: -inf < -0.479 < inf | logz: -13.977 +/- 0.344 | dlogz: 0.092 > 0.109
iter: 1611 | +16 | bound: 186 | nc: 1 | ncall: 70541 | eff(%): 2.307 | loglstar: -inf < -0.478 < inf | logz: -13.976 +/- 0.344 | dlogz: 0.091 > 0.109
iter: 1611 | +17 | bound: 186 | nc: 1 | ncall: 70542 | eff(%): 2.308 | loglstar: -inf < -0.471 < inf | logz: -13.976 +/- 0.344 | dlogz: 0.090 > 0.109
iter: 1611 | +18 | bound: 186 | nc: 1 | ncall: 70543 | eff(%): 2.310 | loglstar: -inf < -0.468 < inf | logz: -13.975 +/- 0.344 | dlogz: 0.089 > 0.109
iter: 1611 | +19 | bound: 186 | nc: 1 | ncall: 70544 | eff(%): 2.311 | loglstar: -inf < -0.467 < inf | logz: -13.974 +/- 0.344 | dlogz: 0.088 > 0.109
iter: 1611 | +20 | bound: 186 | nc: 1 | ncall: 70545 | eff(%): 2.313 | loglstar: -inf < -0.466 < inf | logz: -13.973 +/- 0.344 | dlogz: 0.087 > 0.109
iter: 1611 | +21 | bound: 186 | nc: 1 | ncall: 70546 | eff(%): 2.314 | loglstar: -inf < -0.459 < inf | logz: -13.973 +/- 0.344 | dlogz: 0.086 > 0.109
iter: 1611 | +22 | bound: 186 | nc: 1 | ncall: 70547 | eff(%): 2.315 | loglstar: -inf < -0.457 < inf | logz: -13.972 +/- 0.344 | dlogz: 0.085 > 0.109
iter: 1611 | +23 | bound: 186 | nc: 1 | ncall: 70548 | eff(%): 2.317 | loglstar: -inf < -0.456 < inf | logz: -13.971 +/- 0.344 | dlogz: 0.084 > 0.109
iter: 1611 | +24 | bound: 186 | nc: 1 | ncall: 70549 | eff(%): 2.318 | loglstar: -inf < -0.454 < inf | logz: -13.970 +/- 0.344 | dlogz: 0.082 > 0.109
iter: 1611 | +25 | bound: 186 | nc: 1 | ncall: 70550 | eff(%): 2.320 | loglstar: -inf < -0.451 < inf | logz: -13.969 +/- 0.344 | dlogz: 0.081 > 0.109
iter: 1611 | +26 | bound: 186 | nc: 1 | ncall: 70551 | eff(%): 2.321 | loglstar: -inf < -0.449 < inf | logz: -13.969 +/- 0.344 | dlogz: 0.080 > 0.109
iter: 1611 | +27 | bound: 186 | nc: 1 | ncall: 70552 | eff(%): 2.323 | loglstar: -inf < -0.446 < inf | logz: -13.968 +/- 0.344 | dlogz: 0.079 > 0.109
iter: 1611 | +28 | bound: 186 | nc: 1 | ncall: 70553 | eff(%): 2.324 | loglstar: -inf < -0.442 < inf | logz: -13.967 +/- 0.344 | dlogz: 0.078 > 0.109
iter: 1611 | +29 | bound: 186 | nc: 1 | ncall: 70554 | eff(%): 2.325 | loglstar: -inf < -0.442 < inf | logz: -13.966 +/- 0.344 | dlogz: 0.077 > 0.109
iter: 1611 | +30 | bound: 186 | nc: 1 | ncall: 70555 | eff(%): 2.327 | loglstar: -inf < -0.439 < inf | logz: -13.965 +/- 0.344 | dlogz: 0.076 > 0.109
iter: 1611 | +31 | bound: 186 | nc: 1 | ncall: 70556 | eff(%): 2.328 | loglstar: -inf < -0.436 < inf | logz: -13.964 +/- 0.344 | dlogz: 0.075 > 0.109
iter: 1611 | +32 | bound: 186 | nc: 1 | ncall: 70557 | eff(%): 2.330 | loglstar: -inf < -0.436 < inf | logz: -13.964 +/- 0.344 | dlogz: 0.074 > 0.109
iter: 1611 | +33 | bound: 186 | nc: 1 | ncall: 70558 | eff(%): 2.331 | loglstar: -inf < -0.427 < inf | logz: -13.963 +/- 0.344 | dlogz: 0.073 > 0.109
iter: 1611 | +34 | bound: 186 | nc: 1 | ncall: 70559 | eff(%): 2.333 | loglstar: -inf < -0.424 < inf | logz: -13.962 +/- 0.344 | dlogz: 0.072 > 0.109
iter: 1611 | +35 | bound: 186 | nc: 1 | ncall: 70560 | eff(%): 2.334 | loglstar: -inf < -0.423 < inf | logz: -13.961 +/- 0.344 | dlogz: 0.071 > 0.109
iter: 1611 | +36 | bound: 186 | nc: 1 | ncall: 70561 | eff(%): 2.335 | loglstar: -inf < -0.421 < inf | logz: -13.960 +/- 0.344 | dlogz: 0.069 > 0.109
iter: 1611 | +37 | bound: 186 | nc: 1 | ncall: 70562 | eff(%): 2.337 | loglstar: -inf < -0.420 < inf | logz: -13.960 +/- 0.344 | dlogz: 0.068 > 0.109
iter: 1611 | +38 | bound: 186 | nc: 1 | ncall: 70563 | eff(%): 2.338 | loglstar: -inf < -0.418 < inf | logz: -13.959 +/- 0.344 | dlogz: 0.067 > 0.109
iter: 1611 | +39 | bound: 186 | nc: 1 | ncall: 70564 | eff(%): 2.340 | loglstar: -inf < -0.418 < inf | logz: -13.958 +/- 0.344 | dlogz: 0.066 > 0.109
iter: 1611 | +40 | bound: 186 | nc: 1 | ncall: 70565 | eff(%): 2.341 | loglstar: -inf < -0.415 < inf | logz: -13.957 +/- 0.344 | dlogz: 0.065 > 0.109
iter: 1611 | +41 | bound: 186 | nc: 1 | ncall: 70566 | eff(%): 2.342 | loglstar: -inf < -0.414 < inf | logz: -13.956 +/- 0.344 | dlogz: 0.064 > 0.109
iter: 1611 | +42 | bound: 186 | nc: 1 | ncall: 70567 | eff(%): 2.344 | loglstar: -inf < -0.410 < inf | logz: -13.955 +/- 0.344 | dlogz: 0.063 > 0.109
iter: 1611 | +43 | bound: 186 | nc: 1 | ncall: 70568 | eff(%): 2.345 | loglstar: -inf < -0.407 < inf | logz: -13.955 +/- 0.345 | dlogz: 0.062 > 0.109
iter: 1611 | +44 | bound: 186 | nc: 1 | ncall: 70569 | eff(%): 2.347 | loglstar: -inf < -0.402 < inf | logz: -13.954 +/- 0.345 | dlogz: 0.061 > 0.109
iter: 1611 | +45 | bound: 186 | nc: 1 | ncall: 70570 | eff(%): 2.348 | loglstar: -inf < -0.401 < inf | logz: -13.953 +/- 0.345 | dlogz: 0.060 > 0.109
iter: 1611 | +46 | bound: 186 | nc: 1 | ncall: 70571 | eff(%): 2.350 | loglstar: -inf < -0.399 < inf | logz: -13.952 +/- 0.345 | dlogz: 0.059 > 0.109
iter: 1611 | +47 | bound: 186 | nc: 1 | ncall: 70572 | eff(%): 2.351 | loglstar: -inf < -0.395 < inf | logz: -13.951 +/- 0.345 | dlogz: 0.057 > 0.109
iter: 1611 | +48 | bound: 186 | nc: 1 | ncall: 70573 | eff(%): 2.352 | loglstar: -inf < -0.392 < inf | logz: -13.950 +/- 0.345 | dlogz: 0.056 > 0.109
iter: 1611 | +49 | bound: 186 | nc: 1 | ncall: 70574 | eff(%): 2.354 | loglstar: -inf < -0.382 < inf | logz: -13.950 +/- 0.345 | dlogz: 0.055 > 0.109
iter: 1611 | +50 | bound: 186 | nc: 1 | ncall: 70575 | eff(%): 2.355 | loglstar: -inf < -0.381 < inf | logz: -13.949 +/- 0.345 | dlogz: 0.054 > 0.109
iter: 1611 | +51 | bound: 186 | nc: 1 | ncall: 70576 | eff(%): 2.357 | loglstar: -inf < -0.377 < inf | logz: -13.948 +/- 0.345 | dlogz: 0.053 > 0.109
iter: 1611 | +52 | bound: 186 | nc: 1 | ncall: 70577 | eff(%): 2.358 | loglstar: -inf < -0.375 < inf | logz: -13.947 +/- 0.345 | dlogz: 0.052 > 0.109
iter: 1611 | +53 | bound: 186 | nc: 1 | ncall: 70578 | eff(%): 2.359 | loglstar: -inf < -0.375 < inf | logz: -13.946 +/- 0.345 | dlogz: 0.051 > 0.109
iter: 1611 | +54 | bound: 186 | nc: 1 | ncall: 70579 | eff(%): 2.361 | loglstar: -inf < -0.371 < inf | logz: -13.945 +/- 0.345 | dlogz: 0.050 > 0.109
iter: 1611 | +55 | bound: 186 | nc: 1 | ncall: 70580 | eff(%): 2.362 | loglstar: -inf < -0.369 < inf | logz: -13.945 +/- 0.345 | dlogz: 0.049 > 0.109
iter: 1611 | +56 | bound: 186 | nc: 1 | ncall: 70581 | eff(%): 2.364 | loglstar: -inf < -0.365 < inf | logz: -13.944 +/- 0.345 | dlogz: 0.048 > 0.109
iter: 1611 | +57 | bound: 186 | nc: 1 | ncall: 70582 | eff(%): 2.365 | loglstar: -inf < -0.361 < inf | logz: -13.943 +/- 0.345 | dlogz: 0.047 > 0.109
iter: 1611 | +58 | bound: 186 | nc: 1 | ncall: 70583 | eff(%): 2.367 | loglstar: -inf < -0.360 < inf | logz: -13.942 +/- 0.345 | dlogz: 0.046 > 0.109
iter: 1611 | +59 | bound: 186 | nc: 1 | ncall: 70584 | eff(%): 2.368 | loglstar: -inf < -0.357 < inf | logz: -13.941 +/- 0.345 | dlogz: 0.045 > 0.109
iter: 1611 | +60 | bound: 186 | nc: 1 | ncall: 70585 | eff(%): 2.369 | loglstar: -inf < -0.348 < inf | logz: -13.940 +/- 0.345 | dlogz: 0.043 > 0.109
iter: 1611 | +61 | bound: 186 | nc: 1 | ncall: 70586 | eff(%): 2.371 | loglstar: -inf < -0.347 < inf | logz: -13.939 +/- 0.345 | dlogz: 0.042 > 0.109
iter: 1611 | +62 | bound: 186 | nc: 1 | ncall: 70587 | eff(%): 2.372 | loglstar: -inf < -0.346 < inf | logz: -13.939 +/- 0.345 | dlogz: 0.041 > 0.109
iter: 1611 | +63 | bound: 186 | nc: 1 | ncall: 70588 | eff(%): 2.374 | loglstar: -inf < -0.339 < inf | logz: -13.938 +/- 0.345 | dlogz: 0.040 > 0.109
iter: 1611 | +64 | bound: 186 | nc: 1 | ncall: 70589 | eff(%): 2.375 | loglstar: -inf < -0.337 < inf | logz: -13.937 +/- 0.345 | dlogz: 0.039 > 0.109
iter: 1611 | +65 | bound: 186 | nc: 1 | ncall: 70590 | eff(%): 2.376 | loglstar: -inf < -0.334 < inf | logz: -13.936 +/- 0.345 | dlogz: 0.038 > 0.109
iter: 1611 | +66 | bound: 186 | nc: 1 | ncall: 70591 | eff(%): 2.378 | loglstar: -inf < -0.332 < inf | logz: -13.935 +/- 0.345 | dlogz: 0.037 > 0.109
iter: 1611 | +67 | bound: 186 | nc: 1 | ncall: 70592 | eff(%): 2.379 | loglstar: -inf < -0.325 < inf | logz: -13.934 +/- 0.345 | dlogz: 0.036 > 0.109
iter: 1611 | +68 | bound: 186 | nc: 1 | ncall: 70593 | eff(%): 2.381 | loglstar: -inf < -0.322 < inf | logz: -13.933 +/- 0.345 | dlogz: 0.035 > 0.109
iter: 1611 | +69 | bound: 186 | nc: 1 | ncall: 70594 | eff(%): 2.382 | loglstar: -inf < -0.322 < inf | logz: -13.932 +/- 0.345 | dlogz: 0.034 > 0.109
iter: 1611 | +70 | bound: 186 | nc: 1 | ncall: 70595 | eff(%): 2.384 | loglstar: -inf < -0.317 < inf | logz: -13.932 +/- 0.345 | dlogz: 0.033 > 0.109
iter: 1611 | +71 | bound: 186 | nc: 1 | ncall: 70596 | eff(%): 2.385 | loglstar: -inf < -0.310 < inf | logz: -13.931 +/- 0.345 | dlogz: 0.032 > 0.109
iter: 1611 | +72 | bound: 186 | nc: 1 | ncall: 70597 | eff(%): 2.386 | loglstar: -inf < -0.305 < inf | logz: -13.930 +/- 0.345 | dlogz: 0.031 > 0.109
iter: 1611 | +73 | bound: 186 | nc: 1 | ncall: 70598 | eff(%): 2.388 | loglstar: -inf < -0.305 < inf | logz: -13.929 +/- 0.345 | dlogz: 0.030 > 0.109
iter: 1611 | +74 | bound: 186 | nc: 1 | ncall: 70599 | eff(%): 2.389 | loglstar: -inf < -0.299 < inf | logz: -13.928 +/- 0.345 | dlogz: 0.028 > 0.109
iter: 1611 | +75 | bound: 186 | nc: 1 | ncall: 70600 | eff(%): 2.391 | loglstar: -inf < -0.299 < inf | logz: -13.927 +/- 0.345 | dlogz: 0.027 > 0.109
iter: 1611 | +76 | bound: 186 | nc: 1 | ncall: 70601 | eff(%): 2.392 | loglstar: -inf < -0.296 < inf | logz: -13.926 +/- 0.345 | dlogz: 0.026 > 0.109
iter: 1611 | +77 | bound: 186 | nc: 1 | ncall: 70602 | eff(%): 2.393 | loglstar: -inf < -0.291 < inf | logz: -13.925 +/- 0.345 | dlogz: 0.025 > 0.109
iter: 1611 | +78 | bound: 186 | nc: 1 | ncall: 70603 | eff(%): 2.395 | loglstar: -inf < -0.288 < inf | logz: -13.924 +/- 0.345 | dlogz: 0.024 > 0.109
iter: 1611 | +79 | bound: 186 | nc: 1 | ncall: 70604 | eff(%): 2.396 | loglstar: -inf < -0.284 < inf | logz: -13.923 +/- 0.345 | dlogz: 0.023 > 0.109
iter: 1611 | +80 | bound: 186 | nc: 1 | ncall: 70605 | eff(%): 2.398 | loglstar: -inf < -0.276 < inf | logz: -13.923 +/- 0.345 | dlogz: 0.022 > 0.109
iter: 1611 | +81 | bound: 186 | nc: 1 | ncall: 70606 | eff(%): 2.399 | loglstar: -inf < -0.276 < inf | logz: -13.922 +/- 0.345 | dlogz: 0.021 > 0.109
iter: 1611 | +82 | bound: 186 | nc: 1 | ncall: 70607 | eff(%): 2.401 | loglstar: -inf < -0.274 < inf | logz: -13.921 +/- 0.345 | dlogz: 0.020 > 0.109
iter: 1611 | +83 | bound: 186 | nc: 1 | ncall: 70608 | eff(%): 2.402 | loglstar: -inf < -0.271 < inf | logz: -13.920 +/- 0.346 | dlogz: 0.019 > 0.109
iter: 1611 | +84 | bound: 186 | nc: 1 | ncall: 70609 | eff(%): 2.403 | loglstar: -inf < -0.270 < inf | logz: -13.919 +/- 0.346 | dlogz: 0.018 > 0.109
iter: 1611 | +85 | bound: 186 | nc: 1 | ncall: 70610 | eff(%): 2.405 | loglstar: -inf < -0.260 < inf | logz: -13.918 +/- 0.346 | dlogz: 0.017 > 0.109
iter: 1611 | +86 | bound: 186 | nc: 1 | ncall: 70611 | eff(%): 2.406 | loglstar: -inf < -0.256 < inf | logz: -13.917 +/- 0.346 | dlogz: 0.016 > 0.109
iter: 1611 | +87 | bound: 186 | nc: 1 | ncall: 70612 | eff(%): 2.408 | loglstar: -inf < -0.242 < inf | logz: -13.916 +/- 0.346 | dlogz: 0.015 > 0.109
iter: 1611 | +88 | bound: 186 | nc: 1 | ncall: 70613 | eff(%): 2.409 | loglstar: -inf < -0.239 < inf | logz: -13.915 +/- 0.346 | dlogz: 0.014 > 0.109
iter: 1611 | +89 | bound: 186 | nc: 1 | ncall: 70614 | eff(%): 2.410 | loglstar: -inf < -0.233 < inf | logz: -13.914 +/- 0.346 | dlogz: 0.013 > 0.109
iter: 1611 | +90 | bound: 186 | nc: 1 | ncall: 70615 | eff(%): 2.412 | loglstar: -inf < -0.229 < inf | logz: -13.913 +/- 0.346 | dlogz: 0.012 > 0.109
iter: 1611 | +91 | bound: 186 | nc: 1 | ncall: 70616 | eff(%): 2.413 | loglstar: -inf < -0.224 < inf | logz: -13.912 +/- 0.346 | dlogz: 0.010 > 0.109
iter: 1611 | +92 | bound: 186 | nc: 1 | ncall: 70617 | eff(%): 2.415 | loglstar: -inf < -0.217 < inf | logz: -13.911 +/- 0.346 | dlogz: 0.009 > 0.109
iter: 1611 | +93 | bound: 186 | nc: 1 | ncall: 70618 | eff(%): 2.416 | loglstar: -inf < -0.215 < inf | logz: -13.910 +/- 0.346 | dlogz: 0.008 > 0.109
iter: 1611 | +94 | bound: 186 | nc: 1 | ncall: 70619 | eff(%): 2.418 | loglstar: -inf < -0.210 < inf | logz: -13.909 +/- 0.346 | dlogz: 0.007 > 0.109
iter: 1611 | +95 | bound: 186 | nc: 1 | ncall: 70620 | eff(%): 2.419 | loglstar: -inf < -0.209 < inf | logz: -13.909 +/- 0.347 | dlogz: 0.006 > 0.109
iter: 1611 | +96 | bound: 186 | nc: 1 | ncall: 70621 | eff(%): 2.420 | loglstar: -inf < -0.199 < inf | logz: -13.908 +/- 0.347 | dlogz: 0.005 > 0.109
iter: 1611 | +97 | bound: 186 | nc: 1 | ncall: 70622 | eff(%): 2.422 | loglstar: -inf < -0.184 < inf | logz: -13.907 +/- 0.347 | dlogz: 0.004 > 0.109
iter: 1611 | +98 | bound: 186 | nc: 1 | ncall: 70623 | eff(%): 2.423 | loglstar: -inf < -0.180 < inf | logz: -13.906 +/- 0.347 | dlogz: 0.003 > 0.109
iter: 1611 | +99 | bound: 186 | nc: 1 | ncall: 70624 | eff(%): 2.425 | loglstar: -inf < -0.149 < inf | logz: -13.905 +/- 0.348 | dlogz: 0.002 > 0.109
iter: 1611 | +100 | bound: 186 | nc: 1 | ncall: 70625 | eff(%): 2.426 | loglstar: -inf < -0.122 < inf | logz: -13.904 +/- 0.349 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -26.28%
Elapsed Time for Photometry: 147.42681705199993
Starting 3.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36381028, -69.46167483)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -inf < inf | logz: -inf +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -971757.020 < inf | logz: -971762.338 +/- 0.230 | dlogz: inf > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -750500.747 < inf | logz: -750506.075 +/- 0.230 | dlogz: 971717.688 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -697074.617 < inf | logz: -697079.955 +/- 0.230 | dlogz: 750461.415 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -473484.136 < inf | logz: -473489.484 +/- 0.231 | dlogz: 697035.285 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -299652.138 < inf | logz: -299657.496 +/- 0.231 | dlogz: 473444.804 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -249912.917 < inf | logz: -249918.285 +/- 0.231 | dlogz: 299612.806 > 0.109
iter: 8 | bound: 0 | nc: 2 | ncall: 109 | eff(%): 7.339 | loglstar: -inf < -242753.294 < inf | logz: -242758.672 +/- 0.231 | dlogz: 249873.585 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 8.182 | loglstar: -inf < -233066.308 < inf | logz: -233071.696 +/- 0.232 | dlogz: 242713.963 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.009 | loglstar: -inf < -204043.480 < inf | logz: -204048.878 +/- 0.232 | dlogz: 233026.976 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 9.821 | loglstar: -inf < -202689.649 < inf | logz: -202695.057 +/- 0.232 | dlogz: 204004.148 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 10.619 | loglstar: -inf < -202653.875 < inf | logz: -202659.293 +/- 0.232 | dlogz: 202650.317 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 11.404 | loglstar: -inf < -193923.571 < inf | logz: -193928.999 +/- 0.232 | dlogz: 202614.543 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 12.174 | loglstar: -inf < -167855.002 < inf | logz: -167860.440 +/- 0.233 | dlogz: 193884.240 > 0.109
iter: 15 | bound: 0 | nc: 2 | ncall: 117 | eff(%): 12.821 | loglstar: -inf < -155017.931 < inf | logz: -155023.379 +/- 0.233 | dlogz: 167815.670 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 13.559 | loglstar: -inf < -146992.959 < inf | logz: -146998.416 +/- 0.233 | dlogz: 154978.599 > 0.109
iter: 17 | bound: 0 | nc: 2 | ncall: 120 | eff(%): 14.167 | loglstar: -inf < -130468.769 < inf | logz: -130474.236 +/- 0.233 | dlogz: 146953.627 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 14.876 | loglstar: -inf < -128946.912 < inf | logz: -128952.389 +/- 0.233 | dlogz: 130429.437 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 15.574 | loglstar: -inf < -121175.086 < inf | logz: -121180.573 +/- 0.234 | dlogz: 128907.580 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 16.260 | loglstar: -inf < -114205.184 < inf | logz: -114210.681 +/- 0.234 | dlogz: 121135.754 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 16.935 | loglstar: -inf < -113295.402 < inf | logz: -113300.909 +/- 0.234 | dlogz: 114165.852 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -112386.159 < inf | logz: -112391.676 +/- 0.234 | dlogz: 113256.070 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 18.254 | loglstar: -inf < -94873.822 < inf | logz: -94879.349 +/- 0.235 | dlogz: 112346.827 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 18.898 | loglstar: -inf < -93231.388 < inf | logz: -93236.925 +/- 0.235 | dlogz: 94834.490 > 0.109
iter: 25 | bound: 0 | nc: 2 | ncall: 129 | eff(%): 19.380 | loglstar: -inf < -89484.661 < inf | logz: -89490.208 +/- 0.235 | dlogz: 93192.056 > 0.109
iter: 26 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 19.847 | loglstar: -inf < -89441.952 < inf | logz: -89447.509 +/- 0.235 | dlogz: 89445.329 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 20.455 | loglstar: -inf < -88129.822 < inf | logz: -88135.389 +/- 0.235 | dlogz: 89402.621 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 21.053 | loglstar: -inf < -87533.905 < inf | logz: -87539.481 +/- 0.236 | dlogz: 88090.490 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 21.642 | loglstar: -inf < -86128.145 < inf | logz: -86133.732 +/- 0.236 | dlogz: 87494.573 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 22.222 | loglstar: -inf < -77753.910 < inf | logz: -77759.507 +/- 0.236 | dlogz: 86088.814 > 0.109
iter: 31 | bound: 0 | nc: 2 | ncall: 137 | eff(%): 22.628 | loglstar: -inf < -74538.545 < inf | logz: -74544.152 +/- 0.236 | dlogz: 77714.579 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 23.188 | loglstar: -inf < -67169.222 < inf | logz: -67174.839 +/- 0.236 | dlogz: 74499.213 > 0.109
iter: 33 | bound: 0 | nc: 2 | ncall: 140 | eff(%): 23.571 | loglstar: -inf < -63414.411 < inf | logz: -63420.037 +/- 0.237 | dlogz: 67129.891 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 24.113 | loglstar: -inf < -62415.990 < inf | logz: -62421.626 +/- 0.237 | dlogz: 63375.079 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 24.648 | loglstar: -inf < -56945.859 < inf | logz: -56951.506 +/- 0.237 | dlogz: 62376.658 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 25.175 | loglstar: -inf < -43958.544 < inf | logz: -43964.200 +/- 0.237 | dlogz: 56906.528 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 25.694 | loglstar: -inf < -38745.038 < inf | logz: -38750.704 +/- 0.237 | dlogz: 43919.212 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 26.207 | loglstar: -inf < -37121.682 < inf | logz: -37127.358 +/- 0.238 | dlogz: 38705.706 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 26.712 | loglstar: -inf < -35826.476 < inf | logz: -35832.163 +/- 0.238 | dlogz: 37082.350 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 27.211 | loglstar: -inf < -35513.763 < inf | logz: -35519.459 +/- 0.238 | dlogz: 35787.145 > 0.109
iter: 41 | bound: 0 | nc: 2 | ncall: 149 | eff(%): 27.517 | loglstar: -inf < -31225.368 < inf | logz: -31231.074 +/- 0.238 | dlogz: 35474.431 > 0.109
iter: 42 | bound: 0 | nc: 2 | ncall: 151 | eff(%): 27.815 | loglstar: -inf < -30853.373 < inf | logz: -30859.089 +/- 0.238 | dlogz: 31186.036 > 0.109
iter: 43 | bound: 0 | nc: 2 | ncall: 153 | eff(%): 28.105 | loglstar: -inf < -30634.437 < inf | logz: -30640.163 +/- 0.239 | dlogz: 30814.041 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 28.571 | loglstar: -inf < -28272.409 < inf | logz: -28278.145 +/- 0.239 | dlogz: 30595.105 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 29.032 | loglstar: -inf < -27801.404 < inf | logz: -27807.150 +/- 0.239 | dlogz: 28233.077 > 0.109
iter: 46 | bound: 0 | nc: 2 | ncall: 157 | eff(%): 29.299 | loglstar: -inf < -27601.166 < inf | logz: -27606.922 +/- 0.239 | dlogz: 27762.072 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 29.747 | loglstar: -inf < -26413.847 < inf | logz: -26419.613 +/- 0.240 | dlogz: 27561.835 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 30.189 | loglstar: -inf < -25840.749 < inf | logz: -25846.525 +/- 0.240 | dlogz: 26374.515 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 30.625 | loglstar: -inf < -24890.828 < inf | logz: -24896.614 +/- 0.240 | dlogz: 25801.417 > 0.109
iter: 50 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 30.864 | loglstar: -inf < -22545.941 < inf | logz: -22551.737 +/- 0.240 | dlogz: 24851.496 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 164 | eff(%): 31.098 | loglstar: -inf < -22087.417 < inf | logz: -22093.223 +/- 0.240 | dlogz: 22506.609 > 0.109
iter: 52 | bound: 0 | nc: 2 | ncall: 166 | eff(%): 31.325 | loglstar: -inf < -18745.391 < inf | logz: -18751.207 +/- 0.241 | dlogz: 22048.086 > 0.109
iter: 53 | bound: 0 | nc: 2 | ncall: 168 | eff(%): 31.548 | loglstar: -inf < -17939.710 < inf | logz: -17945.536 +/- 0.241 | dlogz: 18706.059 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 169 | eff(%): 31.953 | loglstar: -inf < -17571.358 < inf | logz: -17577.194 +/- 0.241 | dlogz: 17900.378 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 32.353 | loglstar: -inf < -17293.001 < inf | logz: -17298.846 +/- 0.241 | dlogz: 17532.026 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 32.749 | loglstar: -inf < -17046.157 < inf | logz: -17052.013 +/- 0.241 | dlogz: 17253.669 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 172 | eff(%): 33.140 | loglstar: -inf < -16818.336 < inf | logz: -16824.201 +/- 0.242 | dlogz: 17006.825 > 0.109
iter: 58 | bound: 0 | nc: 2 | ncall: 174 | eff(%): 33.333 | loglstar: -inf < -15909.308 < inf | logz: -15915.183 +/- 0.242 | dlogz: 16779.004 > 0.109
iter: 59 | bound: 0 | nc: 2 | ncall: 176 | eff(%): 33.523 | loglstar: -inf < -15707.436 < inf | logz: -15713.321 +/- 0.242 | dlogz: 15869.976 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 33.898 | loglstar: -inf < -15136.458 < inf | logz: -15142.353 +/- 0.242 | dlogz: 15668.104 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 34.270 | loglstar: -inf < -13761.352 < inf | logz: -13767.258 +/- 0.242 | dlogz: 15097.126 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 34.637 | loglstar: -inf < -13551.414 < inf | logz: -13557.329 +/- 0.243 | dlogz: 13722.020 > 0.109
iter: 63 | bound: 0 | nc: 5 | ncall: 184 | eff(%): 34.239 | loglstar: -inf < -11457.050 < inf | logz: -11462.975 +/- 0.243 | dlogz: 13512.082 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 34.595 | loglstar: -inf < -10225.765 < inf | logz: -10231.700 +/- 0.243 | dlogz: 11417.718 > 0.109
iter: 65 | bound: 0 | nc: 2 | ncall: 187 | eff(%): 34.759 | loglstar: -inf < -9712.921 < inf | logz: -9718.866 +/- 0.243 | dlogz: 10186.433 > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 189 | eff(%): 34.921 | loglstar: -inf < -8906.272 < inf | logz: -8912.227 +/- 0.243 | dlogz: 9673.589 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 190 | eff(%): 35.263 | loglstar: -inf < -7784.151 < inf | logz: -7790.116 +/- 0.244 | dlogz: 8866.940 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 191 | eff(%): 35.602 | loglstar: -inf < -7457.883 < inf | logz: -7463.858 +/- 0.244 | dlogz: 7744.819 > 0.109
iter: 69 | bound: 0 | nc: 2 | ncall: 193 | eff(%): 35.751 | loglstar: -inf < -7455.777 < inf | logz: -7461.543 +/- 0.231 | dlogz: 7418.551 > 0.109
iter: 70 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 36.082 | loglstar: -inf < -7060.000 < inf | logz: -7065.995 +/- 0.244 | dlogz: 7416.227 > 0.109
iter: 71 | bound: 0 | nc: 6 | ncall: 200 | eff(%): 35.500 | loglstar: -inf < -6974.241 < inf | logz: -6980.245 +/- 0.244 | dlogz: 7020.668 > 0.109
iter: 72 | bound: 0 | nc: 2 | ncall: 202 | eff(%): 35.644 | loglstar: -inf < -6866.484 < inf | logz: -6872.499 +/- 0.245 | dlogz: 6934.909 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 204 | eff(%): 35.784 | loglstar: -inf < -6741.122 < inf | logz: -6747.147 +/- 0.245 | dlogz: 6827.153 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 36.098 | loglstar: -inf < -6226.136 < inf | logz: -6232.170 +/- 0.245 | dlogz: 6701.791 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 36.408 | loglstar: -inf < -5971.216 < inf | logz: -5977.260 +/- 0.245 | dlogz: 6187.240 > 0.109
iter: 76 | bound: 0 | nc: 4 | ncall: 210 | eff(%): 36.190 | loglstar: -inf < -5671.779 < inf | logz: -5677.833 +/- 0.245 | dlogz: 5932.319 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 211 | eff(%): 36.493 | loglstar: -inf < -5618.567 < inf | logz: -5624.631 +/- 0.246 | dlogz: 5632.882 > 0.109
iter: 78 | bound: 0 | nc: 2 | ncall: 213 | eff(%): 36.620 | loglstar: -inf < -5337.142 < inf | logz: -5343.217 +/- 0.246 | dlogz: 5579.670 > 0.109
iter: 79 | bound: 0 | nc: 2 | ncall: 215 | eff(%): 36.744 | loglstar: -inf < -5279.667 < inf | logz: -5285.752 +/- 0.246 | dlogz: 5298.246 > 0.109
iter: 80 | bound: 0 | nc: 4 | ncall: 219 | eff(%): 36.530 | loglstar: -inf < -5189.294 < inf | logz: -5195.388 +/- 0.246 | dlogz: 5240.771 > 0.109
iter: 81 | bound: 0 | nc: 2 | ncall: 221 | eff(%): 36.652 | loglstar: -inf < -4830.166 < inf | logz: -4836.270 +/- 0.246 | dlogz: 5150.397 > 0.109
iter: 82 | bound: 0 | nc: 2 | ncall: 223 | eff(%): 36.771 | loglstar: -inf < -4735.605 < inf | logz: -4741.719 +/- 0.247 | dlogz: 4801.632 > 0.109
iter: 83 | bound: 0 | nc: 3 | ncall: 226 | eff(%): 36.726 | loglstar: -inf < -4680.132 < inf | logz: -4686.256 +/- 0.247 | dlogz: 4707.071 > 0.109
iter: 84 | bound: 0 | nc: 1 | ncall: 227 | eff(%): 37.004 | loglstar: -inf < -4611.093 < inf | logz: -4617.227 +/- 0.247 | dlogz: 4651.598 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 228 | eff(%): 37.281 | loglstar: -inf < -4552.072 < inf | logz: -4558.216 +/- 0.247 | dlogz: 4582.559 > 0.109
iter: 86 | bound: 0 | nc: 1 | ncall: 229 | eff(%): 37.555 | loglstar: -inf < -4499.379 < inf | logz: -4505.533 +/- 0.247 | dlogz: 4523.538 > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 230 | eff(%): 37.826 | loglstar: -inf < -4342.776 < inf | logz: -4348.940 +/- 0.248 | dlogz: 4470.846 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 231 | eff(%): 38.095 | loglstar: -inf < -4140.391 < inf | logz: -4146.564 +/- 0.248 | dlogz: 4314.242 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 232 | eff(%): 38.362 | loglstar: -inf < -3918.830 < inf | logz: -3925.014 +/- 0.248 | dlogz: 4111.857 > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 233 | eff(%): 38.627 | loglstar: -inf < -3916.169 < inf | logz: -3922.232 +/- 0.239 | dlogz: 3890.297 > 0.109
iter: 91 | bound: 0 | nc: 5 | ncall: 238 | eff(%): 38.235 | loglstar: -inf < -3761.892 < inf | logz: -3768.096 +/- 0.248 | dlogz: 3887.504 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 239 | eff(%): 38.494 | loglstar: -inf < -3756.965 < inf | logz: -3763.164 +/- 0.247 | dlogz: 3733.359 > 0.109
iter: 93 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 38.589 | loglstar: -inf < -3611.986 < inf | logz: -3618.209 +/- 0.249 | dlogz: 3728.417 > 0.109
iter: 94 | bound: 0 | nc: 1 | ncall: 242 | eff(%): 38.843 | loglstar: -inf < -3533.804 < inf | logz: -3540.038 +/- 0.249 | dlogz: 3583.452 > 0.109
iter: 95 | bound: 0 | nc: 2 | ncall: 244 | eff(%): 38.934 | loglstar: -inf < -3435.527 < inf | logz: -3441.770 +/- 0.249 | dlogz: 3505.271 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 245 | eff(%): 39.184 | loglstar: -inf < -3391.300 < inf | logz: -3397.553 +/- 0.249 | dlogz: 3406.993 > 0.109
iter: 97 | bound: 0 | nc: 2 | ncall: 247 | eff(%): 39.271 | loglstar: -inf < -3210.007 < inf | logz: -3216.271 +/- 0.250 | dlogz: 3362.766 > 0.109
iter: 98 | bound: 0 | nc: 3 | ncall: 250 | eff(%): 39.200 | loglstar: -inf < -3198.364 < inf | logz: -3204.638 +/- 0.250 | dlogz: 3181.473 > 0.109
iter: 99 | bound: 0 | nc: 2 | ncall: 252 | eff(%): 39.286 | loglstar: -inf < -3092.530 < inf | logz: -3098.814 +/- 0.250 | dlogz: 3169.830 > 0.109
iter: 100 | bound: 0 | nc: 4 | ncall: 256 | eff(%): 39.062 | loglstar: -inf < -3023.091 < inf | logz: -3029.384 +/- 0.250 | dlogz: 3063.997 > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 258 | eff(%): 39.147 | loglstar: -inf < -2970.074 < inf | logz: -2976.377 +/- 0.250 | dlogz: 2994.557 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 259 | eff(%): 39.382 | loglstar: -inf < -2840.703 < inf | logz: -2847.016 +/- 0.251 | dlogz: 2941.540 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 260 | eff(%): 39.615 | loglstar: -inf < -2762.280 < inf | logz: -2768.603 +/- 0.251 | dlogz: 2812.169 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 261 | eff(%): 39.847 | loglstar: -inf < -2634.705 < inf | logz: -2641.038 +/- 0.251 | dlogz: 2733.747 > 0.109
iter: 105 | bound: 0 | nc: 7 | ncall: 268 | eff(%): 39.179 | loglstar: -inf < -2549.479 < inf | logz: -2555.822 +/- 0.251 | dlogz: 2606.171 > 0.109
iter: 106 | bound: 0 | nc: 4 | ncall: 272 | eff(%): 38.971 | loglstar: -inf < -2514.077 < inf | logz: -2520.430 +/- 0.251 | dlogz: 2520.945 > 0.109
iter: 107 | bound: 0 | nc: 2 | ncall: 274 | eff(%): 39.051 | loglstar: -inf < -2468.016 < inf | logz: -2474.379 +/- 0.252 | dlogz: 2485.543 > 0.109
iter: 108 | bound: 0 | nc: 5 | ncall: 279 | eff(%): 38.710 | loglstar: -inf < -2449.777 < inf | logz: -2456.150 +/- 0.252 | dlogz: 2439.482 > 0.109
iter: 109 | bound: 0 | nc: 1 | ncall: 280 | eff(%): 38.929 | loglstar: -inf < -2417.818 < inf | logz: -2424.200 +/- 0.252 | dlogz: 2421.243 > 0.109
iter: 110 | bound: 0 | nc: 10 | ncall: 290 | eff(%): 37.931 | loglstar: -inf < -2392.856 < inf | logz: -2399.248 +/- 0.252 | dlogz: 2389.284 > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 292 | eff(%): 38.014 | loglstar: -inf < -2273.666 < inf | logz: -2280.069 +/- 0.252 | dlogz: 2364.322 > 0.109
iter: 112 | bound: 0 | nc: 2 | ncall: 294 | eff(%): 38.095 | loglstar: -inf < -2205.526 < inf | logz: -2211.939 +/- 0.253 | dlogz: 2245.132 > 0.109
iter: 113 | bound: 0 | nc: 2 | ncall: 296 | eff(%): 38.176 | loglstar: -inf < -2192.809 < inf | logz: -2199.232 +/- 0.253 | dlogz: 2176.993 > 0.109
iter: 114 | bound: 0 | nc: 6 | ncall: 302 | eff(%): 37.748 | loglstar: -inf < -2170.195 < inf | logz: -2176.628 +/- 0.253 | dlogz: 2164.276 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 303 | eff(%): 37.954 | loglstar: -inf < -2118.197 < inf | logz: -2124.640 +/- 0.253 | dlogz: 2141.662 > 0.109
iter: 116 | bound: 0 | nc: 2 | ncall: 305 | eff(%): 38.033 | loglstar: -inf < -2076.633 < inf | logz: -2083.085 +/- 0.253 | dlogz: 2089.664 > 0.109
iter: 117 | bound: 0 | nc: 3 | ncall: 308 | eff(%): 37.987 | loglstar: -inf < -2020.344 < inf | logz: -2026.807 +/- 0.254 | dlogz: 2048.099 > 0.109
iter: 118 | bound: 0 | nc: 7 | ncall: 315 | eff(%): 37.460 | loglstar: -inf < -1967.634 < inf | logz: -1974.107 +/- 0.254 | dlogz: 1991.811 > 0.109
iter: 119 | bound: 0 | nc: 2 | ncall: 317 | eff(%): 37.539 | loglstar: -inf < -1953.786 < inf | logz: -1960.269 +/- 0.254 | dlogz: 1939.101 > 0.109
iter: 120 | bound: 0 | nc: 4 | ncall: 321 | eff(%): 37.383 | loglstar: -inf < -1931.389 < inf | logz: -1937.881 +/- 0.254 | dlogz: 1925.252 > 0.109
iter: 121 | bound: 0 | nc: 1 | ncall: 322 | eff(%): 37.578 | loglstar: -inf < -1822.520 < inf | logz: -1829.023 +/- 0.254 | dlogz: 1902.855 > 0.109
iter: 122 | bound: 0 | nc: 4 | ncall: 326 | eff(%): 37.423 | loglstar: -inf < -1818.452 < inf | logz: -1824.931 +/- 0.251 | dlogz: 1793.987 > 0.109
iter: 123 | bound: 0 | nc: 4 | ncall: 330 | eff(%): 37.273 | loglstar: -inf < -1813.528 < inf | logz: -1820.036 +/- 0.253 | dlogz: 1789.885 > 0.109
iter: 124 | bound: 0 | nc: 5 | ncall: 335 | eff(%): 37.015 | loglstar: -inf < -1813.446 < inf | logz: -1818.926 +/- 0.232 | dlogz: 1784.980 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 336 | eff(%): 37.202 | loglstar: -inf < -1691.164 < inf | logz: -1697.706 +/- 0.255 | dlogz: 1783.860 > 0.109
iter: 126 | bound: 0 | nc: 3 | ncall: 339 | eff(%): 37.168 | loglstar: -inf < -1644.988 < inf | logz: -1651.540 +/- 0.255 | dlogz: 1662.630 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 340 | eff(%): 37.353 | loglstar: -inf < -1636.644 < inf | logz: -1643.206 +/- 0.255 | dlogz: 1616.454 > 0.109
iter: 128 | bound: 0 | nc: 2 | ncall: 342 | eff(%): 37.427 | loglstar: -inf < -1614.487 < inf | logz: -1621.059 +/- 0.256 | dlogz: 1608.110 > 0.109
iter: 129 | bound: 0 | nc: 6 | ncall: 348 | eff(%): 37.069 | loglstar: -inf < -1583.685 < inf | logz: -1590.267 +/- 0.256 | dlogz: 1585.953 > 0.109
iter: 130 | bound: 0 | nc: 2 | ncall: 350 | eff(%): 37.143 | loglstar: -inf < -1578.025 < inf | logz: -1584.610 +/- 0.255 | dlogz: 1555.151 > 0.109
iter: 131 | bound: 0 | nc: 7 | ncall: 357 | eff(%): 36.695 | loglstar: -inf < -1518.849 < inf | logz: -1525.451 +/- 0.256 | dlogz: 1549.484 > 0.109
iter: 132 | bound: 0 | nc: 3 | ncall: 360 | eff(%): 36.667 | loglstar: -inf < -1470.511 < inf | logz: -1477.123 +/- 0.256 | dlogz: 1490.316 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 363 | eff(%): 36.639 | loglstar: -inf < -1464.976 < inf | logz: -1471.590 +/- 0.256 | dlogz: 1441.977 > 0.109
iter: 134 | bound: 0 | nc: 4 | ncall: 367 | eff(%): 36.512 | loglstar: -inf < -1463.248 < inf | logz: -1469.573 +/- 0.242 | dlogz: 1436.435 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 368 | eff(%): 36.685 | loglstar: -inf < -1437.007 < inf | logz: -1443.648 +/- 0.257 | dlogz: 1434.408 > 0.109
iter: 136 | bound: 0 | nc: 1 | ncall: 369 | eff(%): 36.856 | loglstar: -inf < -1410.842 < inf | logz: -1417.494 +/- 0.257 | dlogz: 1408.473 > 0.109
iter: 137 | bound: 0 | nc: 5 | ncall: 374 | eff(%): 36.631 | loglstar: -inf < -1271.887 < inf | logz: -1278.549 +/- 0.257 | dlogz: 1382.309 > 0.109
iter: 138 | bound: 0 | nc: 2 | ncall: 376 | eff(%): 36.702 | loglstar: -inf < -1125.206 < inf | logz: -1131.877 +/- 0.258 | dlogz: 1243.354 > 0.109
iter: 139 | bound: 0 | nc: 16 | ncall: 392 | eff(%): 35.459 | loglstar: -inf < -1112.856 < inf | logz: -1119.537 +/- 0.258 | dlogz: 1096.672 > 0.109
iter: 140 | bound: 0 | nc: 3 | ncall: 395 | eff(%): 35.443 | loglstar: -inf < -1105.774 < inf | logz: -1112.464 +/- 0.258 | dlogz: 1084.322 > 0.109
iter: 141 | bound: 0 | nc: 3 | ncall: 398 | eff(%): 35.427 | loglstar: -inf < -1088.555 < inf | logz: -1095.256 +/- 0.258 | dlogz: 1077.239 > 0.109
iter: 142 | bound: 0 | nc: 2 | ncall: 400 | eff(%): 35.500 | loglstar: -inf < -1085.115 < inf | logz: -1091.764 +/- 0.253 | dlogz: 1060.021 > 0.109
iter: 143 | bound: 0 | nc: 4 | ncall: 404 | eff(%): 35.396 | loglstar: -inf < -1071.953 < inf | logz: -1078.674 +/- 0.259 | dlogz: 1056.519 > 0.109
iter: 144 | bound: 0 | nc: 1 | ncall: 405 | eff(%): 35.556 | loglstar: -inf < -1068.127 < inf | logz: -1074.815 +/- 0.255 | dlogz: 1043.419 > 0.109
iter: 145 | bound: 0 | nc: 3 | ncall: 408 | eff(%): 35.539 | loglstar: -inf < -1034.183 < inf | logz: -1040.924 +/- 0.259 | dlogz: 1039.550 > 0.109
iter: 146 | bound: 0 | nc: 1 | ncall: 409 | eff(%): 35.697 | loglstar: -inf < -993.937 < inf | logz: -1000.688 +/- 0.259 | dlogz: 1005.649 > 0.109
iter: 147 | bound: 0 | nc: 13 | ncall: 422 | eff(%): 34.834 | loglstar: -inf < -963.375 < inf | logz: -970.136 +/- 0.259 | dlogz: 965.403 > 0.109
iter: 148 | bound: 0 | nc: 6 | ncall: 428 | eff(%): 34.579 | loglstar: -inf < -947.272 < inf | logz: -954.043 +/- 0.260 | dlogz: 934.841 > 0.109
iter: 149 | bound: 0 | nc: 5 | ncall: 433 | eff(%): 34.411 | loglstar: -inf < -905.315 < inf | logz: -912.096 +/- 0.260 | dlogz: 918.738 > 0.109
iter: 150 | bound: 0 | nc: 3 | ncall: 436 | eff(%): 34.404 | loglstar: -inf < -900.301 < inf | logz: -907.079 +/- 0.258 | dlogz: 876.781 > 0.109
iter: 151 | bound: 0 | nc: 1 | ncall: 437 | eff(%): 34.554 | loglstar: -inf < -866.210 < inf | logz: -873.011 +/- 0.260 | dlogz: 871.754 > 0.109
iter: 152 | bound: 0 | nc: 2 | ncall: 439 | eff(%): 34.624 | loglstar: -inf < -859.205 < inf | logz: -866.014 +/- 0.260 | dlogz: 837.676 > 0.109
iter: 153 | bound: 0 | nc: 2 | ncall: 441 | eff(%): 34.694 | loglstar: -inf < -819.890 < inf | logz: -826.710 +/- 0.261 | dlogz: 830.669 > 0.109
iter: 154 | bound: 0 | nc: 2 | ncall: 443 | eff(%): 34.763 | loglstar: -inf < -798.627 < inf | logz: -805.458 +/- 0.261 | dlogz: 791.356 > 0.109
iter: 155 | bound: 0 | nc: 2 | ncall: 445 | eff(%): 34.831 | loglstar: -inf < -763.128 < inf | logz: -769.969 +/- 0.261 | dlogz: 770.093 > 0.109
iter: 156 | bound: 0 | nc: 5 | ncall: 450 | eff(%): 34.667 | loglstar: -inf < -751.243 < inf | logz: -758.094 +/- 0.261 | dlogz: 734.595 > 0.109
iter: 157 | bound: 0 | nc: 1 | ncall: 451 | eff(%): 34.812 | loglstar: -inf < -745.725 < inf | logz: -752.577 +/- 0.260 | dlogz: 722.710 > 0.109
iter: 158 | bound: 0 | nc: 2 | ncall: 453 | eff(%): 34.879 | loglstar: -inf < -726.798 < inf | logz: -733.669 +/- 0.261 | dlogz: 717.183 > 0.109
iter: 159 | bound: 0 | nc: 8 | ncall: 461 | eff(%): 34.490 | loglstar: -inf < -710.676 < inf | logz: -717.556 +/- 0.262 | dlogz: 698.265 > 0.109
iter: 160 | bound: 0 | nc: 1 | ncall: 462 | eff(%): 34.632 | loglstar: -inf < -702.975 < inf | logz: -709.865 +/- 0.262 | dlogz: 682.142 > 0.109
iter: 161 | bound: 0 | nc: 3 | ncall: 465 | eff(%): 34.624 | loglstar: -inf < -702.522 < inf | logz: -708.599 +/- 0.241 | dlogz: 674.441 > 0.109
iter: 162 | bound: 0 | nc: 1 | ncall: 466 | eff(%): 34.764 | loglstar: -inf < -684.903 < inf | logz: -691.813 +/- 0.262 | dlogz: 673.165 > 0.109
iter: 163 | bound: 0 | nc: 1 | ncall: 467 | eff(%): 34.904 | loglstar: -inf < -662.713 < inf | logz: -669.633 +/- 0.262 | dlogz: 656.369 > 0.109
iter: 164 | bound: 0 | nc: 8 | ncall: 475 | eff(%): 34.526 | loglstar: -inf < -591.235 < inf | logz: -598.165 +/- 0.263 | dlogz: 634.179 > 0.109
iter: 165 | bound: 0 | nc: 4 | ncall: 479 | eff(%): 34.447 | loglstar: -inf < -584.559 < inf | logz: -591.497 +/- 0.262 | dlogz: 562.701 > 0.109
iter: 166 | bound: 0 | nc: 6 | ncall: 485 | eff(%): 34.227 | loglstar: -inf < -574.682 < inf | logz: -581.632 +/- 0.263 | dlogz: 556.023 > 0.109
iter: 167 | bound: 0 | nc: 1 | ncall: 486 | eff(%): 34.362 | loglstar: -inf < -563.070 < inf | logz: -570.030 +/- 0.263 | dlogz: 546.149 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 488 | eff(%): 34.426 | loglstar: -inf < -558.489 < inf | logz: -565.439 +/- 0.261 | dlogz: 534.536 > 0.109
iter: 169 | bound: 0 | nc: 4 | ncall: 492 | eff(%): 34.350 | loglstar: -inf < -553.461 < inf | logz: -560.428 +/- 0.262 | dlogz: 529.935 > 0.109
iter: 170 | bound: 0 | nc: 7 | ncall: 499 | eff(%): 34.068 | loglstar: -inf < -551.444 < inf | logz: -558.195 +/- 0.251 | dlogz: 524.914 > 0.109
iter: 171 | bound: 0 | nc: 3 | ncall: 502 | eff(%): 34.064 | loglstar: -inf < -535.907 < inf | logz: -542.907 +/- 0.264 | dlogz: 522.672 > 0.109
iter: 172 | bound: 0 | nc: 6 | ncall: 508 | eff(%): 33.858 | loglstar: -inf < -535.102 < inf | logz: -541.471 +/- 0.244 | dlogz: 507.373 > 0.109
iter: 173 | bound: 0 | nc: 2 | ncall: 510 | eff(%): 33.922 | loglstar: -inf < -528.826 < inf | logz: -535.840 +/- 0.264 | dlogz: 505.927 > 0.109
iter: 174 | bound: 0 | nc: 1 | ncall: 511 | eff(%): 34.051 | loglstar: -inf < -525.579 < inf | logz: -532.533 +/- 0.259 | dlogz: 500.287 > 0.109
iter: 175 | bound: 0 | nc: 2 | ncall: 513 | eff(%): 34.113 | loglstar: -inf < -516.126 < inf | logz: -523.165 +/- 0.265 | dlogz: 496.969 > 0.109
iter: 176 | bound: 0 | nc: 3 | ncall: 516 | eff(%): 34.109 | loglstar: -inf < -508.008 < inf | logz: -515.057 +/- 0.265 | dlogz: 487.592 > 0.109
iter: 177 | bound: 0 | nc: 1 | ncall: 517 | eff(%): 34.236 | loglstar: -inf < -497.329 < inf | logz: -504.388 +/- 0.265 | dlogz: 479.473 > 0.109
iter: 178 | bound: 0 | nc: 4 | ncall: 521 | eff(%): 34.165 | loglstar: -inf < -484.329 < inf | logz: -491.399 +/- 0.265 | dlogz: 468.795 > 0.109
iter: 179 | bound: 0 | nc: 1 | ncall: 522 | eff(%): 34.291 | loglstar: -inf < -484.166 < inf | logz: -490.250 +/- 0.244 | dlogz: 455.795 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 524 | eff(%): 34.351 | loglstar: -inf < -480.131 < inf | logz: -487.157 +/- 0.260 | dlogz: 454.636 > 0.109
iter: 181 | bound: 0 | nc: 13 | ncall: 537 | eff(%): 33.706 | loglstar: -inf < -461.761 < inf | logz: -468.860 +/- 0.266 | dlogz: 451.534 > 0.109
iter: 182 | bound: 0 | nc: 15 | ncall: 552 | eff(%): 32.971 | loglstar: -inf < -459.507 < inf | logz: -466.425 +/- 0.255 | dlogz: 433.227 > 0.109
iter: 183 | bound: 0 | nc: 6 | ncall: 558 | eff(%): 32.796 | loglstar: -inf < -454.761 < inf | logz: -461.861 +/- 0.264 | dlogz: 430.782 > 0.109
iter: 184 | bound: 0 | nc: 2 | ncall: 560 | eff(%): 32.857 | loglstar: -inf < -449.573 < inf | logz: -456.691 +/- 0.265 | dlogz: 426.208 > 0.109
iter: 185 | bound: 0 | nc: 4 | ncall: 564 | eff(%): 32.801 | loglstar: -inf < -445.466 < inf | logz: -452.572 +/- 0.263 | dlogz: 421.028 > 0.109
iter: 186 | bound: 0 | nc: 3 | ncall: 567 | eff(%): 32.804 | loglstar: -inf < -441.666 < inf | logz: -448.770 +/- 0.263 | dlogz: 416.899 > 0.109
iter: 187 | bound: 0 | nc: 3 | ncall: 570 | eff(%): 32.807 | loglstar: -inf < -437.768 < inf | logz: -444.886 +/- 0.263 | dlogz: 413.087 > 0.109
iter: 188 | bound: 0 | nc: 3 | ncall: 573 | eff(%): 32.810 | loglstar: -inf < -437.731 < inf | logz: -443.809 +/- 0.244 | dlogz: 409.193 > 0.109
iter: 189 | bound: 0 | nc: 5 | ncall: 578 | eff(%): 32.699 | loglstar: -inf < -406.850 < inf | logz: -414.029 +/- 0.267 | dlogz: 408.106 > 0.109
iter: 190 | bound: 0 | nc: 9 | ncall: 587 | eff(%): 32.368 | loglstar: -inf < -380.743 < inf | logz: -387.932 +/- 0.267 | dlogz: 378.316 > 0.109
iter: 191 | bound: 0 | nc: 5 | ncall: 592 | eff(%): 32.264 | loglstar: -inf < -379.416 < inf | logz: -386.188 +/- 0.251 | dlogz: 352.209 > 0.109
iter: 192 | bound: 0 | nc: 3 | ncall: 595 | eff(%): 32.269 | loglstar: -inf < -362.547 < inf | logz: -369.756 +/- 0.268 | dlogz: 350.455 > 0.109
iter: 193 | bound: 0 | nc: 3 | ncall: 598 | eff(%): 32.274 | loglstar: -inf < -360.582 < inf | logz: -367.553 +/- 0.255 | dlogz: 334.013 > 0.109
iter: 194 | bound: 0 | nc: 3 | ncall: 601 | eff(%): 32.280 | loglstar: -inf < -349.478 < inf | logz: -356.707 +/- 0.268 | dlogz: 331.800 > 0.109
iter: 195 | bound: 0 | nc: 16 | ncall: 617 | eff(%): 31.605 | loglstar: -inf < -342.108 < inf | logz: -349.345 +/- 0.268 | dlogz: 320.945 > 0.109
iter: 196 | bound: 0 | nc: 3 | ncall: 620 | eff(%): 31.613 | loglstar: -inf < -339.121 < inf | logz: -346.273 +/- 0.262 | dlogz: 313.573 > 0.109
iter: 197 | bound: 0 | nc: 17 | ncall: 637 | eff(%): 30.926 | loglstar: -inf < -331.547 < inf | logz: -338.805 +/- 0.269 | dlogz: 310.491 > 0.109
iter: 198 | bound: 0 | nc: 10 | ncall: 647 | eff(%): 30.603 | loglstar: -inf < -330.207 < inf | logz: -337.053 +/- 0.252 | dlogz: 303.012 > 0.109
iter: 199 | bound: 0 | nc: 7 | ncall: 654 | eff(%): 30.428 | loglstar: -inf < -326.429 < inf | logz: -333.651 +/- 0.264 | dlogz: 301.251 > 0.109
iter: 200 | bound: 0 | nc: 2 | ncall: 656 | eff(%): 30.488 | loglstar: -inf < -325.887 < inf | logz: -332.386 +/- 0.247 | dlogz: 297.839 > 0.109
iter: 201 | bound: 0 | nc: 6 | ncall: 662 | eff(%): 30.363 | loglstar: -inf < -325.819 < inf | logz: -331.728 +/- 0.238 | dlogz: 296.563 > 0.109
iter: 202 | bound: 0 | nc: 16 | ncall: 678 | eff(%): 29.794 | loglstar: -inf < -325.521 < inf | logz: -331.271 +/- 0.231 | dlogz: 295.896 > 0.109
iter: 203 | bound: 0 | nc: 2 | ncall: 680 | eff(%): 29.853 | loglstar: -inf < -324.188 < inf | logz: -330.578 +/- 0.232 | dlogz: 295.429 > 0.109
iter: 204 | bound: 0 | nc: 9 | ncall: 689 | eff(%): 29.608 | loglstar: -inf < -323.067 < inf | logz: -329.626 +/- 0.235 | dlogz: 294.726 > 0.109
iter: 205 | bound: 0 | nc: 2 | ncall: 691 | eff(%): 29.667 | loglstar: -inf < -319.280 < inf | logz: -326.548 +/- 0.263 | dlogz: 293.764 > 0.109
iter: 206 | bound: 0 | nc: 11 | ncall: 702 | eff(%): 29.345 | loglstar: -inf < -317.989 < inf | logz: -324.884 +/- 0.252 | dlogz: 290.676 > 0.109
iter: 207 | bound: 0 | nc: 7 | ncall: 709 | eff(%): 29.196 | loglstar: -inf < -310.737 < inf | logz: -318.093 +/- 0.270 | dlogz: 289.002 > 0.109
iter: 208 | bound: 0 | nc: 2 | ncall: 711 | eff(%): 29.255 | loglstar: -inf < -295.842 < inf | logz: -303.210 +/- 0.271 | dlogz: 282.201 > 0.109
iter: 209 | bound: 0 | nc: 2 | ncall: 713 | eff(%): 29.313 | loglstar: -inf < -284.984 < inf | logz: -292.362 +/- 0.271 | dlogz: 267.308 > 0.109
iter: 210 | bound: 0 | nc: 6 | ncall: 719 | eff(%): 29.207 | loglstar: -inf < -284.420 < inf | logz: -291.046 +/- 0.251 | dlogz: 256.451 > 0.109
iter: 211 | bound: 0 | nc: 4 | ncall: 723 | eff(%): 29.184 | loglstar: -inf < -278.231 < inf | logz: -285.622 +/- 0.270 | dlogz: 255.124 > 0.109
iter: 212 | bound: 0 | nc: 1 | ncall: 724 | eff(%): 29.282 | loglstar: -inf < -273.329 < inf | logz: -280.722 +/- 0.270 | dlogz: 249.691 > 0.109
iter: 213 | bound: 0 | nc: 3 | ncall: 727 | eff(%): 29.298 | loglstar: -inf < -272.643 < inf | logz: -279.358 +/- 0.251 | dlogz: 244.781 > 0.109
iter: 214 | bound: 0 | nc: 9 | ncall: 736 | eff(%): 29.076 | loglstar: -inf < -269.688 < inf | logz: -276.969 +/- 0.261 | dlogz: 243.407 > 0.109
iter: 215 | bound: 0 | nc: 1 | ncall: 737 | eff(%): 29.172 | loglstar: -inf < -267.613 < inf | logz: -274.810 +/- 0.258 | dlogz: 241.007 > 0.109
iter: 216 | bound: 0 | nc: 4 | ncall: 741 | eff(%): 29.150 | loglstar: -inf < -266.204 < inf | logz: -273.208 +/- 0.252 | dlogz: 238.839 > 0.109
iter: 217 | bound: 0 | nc: 8 | ncall: 749 | eff(%): 28.972 | loglstar: -inf < -263.774 < inf | logz: -271.028 +/- 0.259 | dlogz: 237.227 > 0.109
iter: 218 | bound: 0 | nc: 4 | ncall: 753 | eff(%): 28.951 | loglstar: -inf < -262.635 < inf | logz: -269.562 +/- 0.251 | dlogz: 235.036 > 0.109
iter: 219 | bound: 0 | nc: 8 | ncall: 761 | eff(%): 28.778 | loglstar: -inf < -261.824 < inf | logz: -268.506 +/- 0.245 | dlogz: 233.561 > 0.109
iter: 220 | bound: 0 | nc: 2 | ncall: 763 | eff(%): 28.834 | loglstar: -inf < -261.609 < inf | logz: -267.813 +/- 0.239 | dlogz: 232.495 > 0.109
iter: 221 | bound: 0 | nc: 16 | ncall: 779 | eff(%): 28.370 | loglstar: -inf < -257.927 < inf | logz: -265.313 +/- 0.263 | dlogz: 231.791 > 0.109
iter: 222 | bound: 0 | nc: 25 | ncall: 804 | eff(%): 27.612 | loglstar: -inf < -256.196 < inf | logz: -263.383 +/- 0.257 | dlogz: 229.282 > 0.109
iter: 223 | bound: 0 | nc: 1 | ncall: 805 | eff(%): 27.702 | loglstar: -inf < -255.214 < inf | logz: -262.091 +/- 0.250 | dlogz: 227.342 > 0.109
iter: 224 | bound: 0 | nc: 3 | ncall: 808 | eff(%): 27.723 | loglstar: -inf < -246.140 < inf | logz: -253.667 +/- 0.274 | dlogz: 226.040 > 0.109
iter: 225 | bound: 0 | nc: 11 | ncall: 819 | eff(%): 27.473 | loglstar: -inf < -244.111 < inf | logz: -251.413 +/- 0.262 | dlogz: 217.606 > 0.109
iter: 226 | bound: 0 | nc: 2 | ncall: 821 | eff(%): 27.527 | loglstar: -inf < -234.952 < inf | logz: -242.499 +/- 0.274 | dlogz: 215.342 > 0.109
iter: 227 | bound: 0 | nc: 2 | ncall: 823 | eff(%): 27.582 | loglstar: -inf < -233.689 < inf | logz: -240.796 +/- 0.257 | dlogz: 206.418 > 0.109
iter: 228 | bound: 0 | nc: 30 | ncall: 853 | eff(%): 26.729 | loglstar: -inf < -231.783 < inf | logz: -239.025 +/- 0.257 | dlogz: 204.705 > 0.109
iter: 229 | bound: 0 | nc: 16 | ncall: 869 | eff(%): 26.352 | loglstar: -inf < -215.148 < inf | logz: -222.725 +/- 0.275 | dlogz: 202.924 > 0.109
iter: 230 | bound: 0 | nc: 2 | ncall: 871 | eff(%): 26.406 | loglstar: -inf < -212.406 < inf | logz: -219.871 +/- 0.267 | dlogz: 186.615 > 0.109
iter: 231 | bound: 0 | nc: 7 | ncall: 878 | eff(%): 26.310 | loglstar: -inf < -211.551 < inf | logz: -218.500 +/- 0.254 | dlogz: 183.750 > 0.109
iter: 232 | bound: 0 | nc: 20 | ncall: 898 | eff(%): 25.835 | loglstar: -inf < -208.469 < inf | logz: -215.950 +/- 0.265 | dlogz: 182.370 > 0.109
iter: 233 | bound: 0 | nc: 20 | ncall: 918 | eff(%): 25.381 | loglstar: -inf < -203.047 < inf | logz: -210.654 +/- 0.274 | dlogz: 179.810 > 0.109
iter: 234 | bound: 0 | nc: 14 | ncall: 932 | eff(%): 25.107 | loglstar: -inf < -202.555 < inf | logz: -209.378 +/- 0.255 | dlogz: 174.504 > 0.109
iter: 235 | bound: 0 | nc: 6 | ncall: 938 | eff(%): 25.053 | loglstar: -inf < -202.392 < inf | logz: -208.702 +/- 0.245 | dlogz: 173.217 > 0.109
iter: 236 | bound: 0 | nc: 19 | ncall: 957 | eff(%): 24.660 | loglstar: -inf < -200.320 < inf | logz: -207.493 +/- 0.251 | dlogz: 172.532 > 0.109
iter: 237 | bound: 0 | nc: 5 | ncall: 962 | eff(%): 24.636 | loglstar: -inf < -199.397 < inf | logz: -206.340 +/- 0.248 | dlogz: 171.313 > 0.109
iter: 238 | bound: 0 | nc: 46 | ncall: 1008 | eff(%): 23.611 | loglstar: -inf < -198.434 < inf | logz: -205.326 +/- 0.246 | dlogz: 170.149 > 0.109
iter: 239 | bound: 0 | nc: 31 | ncall: 1039 | eff(%): 23.003 | loglstar: -inf < -197.365 < inf | logz: -204.302 +/- 0.246 | dlogz: 169.126 > 0.109
iter: 240 | bound: 0 | nc: 5 | ncall: 1044 | eff(%): 22.989 | loglstar: -inf < -194.401 < inf | logz: -201.938 +/- 0.265 | dlogz: 168.092 > 0.109
iter: 241 | bound: 0 | nc: 4 | ncall: 1048 | eff(%): 22.996 | loglstar: -inf < -192.336 < inf | logz: -199.789 +/- 0.263 | dlogz: 165.718 > 0.109
iter: 242 | bound: 0 | nc: 17 | ncall: 1065 | eff(%): 22.723 | loglstar: -inf < -191.228 < inf | logz: -198.371 +/- 0.255 | dlogz: 163.559 > 0.109
iter: 243 | bound: 0 | nc: 10 | ncall: 1075 | eff(%): 22.605 | loglstar: -inf < -190.069 < inf | logz: -197.159 +/- 0.252 | dlogz: 162.131 > 0.109
iter: 244 | bound: 0 | nc: 5 | ncall: 1080 | eff(%): 22.593 | loglstar: -inf < -189.924 < inf | logz: -196.398 +/- 0.245 | dlogz: 160.909 > 0.109
iter: 245 | bound: 0 | nc: 21 | ncall: 1101 | eff(%): 22.252 | loglstar: -inf < -182.430 < inf | logz: -190.164 +/- 0.277 | dlogz: 160.138 > 0.109
iter: 246 | bound: 0 | nc: 2 | ncall: 1103 | eff(%): 22.303 | loglstar: -inf < -182.045 < inf | logz: -188.928 +/- 0.257 | dlogz: 153.894 > 0.109
iter: 247 | bound: 0 | nc: 32 | ncall: 1135 | eff(%): 21.762 | loglstar: -inf < -180.054 < inf | logz: -187.429 +/- 0.258 | dlogz: 152.649 > 0.109
iter: 248 | bound: 0 | nc: 2 | ncall: 1137 | eff(%): 21.812 | loglstar: -inf < -179.308 < inf | logz: -186.297 +/- 0.252 | dlogz: 151.139 > 0.109
iter: 249 | bound: 0 | nc: 15 | ncall: 1152 | eff(%): 21.615 | loglstar: -inf < -172.419 < inf | logz: -180.192 +/- 0.278 | dlogz: 149.997 > 0.109
iter: 250 | bound: 0 | nc: 4 | ncall: 1156 | eff(%): 21.626 | loglstar: -inf < -170.502 < inf | logz: -178.028 +/- 0.266 | dlogz: 143.882 > 0.109
iter: 251 | bound: 0 | nc: 19 | ncall: 1175 | eff(%): 21.362 | loglstar: -inf < -168.665 < inf | logz: -176.147 +/- 0.262 | dlogz: 141.709 > 0.109
iter: 252 | bound: 0 | nc: 23 | ncall: 1198 | eff(%): 21.035 | loglstar: -inf < -165.404 < inf | logz: -173.122 +/- 0.272 | dlogz: 139.818 > 0.109
iter: 253 | bound: 0 | nc: 9 | ncall: 1207 | eff(%): 20.961 | loglstar: -inf < -164.831 < inf | logz: -171.865 +/- 0.257 | dlogz: 142.036 > 0.109
iter: 254 | bound: 0 | nc: 14 | ncall: 1221 | eff(%): 20.803 | loglstar: -inf < -162.941 < inf | logz: -170.372 +/- 0.259 | dlogz: 140.769 > 0.109
iter: 255 | bound: 0 | nc: 8 | ncall: 1229 | eff(%): 20.749 | loglstar: -inf < -160.373 < inf | logz: -168.033 +/- 0.267 | dlogz: 139.266 > 0.109
iter: 256 | bound: 0 | nc: 20 | ncall: 1249 | eff(%): 20.496 | loglstar: -inf < -159.629 < inf | logz: -166.758 +/- 0.257 | dlogz: 136.917 > 0.109
iter: 257 | bound: 0 | nc: 12 | ncall: 1261 | eff(%): 20.381 | loglstar: -inf < -158.029 < inf | logz: -165.403 +/- 0.257 | dlogz: 145.115 > 0.109
iter: 258 | bound: 0 | nc: 51 | ncall: 1312 | eff(%): 19.665 | loglstar: -inf < -158.019 < inf | logz: -164.601 +/- 0.249 | dlogz: 143.749 > 0.109
iter: 259 | bound: 0 | nc: 34 | ncall: 1346 | eff(%): 19.242 | loglstar: -inf < -157.564 < inf | logz: -164.067 +/- 0.244 | dlogz: 142.938 > 0.109
iter: 260 | bound: 0 | nc: 8 | ncall: 1354 | eff(%): 19.202 | loglstar: -inf < -155.358 < inf | logz: -162.806 +/- 0.255 | dlogz: 142.393 > 0.109
iter: 261 | bound: 0 | nc: 10 | ncall: 1364 | eff(%): 19.135 | loglstar: -inf < -154.008 < inf | logz: -161.394 +/- 0.257 | dlogz: 141.122 > 0.109
iter: 262 | bound: 0 | nc: 9 | ncall: 1373 | eff(%): 19.082 | loglstar: -inf < -152.956 < inf | logz: -160.200 +/- 0.254 | dlogz: 139.700 > 0.109
iter: 263 | bound: 0 | nc: 6 | ncall: 1379 | eff(%): 19.072 | loglstar: -inf < -152.228 < inf | logz: -159.257 +/- 0.251 | dlogz: 138.497 > 0.109
iter: 264 | bound: 0 | nc: 28 | ncall: 1407 | eff(%): 18.763 | loglstar: -inf < -148.783 < inf | logz: -156.604 +/- 0.272 | dlogz: 137.543 > 0.109
iter: 265 | bound: 0 | nc: 2 | ncall: 1409 | eff(%): 18.808 | loglstar: -inf < -148.149 < inf | logz: -155.331 +/- 0.259 | dlogz: 134.881 > 0.109
iter: 266 | bound: 0 | nc: 26 | ncall: 1435 | eff(%): 18.537 | loglstar: -inf < -147.485 < inf | logz: -154.467 +/- 0.252 | dlogz: 133.597 > 0.109
iter: 267 | bound: 0 | nc: 6 | ncall: 1441 | eff(%): 18.529 | loglstar: -inf < -146.927 < inf | logz: -153.755 +/- 0.248 | dlogz: 132.724 > 0.109
iter: 268 | bound: 0 | nc: 3 | ncall: 1444 | eff(%): 18.560 | loglstar: -inf < -145.539 < inf | logz: -152.797 +/- 0.250 | dlogz: 132.002 > 0.109
iter: 269 | bound: 0 | nc: 1 | ncall: 1445 | eff(%): 18.616 | loglstar: -inf < -144.685 < inf | logz: -151.828 +/- 0.250 | dlogz: 131.034 > 0.109
iter: 270 | bound: 0 | nc: 6 | ncall: 1451 | eff(%): 18.608 | loglstar: -inf < -141.312 < inf | logz: -149.189 +/- 0.273 | dlogz: 130.055 > 0.109
iter: 271 | bound: 0 | nc: 22 | ncall: 1473 | eff(%): 18.398 | loglstar: -inf < -136.700 < inf | logz: -144.674 +/- 0.280 | dlogz: 127.406 > 0.109
iter: 272 | bound: 0 | nc: 3 | ncall: 1476 | eff(%): 18.428 | loglstar: -inf < -135.006 < inf | logz: -142.693 +/- 0.268 | dlogz: 122.882 > 0.109
iter: 273 | bound: 0 | nc: 39 | ncall: 1515 | eff(%): 18.020 | loglstar: -inf < -134.733 < inf | logz: -141.712 +/- 0.257 | dlogz: 120.891 > 0.109
iter: 274 | bound: 0 | nc: 7 | ncall: 1522 | eff(%): 18.003 | loglstar: -inf < -134.436 < inf | logz: -141.111 +/- 0.250 | dlogz: 119.899 > 0.109
iter: 275 | bound: 0 | nc: 9 | ncall: 1531 | eff(%): 17.962 | loglstar: -inf < -133.834 < inf | logz: -140.565 +/- 0.245 | dlogz: 119.288 > 0.109
iter: 276 | bound: 0 | nc: 26 | ncall: 1557 | eff(%): 17.726 | loglstar: -inf < -132.747 < inf | logz: -139.840 +/- 0.246 | dlogz: 118.733 > 0.109
iter: 277 | bound: 0 | nc: 12 | ncall: 1569 | eff(%): 17.655 | loglstar: -inf < -131.212 < inf | logz: -138.690 +/- 0.254 | dlogz: 117.997 > 0.109
iter: 278 | bound: 0 | nc: 2 | ncall: 1571 | eff(%): 17.696 | loglstar: -inf < -130.694 < inf | logz: -137.778 +/- 0.252 | dlogz: 116.838 > 0.109
iter: 279 | bound: 0 | nc: 1 | ncall: 1572 | eff(%): 17.748 | loglstar: -inf < -130.153 < inf | logz: -137.080 +/- 0.248 | dlogz: 115.915 > 0.109
iter: 280 | bound: 0 | nc: 30 | ncall: 1602 | eff(%): 17.478 | loglstar: -inf < -129.955 < inf | logz: -136.551 +/- 0.245 | dlogz: 115.208 > 0.109
iter: 281 | bound: 0 | nc: 13 | ncall: 1615 | eff(%): 17.399 | loglstar: -inf < -129.686 < inf | logz: -136.135 +/- 0.241 | dlogz: 114.669 > 0.109
iter: 282 | bound: 0 | nc: 3 | ncall: 1618 | eff(%): 17.429 | loglstar: -inf < -127.666 < inf | logz: -135.167 +/- 0.252 | dlogz: 114.243 > 0.109
iter: 283 | bound: 0 | nc: 21 | ncall: 1639 | eff(%): 17.267 | loglstar: -inf < -123.546 < inf | logz: -131.616 +/- 0.280 | dlogz: 113.265 > 0.109
iter: 284 | bound: 0 | nc: 13 | ncall: 1652 | eff(%): 17.191 | loglstar: -inf < -122.197 < inf | logz: -129.893 +/- 0.267 | dlogz: 109.703 > 0.109
iter: 285 | bound: 0 | nc: 6 | ncall: 1658 | eff(%): 17.189 | loglstar: -inf < -121.792 < inf | logz: -128.933 +/- 0.258 | dlogz: 107.971 > 0.109
iter: 286 | bound: 0 | nc: 3 | ncall: 1661 | eff(%): 17.219 | loglstar: -inf < -119.549 < inf | logz: -127.360 +/- 0.265 | dlogz: 107.001 > 0.109
iter: 287 | bound: 0 | nc: 13 | ncall: 1674 | eff(%): 17.145 | loglstar: -inf < -118.661 < inf | logz: -126.126 +/- 0.260 | dlogz: 105.418 > 0.109
iter: 288 | bound: 0 | nc: 8 | ncall: 1682 | eff(%): 17.122 | loglstar: -inf < -118.466 < inf | logz: -125.384 +/- 0.254 | dlogz: 104.174 > 0.109
iter: 289 | bound: 0 | nc: 59 | ncall: 1741 | eff(%): 16.600 | loglstar: -inf < -116.447 < inf | logz: -124.151 +/- 0.260 | dlogz: 103.422 > 0.109
iter: 290 | bound: 0 | nc: 46 | ncall: 1787 | eff(%): 16.228 | loglstar: -inf < -116.385 < inf | logz: -123.328 +/- 0.255 | dlogz: 102.179 > 0.109
iter: 291 | bound: 0 | nc: 18 | ncall: 1805 | eff(%): 16.122 | loglstar: -inf < -116.124 < inf | logz: -122.823 +/- 0.249 | dlogz: 101.346 > 0.109
iter: 292 | bound: 0 | nc: 48 | ncall: 1853 | eff(%): 15.758 | loglstar: -inf < -114.596 < inf | logz: -122.014 +/- 0.252 | dlogz: 100.831 > 0.109
iter: 293 | bound: 0 | nc: 9 | ncall: 1862 | eff(%): 15.736 | loglstar: -inf < -113.482 < inf | logz: -120.975 +/- 0.255 | dlogz: 100.012 > 0.109
iter: 294 | bound: 0 | nc: 1 | ncall: 1863 | eff(%): 15.781 | loglstar: -inf < -112.810 < inf | logz: -120.090 +/- 0.254 | dlogz: 98.964 > 0.109
iter: 295 | bound: 0 | nc: 60 | ncall: 1923 | eff(%): 15.341 | loglstar: -inf < -110.277 < inf | logz: -118.259 +/- 0.269 | dlogz: 98.068 > 0.109
iter: 296 | bound: 0 | nc: 2 | ncall: 1925 | eff(%): 15.377 | loglstar: -inf < -109.143 < inf | logz: -116.833 +/- 0.265 | dlogz: 96.228 > 0.109
iter: 297 | bound: 0 | nc: 2 | ncall: 1927 | eff(%): 15.413 | loglstar: -inf < -108.792 < inf | logz: -115.967 +/- 0.258 | dlogz: 94.791 > 0.109
iter: 298 | bound: 0 | nc: 4 | ncall: 1931 | eff(%): 15.432 | loglstar: -inf < -108.722 < inf | logz: -115.437 +/- 0.252 | dlogz: 93.915 > 0.109
iter: 299 | bound: 0 | nc: 13 | ncall: 1944 | eff(%): 15.381 | loglstar: -inf < -108.249 < inf | logz: -115.000 +/- 0.247 | dlogz: 93.376 > 0.109
iter: 300 | bound: 0 | nc: 30 | ncall: 1974 | eff(%): 15.198 | loglstar: -inf < -107.115 < inf | logz: -114.365 +/- 0.248 | dlogz: 92.929 > 0.109
iter: 301 | bound: 0 | nc: 30 | ncall: 2004 | eff(%): 15.020 | loglstar: -inf < -105.444 < inf | logz: -113.194 +/- 0.259 | dlogz: 92.283 > 0.109
iter: 302 | bound: 0 | nc: 4 | ncall: 2008 | eff(%): 15.040 | loglstar: -inf < -104.917 < inf | logz: -112.258 +/- 0.257 | dlogz: 91.103 > 0.109
iter: 303 | bound: 0 | nc: 12 | ncall: 2020 | eff(%): 15.000 | loglstar: -inf < -103.738 < inf | logz: -111.300 +/- 0.257 | dlogz: 90.157 > 0.109
iter: 304 | bound: 0 | nc: 26 | ncall: 2046 | eff(%): 14.858 | loglstar: -inf < -102.972 < inf | logz: -110.395 +/- 0.256 | dlogz: 89.188 > 0.109
iter: 305 | bound: 0 | nc: 4 | ncall: 2050 | eff(%): 14.878 | loglstar: -inf < -102.146 < inf | logz: -109.553 +/- 0.255 | dlogz: 88.274 > 0.109
iter: 306 | bound: 0 | nc: 33 | ncall: 2083 | eff(%): 14.690 | loglstar: -inf < -101.802 < inf | logz: -108.887 +/- 0.252 | dlogz: 87.422 > 0.109
iter: 307 | bound: 0 | nc: 6 | ncall: 2089 | eff(%): 14.696 | loglstar: -inf < -101.231 < inf | logz: -108.311 +/- 0.250 | dlogz: 86.746 > 0.109
iter: 308 | bound: 0 | nc: 36 | ncall: 2125 | eff(%): 14.494 | loglstar: -inf < -101.121 < inf | logz: -107.849 +/- 0.247 | dlogz: 86.160 > 0.109
iter: 309 | bound: 0 | nc: 22 | ncall: 2147 | eff(%): 14.392 | loglstar: -inf < -97.463 < inf | logz: -105.688 +/- 0.276 | dlogz: 85.688 > 0.109
iter: 310 | bound: 0 | nc: 40 | ncall: 2187 | eff(%): 14.175 | loglstar: -inf < -96.605 < inf | logz: -104.335 +/- 0.267 | dlogz: 83.517 > 0.109
iter: 311 | bound: 0 | nc: 8 | ncall: 2195 | eff(%): 14.169 | loglstar: -inf < -96.051 < inf | logz: -103.455 +/- 0.261 | dlogz: 82.154 > 0.109
iter: 312 | bound: 0 | nc: 14 | ncall: 2209 | eff(%): 14.124 | loglstar: -inf < -94.492 < inf | logz: -102.317 +/- 0.263 | dlogz: 81.264 > 0.109
iter: 313 | bound: 0 | nc: 1 | ncall: 2210 | eff(%): 14.163 | loglstar: -inf < -92.799 < inf | logz: -100.796 +/- 0.268 | dlogz: 80.117 > 0.109
iter: 314 | bound: 0 | nc: 42 | ncall: 2252 | eff(%): 13.943 | loglstar: -inf < -91.318 < inf | logz: -99.286 +/- 0.269 | dlogz: 78.586 > 0.109
iter: 315 | bound: 0 | nc: 47 | ncall: 2299 | eff(%): 13.702 | loglstar: -inf < -91.007 < inf | logz: -98.376 +/- 0.262 | dlogz: 77.066 > 0.109
iter: 316 | bound: 0 | nc: 11 | ncall: 2310 | eff(%): 13.680 | loglstar: -inf < -90.868 < inf | logz: -97.825 +/- 0.256 | dlogz: 76.145 > 0.109
iter: 317 | bound: 0 | nc: 19 | ncall: 2329 | eff(%): 13.611 | loglstar: -inf < -90.663 < inf | logz: -97.420 +/- 0.251 | dlogz: 75.584 > 0.109
iter: 318 | bound: 0 | nc: 23 | ncall: 2352 | eff(%): 13.520 | loglstar: -inf < -90.316 < inf | logz: -97.056 +/- 0.248 | dlogz: 75.169 > 0.109
iter: 319 | bound: 0 | nc: 108 | ncall: 2460 | eff(%): 12.967 | loglstar: -inf < -89.916 < inf | logz: -96.691 +/- 0.245 | dlogz: 74.796 > 0.109
iter: 320 | bound: 0 | nc: 5 | ncall: 2465 | eff(%): 12.982 | loglstar: -inf < -88.813 < inf | logz: -96.144 +/- 0.247 | dlogz: 74.421 > 0.109
iter: 321 | bound: 0 | nc: 23 | ncall: 2488 | eff(%): 12.902 | loglstar: -inf < -88.712 < inf | logz: -95.638 +/- 0.247 | dlogz: 73.864 > 0.109
iter: 322 | bound: 0 | nc: 9 | ncall: 2497 | eff(%): 12.895 | loglstar: -inf < -86.980 < inf | logz: -94.773 +/- 0.256 | dlogz: 73.348 > 0.109
iter: 323 | bound: 0 | nc: 8 | ncall: 2505 | eff(%): 12.894 | loglstar: -inf < -86.430 < inf | logz: -93.926 +/- 0.257 | dlogz: 72.473 > 0.109
iter: 324 | bound: 0 | nc: 26 | ncall: 2531 | eff(%): 12.801 | loglstar: -inf < -85.511 < inf | logz: -93.112 +/- 0.257 | dlogz: 71.616 > 0.109
iter: 325 | bound: 0 | nc: 87 | ncall: 2618 | eff(%): 12.414 | loglstar: -inf < -84.577 < inf | logz: -92.238 +/- 0.259 | dlogz: 70.792 > 0.109
iter: 326 | bound: 0 | nc: 26 | ncall: 2644 | eff(%): 12.330 | loglstar: -inf < -83.885 < inf | logz: -91.431 +/- 0.258 | dlogz: 69.908 > 0.109
iter: 327 | bound: 0 | nc: 32 | ncall: 2676 | eff(%): 12.220 | loglstar: -inf < -83.115 < inf | logz: -90.663 +/- 0.258 | dlogz: 69.091 > 0.109
iter: 328 | bound: 0 | nc: 10 | ncall: 2686 | eff(%): 12.211 | loglstar: -inf < -82.900 < inf | logz: -90.068 +/- 0.255 | dlogz: 68.313 > 0.109
iter: 329 | bound: 0 | nc: 3 | ncall: 2689 | eff(%): 12.235 | loglstar: -inf < -82.792 < inf | logz: -89.650 +/- 0.251 | dlogz: 67.708 > 0.109
iter: 330 | bound: 0 | nc: 4 | ncall: 2693 | eff(%): 12.254 | loglstar: -inf < -82.589 < inf | logz: -89.316 +/- 0.248 | dlogz: 67.280 > 0.109
iter: 331 | bound: 0 | nc: 52 | ncall: 2745 | eff(%): 12.058 | loglstar: -inf < -82.059 < inf | logz: -88.967 +/- 0.246 | dlogz: 66.936 > 0.109
iter: 332 | bound: 0 | nc: 34 | ncall: 2779 | eff(%): 11.947 | loglstar: -inf < -81.997 < inf | logz: -88.645 +/- 0.244 | dlogz: 66.577 > 0.109
iter: 333 | bound: 0 | nc: 21 | ncall: 2800 | eff(%): 11.893 | loglstar: -inf < -80.861 < inf | logz: -88.189 +/- 0.246 | dlogz: 66.245 > 0.109
iter: 334 | bound: 0 | nc: 17 | ncall: 2817 | eff(%): 11.857 | loglstar: -inf < -80.130 < inf | logz: -87.577 +/- 0.250 | dlogz: 65.780 > 0.109
iter: 335 | bound: 0 | nc: 3 | ncall: 2820 | eff(%): 11.879 | loglstar: -inf < -78.165 < inf | logz: -86.328 +/- 0.266 | dlogz: 65.157 > 0.109
iter: 336 | bound: 0 | nc: 49 | ncall: 2869 | eff(%): 11.711 | loglstar: -inf < -77.902 < inf | logz: -85.442 +/- 0.262 | dlogz: 63.898 > 0.109
iter: 337 | bound: 0 | nc: 10 | ncall: 2879 | eff(%): 11.705 | loglstar: -inf < -77.705 < inf | logz: -84.894 +/- 0.258 | dlogz: 63.002 > 0.109
iter: 338 | bound: 0 | nc: 18 | ncall: 2897 | eff(%): 11.667 | loglstar: -inf < -76.505 < inf | logz: -84.206 +/- 0.258 | dlogz: 62.444 > 0.109
iter: 339 | bound: 0 | nc: 22 | ncall: 2919 | eff(%): 11.614 | loglstar: -inf < -75.687 < inf | logz: -83.401 +/- 0.259 | dlogz: 61.746 > 0.109
iter: 340 | bound: 0 | nc: 10 | ncall: 2929 | eff(%): 11.608 | loglstar: -inf < -74.773 < inf | logz: -82.556 +/- 0.261 | dlogz: 60.931 > 0.109
iter: 341 | bound: 0 | nc: 45 | ncall: 2974 | eff(%): 11.466 | loglstar: -inf < -74.521 < inf | logz: -81.902 +/- 0.258 | dlogz: 60.076 > 0.109
iter: 342 | bound: 0 | nc: 40 | ncall: 3014 | eff(%): 11.347 | loglstar: -inf < -74.481 < inf | logz: -81.467 +/- 0.255 | dlogz: 59.413 > 0.109
iter: 343 | bound: 0 | nc: 7 | ncall: 3021 | eff(%): 11.354 | loglstar: -inf < -74.176 < inf | logz: -81.117 +/- 0.251 | dlogz: 58.968 > 0.109
iter: 344 | bound: 0 | nc: 86 | ncall: 3107 | eff(%): 11.072 | loglstar: -inf < -73.871 < inf | logz: -80.782 +/- 0.249 | dlogz: 58.607 > 0.109
iter: 345 | bound: 0 | nc: 4 | ncall: 3111 | eff(%): 11.090 | loglstar: -inf < -72.633 < inf | logz: -80.239 +/- 0.252 | dlogz: 58.263 > 0.109
iter: 346 | bound: 0 | nc: 30 | ncall: 3141 | eff(%): 11.016 | loglstar: -inf < -72.627 < inf | logz: -79.742 +/- 0.252 | dlogz: 57.710 > 0.109
iter: 347 | bound: 0 | nc: 16 | ncall: 3157 | eff(%): 10.991 | loglstar: -inf < -72.431 < inf | logz: -79.383 +/- 0.250 | dlogz: 57.203 > 0.109
iter: 348 | bound: 0 | nc: 23 | ncall: 3180 | eff(%): 10.943 | loglstar: -inf < -72.089 < inf | logz: -79.050 +/- 0.248 | dlogz: 56.834 > 0.109
iter: 349 | bound: 0 | nc: 12 | ncall: 3192 | eff(%): 10.934 | loglstar: -inf < -71.501 < inf | logz: -78.673 +/- 0.248 | dlogz: 56.491 > 0.109
iter: 350 | bound: 0 | nc: 40 | ncall: 3232 | eff(%): 10.829 | loglstar: -inf < -71.194 < inf | logz: -78.286 +/- 0.248 | dlogz: 56.104 > 0.109
iter: 351 | bound: 0 | nc: 76 | ncall: 3308 | eff(%): 10.611 | loglstar: -inf < -70.885 < inf | logz: -77.927 +/- 0.247 | dlogz: 55.708 > 0.109
iter: 352 | bound: 0 | nc: 44 | ncall: 3352 | eff(%): 10.501 | loglstar: -inf < -70.744 < inf | logz: -77.612 +/- 0.246 | dlogz: 55.338 > 0.109
iter: 353 | bound: 0 | nc: 9 | ncall: 3361 | eff(%): 10.503 | loglstar: -inf < -70.710 < inf | logz: -77.356 +/- 0.245 | dlogz: 55.013 > 0.109
iter: 354 | bound: 0 | nc: 143 | ncall: 3504 | eff(%): 10.103 | loglstar: -inf < -70.607 < inf | logz: -77.141 +/- 0.243 | dlogz: 54.747 > 0.109
iter: 355 | bound: 0 | nc: 17 | ncall: 3521 | eff(%): 10.082 | loglstar: -inf < -69.458 < inf | logz: -76.792 +/- 0.245 | dlogz: 54.523 > 0.109
iter: 356 | bound: 0 | nc: 14 | ncall: 3535 | eff(%): 10.071 | loglstar: -inf < -69.457 < inf | logz: -76.425 +/- 0.245 | dlogz: 54.163 > 0.109
iter: 357 | bound: 0 | nc: 1 | ncall: 3536 | eff(%): 10.096 | loglstar: -inf < -68.551 < inf | logz: -76.000 +/- 0.248 | dlogz: 53.786 > 0.109
iter: 358 | bound: 0 | nc: 13 | ncall: 3549 | eff(%): 10.087 | loglstar: -inf < -68.480 < inf | logz: -75.591 +/- 0.248 | dlogz: 53.352 > 0.109
iter: 359 | bound: 0 | nc: 176 | ncall: 3725 | eff(%): 9.638 | loglstar: -inf < -67.546 < inf | logz: -75.115 +/- 0.251 | dlogz: 52.933 > 0.109
iter: 360 | bound: 1 | nc: 40 | ncall: 3765 | eff(%): 9.562 | loglstar: -inf < -67.493 < inf | logz: -74.674 +/- 0.251 | dlogz: 52.446 > 0.109
iter: 361 | bound: 1 | nc: 25 | ncall: 3790 | eff(%): 9.525 | loglstar: -inf < -67.078 < inf | logz: -74.299 +/- 0.250 | dlogz: 51.996 > 0.109
iter: 362 | bound: 1 | nc: 12 | ncall: 3802 | eff(%): 9.521 | loglstar: -inf < -66.514 < inf | logz: -73.884 +/- 0.251 | dlogz: 51.611 > 0.109
iter: 363 | bound: 1 | nc: 12 | ncall: 3814 | eff(%): 9.518 | loglstar: -inf < -66.475 < inf | logz: -73.521 +/- 0.250 | dlogz: 51.186 > 0.109
iter: 364 | bound: 1 | nc: 2 | ncall: 3816 | eff(%): 9.539 | loglstar: -inf < -66.377 < inf | logz: -73.241 +/- 0.248 | dlogz: 50.813 > 0.109
iter: 365 | bound: 1 | nc: 19 | ncall: 3835 | eff(%): 9.518 | loglstar: -inf < -66.374 < inf | logz: -73.015 +/- 0.247 | dlogz: 50.523 > 0.109
iter: 366 | bound: 1 | nc: 11 | ncall: 3846 | eff(%): 9.516 | loglstar: -inf < -66.153 < inf | logz: -72.812 +/- 0.245 | dlogz: 50.287 > 0.109
iter: 367 | bound: 1 | nc: 6 | ncall: 3852 | eff(%): 9.528 | loglstar: -inf < -65.502 < inf | logz: -72.553 +/- 0.245 | dlogz: 50.074 > 0.109
iter: 368 | bound: 2 | nc: 16 | ncall: 3868 | eff(%): 9.514 | loglstar: -inf < -65.373 < inf | logz: -72.278 +/- 0.244 | dlogz: 49.805 > 0.109
iter: 369 | bound: 2 | nc: 6 | ncall: 3874 | eff(%): 9.525 | loglstar: -inf < -65.070 < inf | logz: -72.017 +/- 0.244 | dlogz: 49.520 > 0.109
iter: 370 | bound: 2 | nc: 1 | ncall: 3875 | eff(%): 9.548 | loglstar: -inf < -64.691 < inf | logz: -71.737 +/- 0.244 | dlogz: 49.249 > 0.109
iter: 371 | bound: 2 | nc: 1 | ncall: 3876 | eff(%): 9.572 | loglstar: -inf < -64.589 < inf | logz: -71.474 +/- 0.244 | dlogz: 48.960 > 0.109
iter: 372 | bound: 2 | nc: 10 | ncall: 3886 | eff(%): 9.573 | loglstar: -inf < -64.471 < inf | logz: -71.245 +/- 0.243 | dlogz: 48.686 > 0.109
iter: 373 | bound: 2 | nc: 4 | ncall: 3890 | eff(%): 9.589 | loglstar: -inf < -64.359 < inf | logz: -71.041 +/- 0.243 | dlogz: 48.448 > 0.109
iter: 374 | bound: 2 | nc: 3 | ncall: 3893 | eff(%): 9.607 | loglstar: -inf < -64.067 < inf | logz: -70.837 +/- 0.242 | dlogz: 48.233 > 0.109
iter: 375 | bound: 2 | nc: 11 | ncall: 3904 | eff(%): 9.606 | loglstar: -inf < -63.561 < inf | logz: -70.592 +/- 0.242 | dlogz: 48.020 > 0.109
iter: 376 | bound: 2 | nc: 58 | ncall: 3962 | eff(%): 9.490 | loglstar: -inf < -62.937 < inf | logz: -70.267 +/- 0.244 | dlogz: 47.765 > 0.109
iter: 377 | bound: 3 | nc: 34 | ncall: 3996 | eff(%): 9.434 | loglstar: -inf < -62.854 < inf | logz: -69.949 +/- 0.245 | dlogz: 47.429 > 0.109
iter: 378 | bound: 3 | nc: 43 | ncall: 4039 | eff(%): 9.359 | loglstar: -inf < -62.686 < inf | logz: -69.682 +/- 0.245 | dlogz: 47.102 > 0.109
iter: 379 | bound: 3 | nc: 8 | ncall: 4047 | eff(%): 9.365 | loglstar: -inf < -62.475 < inf | logz: -69.435 +/- 0.245 | dlogz: 46.825 > 0.109
iter: 380 | bound: 3 | nc: 11 | ncall: 4058 | eff(%): 9.364 | loglstar: -inf < -61.828 < inf | logz: -69.135 +/- 0.246 | dlogz: 46.567 > 0.109
iter: 381 | bound: 3 | nc: 1 | ncall: 4059 | eff(%): 9.387 | loglstar: -inf < -61.556 < inf | logz: -68.806 +/- 0.247 | dlogz: 46.257 > 0.109
iter: 382 | bound: 3 | nc: 2 | ncall: 4061 | eff(%): 9.407 | loglstar: -inf < -61.533 < inf | logz: -68.530 +/- 0.247 | dlogz: 45.919 > 0.109
iter: 383 | bound: 3 | nc: 7 | ncall: 4068 | eff(%): 9.415 | loglstar: -inf < -61.250 < inf | logz: -68.282 +/- 0.247 | dlogz: 45.633 > 0.109
iter: 384 | bound: 4 | nc: 34 | ncall: 4102 | eff(%): 9.361 | loglstar: -inf < -60.852 < inf | logz: -68.013 +/- 0.247 | dlogz: 45.375 > 0.109
iter: 385 | bound: 4 | nc: 19 | ncall: 4121 | eff(%): 9.342 | loglstar: -inf < -60.604 < inf | logz: -67.736 +/- 0.247 | dlogz: 45.096 > 0.109
iter: 386 | bound: 4 | nc: 5 | ncall: 4126 | eff(%): 9.355 | loglstar: -inf < -60.330 < inf | logz: -67.465 +/- 0.247 | dlogz: 44.809 > 0.109
iter: 387 | bound: 4 | nc: 1 | ncall: 4127 | eff(%): 9.377 | loglstar: -inf < -60.028 < inf | logz: -67.192 +/- 0.247 | dlogz: 44.528 > 0.109
iter: 388 | bound: 4 | nc: 27 | ncall: 4154 | eff(%): 9.340 | loglstar: -inf < -59.549 < inf | logz: -66.888 +/- 0.248 | dlogz: 44.245 > 0.109
iter: 389 | bound: 4 | nc: 6 | ncall: 4160 | eff(%): 9.351 | loglstar: -inf < -59.483 < inf | logz: -66.601 +/- 0.248 | dlogz: 43.931 > 0.109
iter: 390 | bound: 4 | nc: 4 | ncall: 4164 | eff(%): 9.366 | loglstar: -inf < -59.220 < inf | logz: -66.344 +/- 0.248 | dlogz: 43.634 > 0.109
iter: 391 | bound: 5 | nc: 87 | ncall: 4251 | eff(%): 9.198 | loglstar: -inf < -59.097 < inf | logz: -66.105 +/- 0.247 | dlogz: 43.367 > 0.109
iter: 392 | bound: 5 | nc: 18 | ncall: 4269 | eff(%): 9.182 | loglstar: -inf < -58.933 < inf | logz: -65.887 +/- 0.247 | dlogz: 43.118 > 0.109
iter: 393 | bound: 5 | nc: 5 | ncall: 4274 | eff(%): 9.195 | loglstar: -inf < -58.838 < inf | logz: -65.688 +/- 0.246 | dlogz: 42.890 > 0.109
iter: 394 | bound: 5 | nc: 17 | ncall: 4291 | eff(%): 9.182 | loglstar: -inf < -58.647 < inf | logz: -65.500 +/- 0.245 | dlogz: 42.681 > 0.109
iter: 395 | bound: 5 | nc: 7 | ncall: 4298 | eff(%): 9.190 | loglstar: -inf < -58.475 < inf | logz: -65.315 +/- 0.245 | dlogz: 42.483 > 0.109
iter: 396 | bound: 5 | nc: 31 | ncall: 4329 | eff(%): 9.148 | loglstar: -inf < -58.116 < inf | logz: -65.115 +/- 0.244 | dlogz: 42.288 > 0.109
iter: 397 | bound: 5 | nc: 17 | ncall: 4346 | eff(%): 9.135 | loglstar: -inf < -58.030 < inf | logz: -64.916 +/- 0.244 | dlogz: 42.079 > 0.109
iter: 398 | bound: 6 | nc: 8 | ncall: 4354 | eff(%): 9.141 | loglstar: -inf < -57.859 < inf | logz: -64.730 +/- 0.244 | dlogz: 41.869 > 0.109
iter: 399 | bound: 6 | nc: 18 | ncall: 4372 | eff(%): 9.126 | loglstar: -inf < -57.843 < inf | logz: -64.562 +/- 0.243 | dlogz: 41.674 > 0.109
iter: 400 | bound: 6 | nc: 11 | ncall: 4383 | eff(%): 9.126 | loglstar: -inf < -57.704 < inf | logz: -64.408 +/- 0.243 | dlogz: 41.495 > 0.109
iter: 401 | bound: 6 | nc: 16 | ncall: 4399 | eff(%): 9.116 | loglstar: -inf < -57.304 < inf | logz: -64.236 +/- 0.242 | dlogz: 41.332 > 0.109
iter: 402 | bound: 6 | nc: 7 | ncall: 4406 | eff(%): 9.124 | loglstar: -inf < -57.175 < inf | logz: -64.053 +/- 0.242 | dlogz: 41.149 > 0.109
iter: 403 | bound: 6 | nc: 3 | ncall: 4409 | eff(%): 9.140 | loglstar: -inf < -57.149 < inf | logz: -63.889 +/- 0.242 | dlogz: 40.957 > 0.109
iter: 404 | bound: 6 | nc: 18 | ncall: 4427 | eff(%): 9.126 | loglstar: -inf < -57.053 < inf | logz: -63.741 +/- 0.242 | dlogz: 40.783 > 0.109
iter: 405 | bound: 6 | nc: 20 | ncall: 4447 | eff(%): 9.107 | loglstar: -inf < -56.412 < inf | logz: -63.553 +/- 0.242 | dlogz: 40.625 > 0.109
iter: 406 | bound: 7 | nc: 24 | ncall: 4471 | eff(%): 9.081 | loglstar: -inf < -56.386 < inf | logz: -63.350 +/- 0.243 | dlogz: 40.427 > 0.109
iter: 407 | bound: 7 | nc: 3 | ncall: 4474 | eff(%): 9.097 | loglstar: -inf < -56.190 < inf | logz: -63.164 +/- 0.243 | dlogz: 40.214 > 0.109
iter: 408 | bound: 7 | nc: 21 | ncall: 4495 | eff(%): 9.077 | loglstar: -inf < -56.007 < inf | logz: -62.979 +/- 0.243 | dlogz: 40.018 > 0.109
iter: 409 | bound: 7 | nc: 13 | ncall: 4508 | eff(%): 9.073 | loglstar: -inf < -55.695 < inf | logz: -62.784 +/- 0.243 | dlogz: 39.823 > 0.109
iter: 410 | bound: 7 | nc: 4 | ncall: 4512 | eff(%): 9.087 | loglstar: -inf < -55.621 < inf | logz: -62.593 +/- 0.244 | dlogz: 39.618 > 0.109
iter: 411 | bound: 7 | nc: 46 | ncall: 4558 | eff(%): 9.017 | loglstar: -inf < -55.442 < inf | logz: -62.414 +/- 0.244 | dlogz: 39.417 > 0.109
iter: 412 | bound: 7 | nc: 10 | ncall: 4568 | eff(%): 9.019 | loglstar: -inf < -55.289 < inf | logz: -62.239 +/- 0.244 | dlogz: 39.228 > 0.109
iter: 413 | bound: 8 | nc: 3 | ncall: 4571 | eff(%): 9.035 | loglstar: -inf < -54.820 < inf | logz: -62.038 +/- 0.244 | dlogz: 39.043 > 0.109
iter: 414 | bound: 8 | nc: 1 | ncall: 4572 | eff(%): 9.055 | loglstar: -inf < -54.622 < inf | logz: -61.818 +/- 0.245 | dlogz: 38.832 > 0.109
iter: 415 | bound: 8 | nc: 8 | ncall: 4580 | eff(%): 9.061 | loglstar: -inf < -53.814 < inf | logz: -61.519 +/- 0.248 | dlogz: 38.602 > 0.109
iter: 416 | bound: 8 | nc: 1 | ncall: 4581 | eff(%): 9.081 | loglstar: -inf < -53.741 < inf | logz: -61.207 +/- 0.250 | dlogz: 38.294 > 0.109
iter: 417 | bound: 8 | nc: 5 | ncall: 4586 | eff(%): 9.093 | loglstar: -inf < -53.662 < inf | logz: -60.954 +/- 0.251 | dlogz: 37.971 > 0.109
iter: 418 | bound: 8 | nc: 66 | ncall: 4652 | eff(%): 8.985 | loglstar: -inf < -53.652 < inf | logz: -60.747 +/- 0.250 | dlogz: 37.709 > 0.109
iter: 419 | bound: 8 | nc: 12 | ncall: 4664 | eff(%): 8.984 | loglstar: -inf < -53.641 < inf | logz: -60.575 +/- 0.249 | dlogz: 37.491 > 0.109
iter: 420 | bound: 9 | nc: 31 | ncall: 4695 | eff(%): 8.946 | loglstar: -inf < -53.320 < inf | logz: -60.404 +/- 0.249 | dlogz: 37.310 > 0.109
iter: 421 | bound: 9 | nc: 28 | ncall: 4723 | eff(%): 8.914 | loglstar: -inf < -53.167 < inf | logz: -60.225 +/- 0.248 | dlogz: 37.128 > 0.109
iter: 422 | bound: 9 | nc: 7 | ncall: 4730 | eff(%): 8.922 | loglstar: -inf < -52.384 < inf | logz: -59.980 +/- 0.249 | dlogz: 36.940 > 0.109
iter: 423 | bound: 9 | nc: 1 | ncall: 4731 | eff(%): 8.941 | loglstar: -inf < -52.081 < inf | logz: -59.681 +/- 0.251 | dlogz: 36.684 > 0.109
iter: 424 | bound: 9 | nc: 8 | ncall: 4739 | eff(%): 8.947 | loglstar: -inf < -52.041 < inf | logz: -59.419 +/- 0.252 | dlogz: 36.376 > 0.109
iter: 425 | bound: 9 | nc: 9 | ncall: 4748 | eff(%): 8.951 | loglstar: -inf < -51.979 < inf | logz: -59.203 +/- 0.252 | dlogz: 36.104 > 0.109
iter: 426 | bound: 10 | nc: 61 | ncall: 4809 | eff(%): 8.858 | loglstar: -inf < -51.942 < inf | logz: -59.020 +/- 0.251 | dlogz: 35.878 > 0.109
iter: 427 | bound: 10 | nc: 2 | ncall: 4811 | eff(%): 8.875 | loglstar: -inf < -51.367 < inf | logz: -58.809 +/- 0.251 | dlogz: 35.685 > 0.109
iter: 428 | bound: 10 | nc: 6 | ncall: 4817 | eff(%): 8.885 | loglstar: -inf < -51.331 < inf | logz: -58.589 +/- 0.251 | dlogz: 35.463 > 0.109
iter: 429 | bound: 10 | nc: 31 | ncall: 4848 | eff(%): 8.849 | loglstar: -inf < -51.279 < inf | logz: -58.403 +/- 0.251 | dlogz: 35.234 > 0.109
iter: 430 | bound: 10 | nc: 1 | ncall: 4849 | eff(%): 8.868 | loglstar: -inf < -51.245 < inf | logz: -58.242 +/- 0.250 | dlogz: 35.038 > 0.109
iter: 431 | bound: 10 | nc: 52 | ncall: 4901 | eff(%): 8.794 | loglstar: -inf < -51.184 < inf | logz: -58.098 +/- 0.249 | dlogz: 34.867 > 0.109
iter: 432 | bound: 11 | nc: 134 | ncall: 5035 | eff(%): 8.580 | loglstar: -inf < -51.088 < inf | logz: -57.964 +/- 0.248 | dlogz: 34.713 > 0.109
iter: 433 | bound: 11 | nc: 59 | ncall: 5094 | eff(%): 8.500 | loglstar: -inf < -50.615 < inf | logz: -57.807 +/- 0.248 | dlogz: 34.569 > 0.109
iter: 434 | bound: 11 | nc: 5 | ncall: 5099 | eff(%): 8.511 | loglstar: -inf < -50.452 < inf | logz: -57.631 +/- 0.248 | dlogz: 34.402 > 0.109
iter: 435 | bound: 11 | nc: 9 | ncall: 5108 | eff(%): 8.516 | loglstar: -inf < -50.416 < inf | logz: -57.469 +/- 0.248 | dlogz: 34.216 > 0.109
iter: 436 | bound: 11 | nc: 18 | ncall: 5126 | eff(%): 8.506 | loglstar: -inf < -50.136 < inf | logz: -57.307 +/- 0.248 | dlogz: 34.044 > 0.109
iter: 437 | bound: 11 | nc: 3 | ncall: 5129 | eff(%): 8.520 | loglstar: -inf < -50.080 < inf | logz: -57.147 +/- 0.247 | dlogz: 33.872 > 0.109
iter: 438 | bound: 11 | nc: 2 | ncall: 5131 | eff(%): 8.536 | loglstar: -inf < -49.828 < inf | logz: -56.989 +/- 0.247 | dlogz: 33.703 > 0.109
iter: 439 | bound: 12 | nc: 17 | ncall: 5148 | eff(%): 8.528 | loglstar: -inf < -49.769 < inf | logz: -56.834 +/- 0.247 | dlogz: 33.534 > 0.109
iter: 440 | bound: 12 | nc: 83 | ncall: 5231 | eff(%): 8.411 | loglstar: -inf < -49.587 < inf | logz: -56.684 +/- 0.247 | dlogz: 33.369 > 0.109
iter: 441 | bound: 12 | nc: 10 | ncall: 5241 | eff(%): 8.414 | loglstar: -inf < -49.502 < inf | logz: -56.538 +/- 0.247 | dlogz: 33.209 > 0.109
iter: 442 | bound: 13 | nc: 20 | ncall: 5261 | eff(%): 8.401 | loglstar: -inf < -49.378 < inf | logz: -56.399 +/- 0.247 | dlogz: 33.054 > 0.109
iter: 443 | bound: 13 | nc: 67 | ncall: 5328 | eff(%): 8.315 | loglstar: -inf < -49.285 < inf | logz: -56.266 +/- 0.246 | dlogz: 32.905 > 0.109
iter: 444 | bound: 14 | nc: 39 | ncall: 5367 | eff(%): 8.273 | loglstar: -inf < -49.095 < inf | logz: -56.132 +/- 0.246 | dlogz: 32.761 > 0.109
iter: 445 | bound: 14 | nc: 40 | ncall: 5407 | eff(%): 8.230 | loglstar: -inf < -49.028 < inf | logz: -56.000 +/- 0.246 | dlogz: 32.617 > 0.109
iter: 446 | bound: 14 | nc: 5 | ncall: 5412 | eff(%): 8.241 | loglstar: -inf < -48.952 < inf | logz: -55.877 +/- 0.246 | dlogz: 32.476 > 0.109
iter: 447 | bound: 14 | nc: 9 | ncall: 5421 | eff(%): 8.246 | loglstar: -inf < -48.952 < inf | logz: -55.764 +/- 0.245 | dlogz: 32.343 > 0.109
iter: 448 | bound: 14 | nc: 6 | ncall: 5427 | eff(%): 8.255 | loglstar: -inf < -48.895 < inf | logz: -55.661 +/- 0.245 | dlogz: 32.220 > 0.109
iter: 449 | bound: 14 | nc: 5 | ncall: 5432 | eff(%): 8.266 | loglstar: -inf < -48.893 < inf | logz: -55.566 +/- 0.244 | dlogz: 32.107 > 0.109
iter: 450 | bound: 14 | nc: 2 | ncall: 5434 | eff(%): 8.281 | loglstar: -inf < -48.855 < inf | logz: -55.479 +/- 0.244 | dlogz: 32.002 > 0.109
iter: 451 | bound: 14 | nc: 4 | ncall: 5438 | eff(%): 8.293 | loglstar: -inf < -48.717 < inf | logz: -55.392 +/- 0.243 | dlogz: 31.905 > 0.109
iter: 452 | bound: 14 | nc: 17 | ncall: 5455 | eff(%): 8.286 | loglstar: -inf < -48.716 < inf | logz: -55.307 +/- 0.243 | dlogz: 31.808 > 0.109
iter: 453 | bound: 15 | nc: 37 | ncall: 5492 | eff(%): 8.248 | loglstar: -inf < -48.699 < inf | logz: -55.229 +/- 0.242 | dlogz: 31.713 > 0.109
iter: 454 | bound: 15 | nc: 11 | ncall: 5503 | eff(%): 8.250 | loglstar: -inf < -48.692 < inf | logz: -55.157 +/- 0.241 | dlogz: 31.625 > 0.109
iter: 455 | bound: 15 | nc: 6 | ncall: 5509 | eff(%): 8.259 | loglstar: -inf < -48.683 < inf | logz: -55.089 +/- 0.241 | dlogz: 31.543 > 0.109
iter: 456 | bound: 15 | nc: 74 | ncall: 5583 | eff(%): 8.168 | loglstar: -inf < -48.411 < inf | logz: -55.017 +/- 0.240 | dlogz: 31.466 > 0.109
iter: 457 | bound: 15 | nc: 4 | ncall: 5587 | eff(%): 8.180 | loglstar: -inf < -48.355 < inf | logz: -54.940 +/- 0.240 | dlogz: 36.626 > 0.109
iter: 458 | bound: 16 | nc: 9 | ncall: 5596 | eff(%): 8.184 | loglstar: -inf < -48.209 < inf | logz: -54.861 +/- 0.240 | dlogz: 36.539 > 0.109
iter: 459 | bound: 16 | nc: 11 | ncall: 5607 | eff(%): 8.186 | loglstar: -inf < -48.188 < inf | logz: -54.783 +/- 0.240 | dlogz: 36.450 > 0.109
iter: 460 | bound: 16 | nc: 31 | ncall: 5638 | eff(%): 8.159 | loglstar: -inf < -48.029 < inf | logz: -54.704 +/- 0.239 | dlogz: 36.362 > 0.109
iter: 461 | bound: 16 | nc: 4 | ncall: 5642 | eff(%): 8.171 | loglstar: -inf < -47.933 < inf | logz: -54.623 +/- 0.239 | dlogz: 36.274 > 0.109
iter: 462 | bound: 16 | nc: 12 | ncall: 5654 | eff(%): 8.171 | loglstar: -inf < -47.930 < inf | logz: -54.545 +/- 0.239 | dlogz: 36.182 > 0.109
iter: 463 | bound: 16 | nc: 7 | ncall: 5661 | eff(%): 8.179 | loglstar: -inf < -47.549 < inf | logz: -54.457 +/- 0.239 | dlogz: 36.094 > 0.109
iter: 464 | bound: 16 | nc: 2 | ncall: 5663 | eff(%): 8.194 | loglstar: -inf < -47.502 < inf | logz: -54.361 +/- 0.239 | dlogz: 35.997 > 0.109
iter: 465 | bound: 16 | nc: 7 | ncall: 5670 | eff(%): 8.201 | loglstar: -inf < -47.460 < inf | logz: -54.270 +/- 0.240 | dlogz: 35.890 > 0.109
iter: 466 | bound: 16 | nc: 5 | ncall: 5675 | eff(%): 8.211 | loglstar: -inf < -47.183 < inf | logz: -54.173 +/- 0.240 | dlogz: 35.789 > 0.109
iter: 467 | bound: 16 | nc: 5 | ncall: 5680 | eff(%): 8.222 | loglstar: -inf < -47.071 < inf | logz: -54.068 +/- 0.240 | dlogz: 35.682 > 0.109
iter: 468 | bound: 16 | nc: 4 | ncall: 5684 | eff(%): 8.234 | loglstar: -inf < -46.887 < inf | logz: -53.960 +/- 0.241 | dlogz: 35.568 > 0.109
iter: 469 | bound: 16 | nc: 5 | ncall: 5689 | eff(%): 8.244 | loglstar: -inf < -46.873 < inf | logz: -53.854 +/- 0.241 | dlogz: 35.450 > 0.109
iter: 470 | bound: 17 | nc: 23 | ncall: 5712 | eff(%): 8.228 | loglstar: -inf < -46.857 < inf | logz: -53.758 +/- 0.241 | dlogz: 35.334 > 0.109
iter: 471 | bound: 17 | nc: 17 | ncall: 5729 | eff(%): 8.221 | loglstar: -inf < -46.745 < inf | logz: -53.665 +/- 0.241 | dlogz: 35.228 > 0.109
iter: 472 | bound: 17 | nc: 1 | ncall: 5730 | eff(%): 8.237 | loglstar: -inf < -46.719 < inf | logz: -53.576 +/- 0.242 | dlogz: 35.125 > 0.109
iter: 473 | bound: 17 | nc: 14 | ncall: 5744 | eff(%): 8.235 | loglstar: -inf < -46.367 < inf | logz: -53.477 +/- 0.242 | dlogz: 35.026 > 0.109
iter: 474 | bound: 17 | nc: 13 | ncall: 5757 | eff(%): 8.233 | loglstar: -inf < -46.269 < inf | logz: -53.368 +/- 0.242 | dlogz: 34.917 > 0.109
iter: 475 | bound: 17 | nc: 19 | ncall: 5776 | eff(%): 8.224 | loglstar: -inf < -46.234 < inf | logz: -53.264 +/- 0.243 | dlogz: 34.798 > 0.109
iter: 476 | bound: 18 | nc: 41 | ncall: 5817 | eff(%): 8.183 | loglstar: -inf < -46.120 < inf | logz: -53.164 +/- 0.243 | dlogz: 34.684 > 0.109
iter: 477 | bound: 18 | nc: 6 | ncall: 5823 | eff(%): 8.192 | loglstar: -inf < -46.099 < inf | logz: -53.069 +/- 0.243 | dlogz: 34.575 > 0.109
iter: 478 | bound: 18 | nc: 90 | ncall: 5913 | eff(%): 8.084 | loglstar: -inf < -46.089 < inf | logz: -52.981 +/- 0.243 | dlogz: 34.469 > 0.109
iter: 479 | bound: 19 | nc: 18 | ncall: 5931 | eff(%): 8.076 | loglstar: -inf < -45.883 < inf | logz: -52.891 +/- 0.243 | dlogz: 34.371 > 0.109
iter: 480 | bound: 19 | nc: 14 | ncall: 5945 | eff(%): 8.074 | loglstar: -inf < -45.807 < inf | logz: -52.799 +/- 0.243 | dlogz: 34.272 > 0.109
iter: 481 | bound: 19 | nc: 21 | ncall: 5966 | eff(%): 8.062 | loglstar: -inf < -45.752 < inf | logz: -52.710 +/- 0.243 | dlogz: 34.169 > 0.109
iter: 482 | bound: 19 | nc: 4 | ncall: 5970 | eff(%): 8.074 | loglstar: -inf < -45.440 < inf | logz: -52.612 +/- 0.244 | dlogz: 34.070 > 0.109
iter: 483 | bound: 19 | nc: 9 | ncall: 5979 | eff(%): 8.078 | loglstar: -inf < -45.402 < inf | logz: -52.509 +/- 0.244 | dlogz: 33.962 > 0.109
iter: 484 | bound: 19 | nc: 7 | ncall: 5986 | eff(%): 8.086 | loglstar: -inf < -45.252 < inf | logz: -52.407 +/- 0.244 | dlogz: 33.849 > 0.109
iter: 485 | bound: 19 | nc: 8 | ncall: 5994 | eff(%): 8.091 | loglstar: -inf < -45.212 < inf | logz: -52.308 +/- 0.244 | dlogz: 33.738 > 0.109
iter: 486 | bound: 19 | nc: 11 | ncall: 6005 | eff(%): 8.093 | loglstar: -inf < -45.209 < inf | logz: -52.216 +/- 0.245 | dlogz: 33.628 > 0.109
iter: 487 | bound: 19 | nc: 5 | ncall: 6010 | eff(%): 8.103 | loglstar: -inf < -45.047 < inf | logz: -52.126 +/- 0.245 | dlogz: 33.527 > 0.109
iter: 488 | bound: 19 | nc: 12 | ncall: 6022 | eff(%): 8.104 | loglstar: -inf < -44.764 < inf | logz: -52.024 +/- 0.245 | dlogz: 33.426 > 0.109
iter: 489 | bound: 20 | nc: 26 | ncall: 6048 | eff(%): 8.085 | loglstar: -inf < -44.727 < inf | logz: -51.918 +/- 0.245 | dlogz: 33.314 > 0.109
iter: 490 | bound: 20 | nc: 16 | ncall: 6064 | eff(%): 8.080 | loglstar: -inf < -44.724 < inf | logz: -51.821 +/- 0.246 | dlogz: 33.199 > 0.109
iter: 491 | bound: 20 | nc: 52 | ncall: 6116 | eff(%): 8.028 | loglstar: -inf < -44.630 < inf | logz: -51.730 +/- 0.246 | dlogz: 33.092 > 0.109
iter: 492 | bound: 21 | nc: 51 | ncall: 6167 | eff(%): 7.978 | loglstar: -inf < -44.618 < inf | logz: -51.642 +/- 0.246 | dlogz: 32.991 > 0.109
iter: 493 | bound: 21 | nc: 60 | ncall: 6227 | eff(%): 7.917 | loglstar: -inf < -44.525 < inf | logz: -51.559 +/- 0.246 | dlogz: 32.893 > 0.109
iter: 494 | bound: 21 | nc: 11 | ncall: 6238 | eff(%): 7.919 | loglstar: -inf < -44.250 < inf | logz: -51.467 +/- 0.246 | dlogz: 32.800 > 0.109
iter: 495 | bound: 22 | nc: 101 | ncall: 6339 | eff(%): 7.809 | loglstar: -inf < -44.235 < inf | logz: -51.372 +/- 0.246 | dlogz: 32.698 > 0.109
iter: 496 | bound: 22 | nc: 2 | ncall: 6341 | eff(%): 7.822 | loglstar: -inf < -44.195 < inf | logz: -51.284 +/- 0.246 | dlogz: 32.593 > 0.109
iter: 497 | bound: 22 | nc: 51 | ncall: 6392 | eff(%): 7.775 | loglstar: -inf < -44.129 < inf | logz: -51.199 +/- 0.246 | dlogz: 32.495 > 0.109
iter: 498 | bound: 22 | nc: 6 | ncall: 6398 | eff(%): 7.784 | loglstar: -inf < -44.048 < inf | logz: -51.116 +/- 0.246 | dlogz: 32.400 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 499 | bound: 23 | nc: 58 | ncall: 6456 | eff(%): 7.729 | loglstar: -inf < -43.972 < inf | logz: -51.035 +/- 0.246 | dlogz: 32.308 > 0.109
iter: 500 | bound: 23 | nc: 13 | ncall: 6469 | eff(%): 7.729 | loglstar: -inf < -43.899 < inf | logz: -50.954 +/- 0.246 | dlogz: 32.216 > 0.109
iter: 501 | bound: 23 | nc: 19 | ncall: 6488 | eff(%): 7.722 | loglstar: -inf < -43.795 < inf | logz: -50.874 +/- 0.246 | dlogz: 32.126 > 0.109
iter: 502 | bound: 23 | nc: 1 | ncall: 6489 | eff(%): 7.736 | loglstar: -inf < -43.794 < inf | logz: -50.797 +/- 0.246 | dlogz: 32.035 > 0.109
iter: 503 | bound: 24 | nc: 219 | ncall: 6708 | eff(%): 7.499 | loglstar: -inf < -43.497 < inf | logz: -50.714 +/- 0.246 | dlogz: 31.948 > 0.109
iter: 504 | bound: 24 | nc: 4 | ncall: 6712 | eff(%): 7.509 | loglstar: -inf < -43.487 < inf | logz: -50.627 +/- 0.246 | dlogz: 31.855 > 0.109
iter: 505 | bound: 24 | nc: 2 | ncall: 6714 | eff(%): 7.522 | loglstar: -inf < -43.418 < inf | logz: -50.544 +/- 0.246 | dlogz: 31.758 > 0.109
iter: 506 | bound: 24 | nc: 5 | ncall: 6719 | eff(%): 7.531 | loglstar: -inf < -43.386 < inf | logz: -50.465 +/- 0.246 | dlogz: 31.666 > 0.109
iter: 507 | bound: 24 | nc: 26 | ncall: 6745 | eff(%): 7.517 | loglstar: -inf < -43.373 < inf | logz: -50.391 +/- 0.246 | dlogz: 31.577 > 0.109
iter: 508 | bound: 24 | nc: 32 | ncall: 6777 | eff(%): 7.496 | loglstar: -inf < -43.365 < inf | logz: -50.322 +/- 0.246 | dlogz: 31.493 > 0.109
iter: 509 | bound: 24 | nc: 22 | ncall: 6799 | eff(%): 7.486 | loglstar: -inf < -43.280 < inf | logz: -50.255 +/- 0.246 | dlogz: 31.414 > 0.109
iter: 510 | bound: 25 | nc: 45 | ncall: 6844 | eff(%): 7.452 | loglstar: -inf < -43.208 < inf | logz: -50.188 +/- 0.246 | dlogz: 31.337 > 0.109
iter: 511 | bound: 25 | nc: 55 | ncall: 6899 | eff(%): 7.407 | loglstar: -inf < -43.137 < inf | logz: -50.121 +/- 0.246 | dlogz: 31.260 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 512 | bound: 26 | nc: 110 | ncall: 7009 | eff(%): 7.305 | loglstar: -inf < -43.041 < inf | logz: -50.054 +/- 0.246 | dlogz: 31.183 > 0.109
iter: 513 | bound: 26 | nc: 73 | ncall: 7082 | eff(%): 7.244 | loglstar: -inf < -42.842 < inf | logz: -49.982 +/- 0.246 | dlogz: 31.106 > 0.109
iter: 514 | bound: 27 | nc: 747 | ncall: 7829 | eff(%): 6.565 | loglstar: -inf < -42.819 < inf | logz: -49.908 +/- 0.246 | dlogz: 31.024 > 0.109
iter: 515 | bound: 28 | nc: 178 | ncall: 8007 | eff(%): 6.432 | loglstar: -inf < -42.772 < inf | logz: -49.837 +/- 0.246 | dlogz: 30.940 > 0.109
iter: 516 | bound: 28 | nc: 38 | ncall: 8045 | eff(%): 6.414 | loglstar: -inf < -42.633 < inf | logz: -49.766 +/- 0.246 | dlogz: 30.860 > 0.109
iter: 517 | bound: 28 | nc: 5 | ncall: 8050 | eff(%): 6.422 | loglstar: -inf < -42.585 < inf | logz: -49.694 +/- 0.246 | dlogz: 30.778 > 0.109
iter: 518 | bound: 28 | nc: 47 | ncall: 8097 | eff(%): 6.397 | loglstar: -inf < -42.386 < inf | logz: -49.618 +/- 0.246 | dlogz: 30.696 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 519 | bound: 29 | nc: 19 | ncall: 8116 | eff(%): 6.395 | loglstar: -inf < -42.373 < inf | logz: -49.542 +/- 0.246 | dlogz: 30.611 > 0.109
iter: 520 | bound: 30 | nc: 285 | ncall: 8401 | eff(%): 6.190 | loglstar: -inf < -42.307 < inf | logz: -49.469 +/- 0.246 | dlogz: 30.524 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 521 | bound: 31 | nc: 158 | ncall: 8559 | eff(%): 6.087 | loglstar: -inf < -42.305 < inf | logz: -49.399 +/- 0.246 | dlogz: 30.441 > 0.109
iter: 522 | bound: 32 | nc: 613 | ncall: 9172 | eff(%): 5.691 | loglstar: -inf < -41.960 < inf | logz: -49.321 +/- 0.247 | dlogz: 30.361 > 0.109
iter: 523 | bound: 32 | nc: 23 | ncall: 9195 | eff(%): 5.688 | loglstar: -inf < -41.892 < inf | logz: -49.235 +/- 0.247 | dlogz: 30.274 > 0.109
iter: 524 | bound: 33 | nc: 86 | ncall: 9281 | eff(%): 5.646 | loglstar: -inf < -41.875 < inf | logz: -49.154 +/- 0.247 | dlogz: 30.178 > 0.109
iter: 525 | bound: 33 | nc: 3 | ncall: 9284 | eff(%): 5.655 | loglstar: -inf < -41.781 < inf | logz: -49.075 +/- 0.247 | dlogz: 30.087 > 0.109
iter: 526 | bound: 34 | nc: 221 | ncall: 9505 | eff(%): 5.534 | loglstar: -inf < -41.773 < inf | logz: -48.999 +/- 0.248 | dlogz: 29.998 > 0.109
iter: 527 | bound: 34 | nc: 87 | ncall: 9592 | eff(%): 5.494 | loglstar: -inf < -41.749 < inf | logz: -48.929 +/- 0.248 | dlogz: 29.912 > 0.109
iter: 528 | bound: 35 | nc: 23 | ncall: 9615 | eff(%): 5.491 | loglstar: -inf < -41.687 < inf | logz: -48.860 +/- 0.248 | dlogz: 29.831 > 0.109
iter: 529 | bound: 36 | nc: 183 | ncall: 9798 | eff(%): 5.399 | loglstar: -inf < -41.627 < inf | logz: -48.793 +/- 0.248 | dlogz: 29.753 > 0.109
iter: 530 | bound: 36 | nc: 23 | ncall: 9821 | eff(%): 5.397 | loglstar: -inf < -41.568 < inf | logz: -48.727 +/- 0.248 | dlogz: 29.676 > 0.109
iter: 531 | bound: 36 | nc: 1 | ncall: 9822 | eff(%): 5.406 | loglstar: -inf < -41.437 < inf | logz: -48.659 +/- 0.248 | dlogz: 29.600 > 0.109
iter: 532 | bound: 36 | nc: 15 | ncall: 9837 | eff(%): 5.408 | loglstar: -inf < -41.435 < inf | logz: -48.593 +/- 0.248 | dlogz: 29.522 > 0.109
iter: 533 | bound: 36 | nc: 3 | ncall: 9840 | eff(%): 5.417 | loglstar: -inf < -41.350 < inf | logz: -48.528 +/- 0.248 | dlogz: 29.446 > 0.109
iter: 534 | bound: 36 | nc: 10 | ncall: 9850 | eff(%): 5.421 | loglstar: -inf < -41.311 < inf | logz: -48.464 +/- 0.248 | dlogz: 29.371 > 0.109
iter: 535 | bound: 36 | nc: 13 | ncall: 9863 | eff(%): 5.424 | loglstar: -inf < -41.036 < inf | logz: -48.395 +/- 0.248 | dlogz: 29.297 > 0.109
iter: 536 | bound: 36 | nc: 6 | ncall: 9869 | eff(%): 5.431 | loglstar: -inf < -40.908 < inf | logz: -48.317 +/- 0.248 | dlogz: 29.218 > 0.109
iter: 537 | bound: 36 | nc: 2 | ncall: 9871 | eff(%): 5.440 | loglstar: -inf < -40.848 < inf | logz: -48.239 +/- 0.249 | dlogz: 29.130 > 0.109
iter: 538 | bound: 36 | nc: 1 | ncall: 9872 | eff(%): 5.450 | loglstar: -inf < -40.790 < inf | logz: -48.163 +/- 0.249 | dlogz: 29.042 > 0.109
iter: 539 | bound: 36 | nc: 20 | ncall: 9892 | eff(%): 5.449 | loglstar: -inf < -40.763 < inf | logz: -48.090 +/- 0.249 | dlogz: 28.956 > 0.109
iter: 540 | bound: 37 | nc: 43 | ncall: 9935 | eff(%): 5.435 | loglstar: -inf < -40.721 < inf | logz: -48.020 +/- 0.249 | dlogz: 28.873 > 0.109
iter: 541 | bound: 37 | nc: 16 | ncall: 9951 | eff(%): 5.437 | loglstar: -inf < -40.607 < inf | logz: -47.951 +/- 0.249 | dlogz: 28.794 > 0.109
iter: 542 | bound: 37 | nc: 41 | ncall: 9992 | eff(%): 5.424 | loglstar: -inf < -40.493 < inf | logz: -47.879 +/- 0.249 | dlogz: 28.714 > 0.109
iter: 543 | bound: 38 | nc: 58 | ncall: 10050 | eff(%): 5.403 | loglstar: -inf < -40.430 < inf | logz: -47.806 +/- 0.250 | dlogz: 28.632 > 0.109
iter: 544 | bound: 38 | nc: 32 | ncall: 10082 | eff(%): 5.396 | loglstar: -inf < -40.315 < inf | logz: -47.734 +/- 0.250 | dlogz: 28.550 > 0.109
iter: 545 | bound: 38 | nc: 45 | ncall: 10127 | eff(%): 5.382 | loglstar: -inf < -40.241 < inf | logz: -47.660 +/- 0.250 | dlogz: 28.467 > 0.109
iter: 546 | bound: 38 | nc: 8 | ncall: 10135 | eff(%): 5.387 | loglstar: -inf < -40.112 < inf | logz: -47.585 +/- 0.250 | dlogz: 28.384 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 547 | bound: 39 | nc: 97 | ncall: 10232 | eff(%): 5.346 | loglstar: -inf < -40.097 < inf | logz: -47.511 +/- 0.250 | dlogz: 29.211 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 548 | bound: 40 | nc: 110 | ncall: 10342 | eff(%): 5.299 | loglstar: -inf < -40.063 < inf | logz: -47.441 +/- 0.251 | dlogz: 29.127 > 0.109
iter: 549 | bound: 40 | nc: 1 | ncall: 10343 | eff(%): 5.308 | loglstar: -inf < -40.047 < inf | logz: -47.375 +/- 0.251 | dlogz: 29.047 > 0.109
iter: 550 | bound: 40 | nc: 40 | ncall: 10383 | eff(%): 5.297 | loglstar: -inf < -40.020 < inf | logz: -47.312 +/- 0.251 | dlogz: 28.971 > 0.109
iter: 551 | bound: 40 | nc: 36 | ncall: 10419 | eff(%): 5.288 | loglstar: -inf < -39.960 < inf | logz: -47.251 +/- 0.251 | dlogz: 28.899 > 0.109
iter: 552 | bound: 41 | nc: 162 | ncall: 10581 | eff(%): 5.217 | loglstar: -inf < -39.919 < inf | logz: -47.191 +/- 0.251 | dlogz: 28.828 > 0.109
iter: 553 | bound: 41 | nc: 11 | ncall: 10592 | eff(%): 5.221 | loglstar: -inf < -39.859 < inf | logz: -47.133 +/- 0.251 | dlogz: 28.758 > 0.109
iter: 554 | bound: 41 | nc: 7 | ncall: 10599 | eff(%): 5.227 | loglstar: -inf < -39.847 < inf | logz: -47.076 +/- 0.250 | dlogz: 28.689 > 0.109
iter: 555 | bound: 41 | nc: 3 | ncall: 10602 | eff(%): 5.235 | loglstar: -inf < -39.729 < inf | logz: -47.019 +/- 0.250 | dlogz: 28.622 > 0.109
iter: 556 | bound: 41 | nc: 5 | ncall: 10607 | eff(%): 5.242 | loglstar: -inf < -39.678 < inf | logz: -46.961 +/- 0.250 | dlogz: 28.555 > 0.109
iter: 557 | bound: 41 | nc: 18 | ncall: 10625 | eff(%): 5.242 | loglstar: -inf < -39.665 < inf | logz: -46.905 +/- 0.250 | dlogz: 28.488 > 0.109
iter: 558 | bound: 41 | nc: 1 | ncall: 10626 | eff(%): 5.251 | loglstar: -inf < -39.384 < inf | logz: -46.844 +/- 0.250 | dlogz: 28.422 > 0.109
iter: 559 | bound: 41 | nc: 1 | ncall: 10627 | eff(%): 5.260 | loglstar: -inf < -39.300 < inf | logz: -46.777 +/- 0.251 | dlogz: 28.351 > 0.109
iter: 560 | bound: 41 | nc: 5 | ncall: 10632 | eff(%): 5.267 | loglstar: -inf < -39.014 < inf | logz: -46.701 +/- 0.251 | dlogz: 28.274 > 0.109
iter: 561 | bound: 41 | nc: 1 | ncall: 10633 | eff(%): 5.276 | loglstar: -inf < -38.992 < inf | logz: -46.622 +/- 0.252 | dlogz: 28.188 > 0.109
iter: 562 | bound: 41 | nc: 10 | ncall: 10643 | eff(%): 5.280 | loglstar: -inf < -38.846 < inf | logz: -46.542 +/- 0.252 | dlogz: 28.099 > 0.109
iter: 563 | bound: 41 | nc: 8 | ncall: 10651 | eff(%): 5.286 | loglstar: -inf < -38.781 < inf | logz: -46.462 +/- 0.252 | dlogz: 28.009 > 0.109
iter: 564 | bound: 41 | nc: 10 | ncall: 10661 | eff(%): 5.290 | loglstar: -inf < -38.751 < inf | logz: -46.384 +/- 0.253 | dlogz: 27.919 > 0.109
iter: 565 | bound: 41 | nc: 8 | ncall: 10669 | eff(%): 5.296 | loglstar: -inf < -38.599 < inf | logz: -46.307 +/- 0.253 | dlogz: 27.831 > 0.109
iter: 566 | bound: 41 | nc: 6 | ncall: 10675 | eff(%): 5.302 | loglstar: -inf < -38.487 < inf | logz: -46.226 +/- 0.254 | dlogz: 27.744 > 0.109
iter: 567 | bound: 42 | nc: 9 | ncall: 10684 | eff(%): 5.307 | loglstar: -inf < -38.465 < inf | logz: -46.147 +/- 0.254 | dlogz: 27.653 > 0.109
iter: 568 | bound: 42 | nc: 89 | ncall: 10773 | eff(%): 5.272 | loglstar: -inf < -38.398 < inf | logz: -46.071 +/- 0.254 | dlogz: 27.564 > 0.109
iter: 569 | bound: 43 | nc: 13 | ncall: 10786 | eff(%): 5.275 | loglstar: -inf < -38.336 < inf | logz: -45.996 +/- 0.255 | dlogz: 30.665 > 0.109
iter: 570 | bound: 43 | nc: 43 | ncall: 10829 | eff(%): 5.264 | loglstar: -inf < -38.249 < inf | logz: -45.923 +/- 0.255 | dlogz: 30.580 > 0.109
iter: 571 | bound: 43 | nc: 7 | ncall: 10836 | eff(%): 5.269 | loglstar: -inf < -38.238 < inf | logz: -45.852 +/- 0.255 | dlogz: 30.497 > 0.109
iter: 572 | bound: 43 | nc: 20 | ncall: 10856 | eff(%): 5.269 | loglstar: -inf < -37.932 < inf | logz: -45.774 +/- 0.255 | dlogz: 30.416 > 0.109
iter: 573 | bound: 43 | nc: 1 | ncall: 10857 | eff(%): 5.278 | loglstar: -inf < -37.780 < inf | logz: -45.686 +/- 0.256 | dlogz: 30.328 > 0.109
iter: 574 | bound: 43 | nc: 11 | ncall: 10868 | eff(%): 5.282 | loglstar: -inf < -37.681 < inf | logz: -45.596 +/- 0.256 | dlogz: 30.230 > 0.109
iter: 575 | bound: 43 | nc: 12 | ncall: 10880 | eff(%): 5.285 | loglstar: -inf < -37.374 < inf | logz: -45.495 +/- 0.257 | dlogz: 30.130 > 0.109
iter: 576 | bound: 44 | nc: 6 | ncall: 10886 | eff(%): 5.291 | loglstar: -inf < -37.257 < inf | logz: -45.386 +/- 0.258 | dlogz: 30.020 > 0.109
iter: 577 | bound: 44 | nc: 19 | ncall: 10905 | eff(%): 5.291 | loglstar: -inf < -37.242 < inf | logz: -45.282 +/- 0.259 | dlogz: 29.900 > 0.109
iter: 578 | bound: 44 | nc: 12 | ncall: 10917 | eff(%): 5.294 | loglstar: -inf < -37.209 < inf | logz: -45.186 +/- 0.259 | dlogz: 29.786 > 0.109
iter: 579 | bound: 44 | nc: 17 | ncall: 10934 | eff(%): 5.295 | loglstar: -inf < -36.982 < inf | logz: -45.088 +/- 0.260 | dlogz: 29.681 > 0.109
iter: 580 | bound: 44 | nc: 21 | ncall: 10955 | eff(%): 5.294 | loglstar: -inf < -36.941 < inf | logz: -44.988 +/- 0.260 | dlogz: 29.572 > 0.109
iter: 581 | bound: 45 | nc: 34 | ncall: 10989 | eff(%): 5.287 | loglstar: -inf < -36.834 < inf | logz: -44.891 +/- 0.261 | dlogz: 29.462 > 0.109
iter: 582 | bound: 45 | nc: 21 | ncall: 11010 | eff(%): 5.286 | loglstar: -inf < -36.716 < inf | logz: -44.793 +/- 0.261 | dlogz: 29.355 > 0.109
iter: 583 | bound: 45 | nc: 18 | ncall: 11028 | eff(%): 5.287 | loglstar: -inf < -36.659 < inf | logz: -44.698 +/- 0.262 | dlogz: 29.248 > 0.109
iter: 584 | bound: 45 | nc: 24 | ncall: 11052 | eff(%): 5.284 | loglstar: -inf < -36.468 < inf | logz: -44.600 +/- 0.262 | dlogz: 29.142 > 0.109
iter: 585 | bound: 45 | nc: 6 | ncall: 11058 | eff(%): 5.290 | loglstar: -inf < -36.465 < inf | logz: -44.504 +/- 0.262 | dlogz: 29.035 > 0.109
iter: 586 | bound: 45 | nc: 28 | ncall: 11086 | eff(%): 5.286 | loglstar: -inf < -36.455 < inf | logz: -44.416 +/- 0.262 | dlogz: 28.929 > 0.109
iter: 587 | bound: 45 | nc: 2 | ncall: 11088 | eff(%): 5.294 | loglstar: -inf < -36.347 < inf | logz: -44.332 +/- 0.263 | dlogz: 28.831 > 0.109
iter: 588 | bound: 46 | nc: 2 | ncall: 11090 | eff(%): 5.302 | loglstar: -inf < -36.293 < inf | logz: -44.249 +/- 0.263 | dlogz: 28.737 > 0.109
iter: 589 | bound: 46 | nc: 7 | ncall: 11097 | eff(%): 5.308 | loglstar: -inf < -36.275 < inf | logz: -44.170 +/- 0.263 | dlogz: 28.644 > 0.109
iter: 590 | bound: 46 | nc: 14 | ncall: 11111 | eff(%): 5.310 | loglstar: -inf < -36.245 < inf | logz: -44.096 +/- 0.262 | dlogz: 28.555 > 0.109
iter: 591 | bound: 46 | nc: 17 | ncall: 11128 | eff(%): 5.311 | loglstar: -inf < -36.073 < inf | logz: -44.020 +/- 0.262 | dlogz: 28.471 > 0.109
iter: 592 | bound: 46 | nc: 32 | ncall: 11160 | eff(%): 5.305 | loglstar: -inf < -36.058 < inf | logz: -43.944 +/- 0.262 | dlogz: 28.385 > 0.109
iter: 593 | bound: 47 | nc: 39 | ncall: 11199 | eff(%): 5.295 | loglstar: -inf < -36.052 < inf | logz: -43.874 +/- 0.262 | dlogz: 28.300 > 0.109
iter: 594 | bound: 47 | nc: 3 | ncall: 11202 | eff(%): 5.303 | loglstar: -inf < -36.050 < inf | logz: -43.808 +/- 0.262 | dlogz: 28.219 > 0.109
iter: 595 | bound: 47 | nc: 3 | ncall: 11205 | eff(%): 5.310 | loglstar: -inf < -36.031 < inf | logz: -43.747 +/- 0.262 | dlogz: 28.144 > 0.109
iter: 596 | bound: 47 | nc: 2 | ncall: 11207 | eff(%): 5.318 | loglstar: -inf < -35.968 < inf | logz: -43.687 +/- 0.262 | dlogz: 28.072 > 0.109
iter: 597 | bound: 47 | nc: 6 | ncall: 11213 | eff(%): 5.324 | loglstar: -inf < -35.917 < inf | logz: -43.628 +/- 0.262 | dlogz: 28.002 > 0.109
iter: 598 | bound: 47 | nc: 5 | ncall: 11218 | eff(%): 5.331 | loglstar: -inf < -35.913 < inf | logz: -43.571 +/- 0.261 | dlogz: 27.934 > 0.109
iter: 599 | bound: 47 | nc: 4 | ncall: 11222 | eff(%): 5.338 | loglstar: -inf < -35.850 < inf | logz: -43.517 +/- 0.261 | dlogz: 27.867 > 0.109
iter: 600 | bound: 47 | nc: 2 | ncall: 11224 | eff(%): 5.346 | loglstar: -inf < -35.826 < inf | logz: -43.463 +/- 0.261 | dlogz: 27.802 > 0.109
iter: 601 | bound: 47 | nc: 9 | ncall: 11233 | eff(%): 5.350 | loglstar: -inf < -35.803 < inf | logz: -43.411 +/- 0.261 | dlogz: 27.738 > 0.109
iter: 602 | bound: 47 | nc: 16 | ncall: 11249 | eff(%): 5.352 | loglstar: -inf < -35.772 < inf | logz: -43.361 +/- 0.261 | dlogz: 27.677 > 0.109
iter: 603 | bound: 47 | nc: 13 | ncall: 11262 | eff(%): 5.354 | loglstar: -inf < -35.767 < inf | logz: -43.313 +/- 0.260 | dlogz: 27.617 > 0.109
iter: 604 | bound: 47 | nc: 2 | ncall: 11264 | eff(%): 5.362 | loglstar: -inf < -35.738 < inf | logz: -43.267 +/- 0.260 | dlogz: 27.559 > 0.109
iter: 605 | bound: 47 | nc: 10 | ncall: 11274 | eff(%): 5.366 | loglstar: -inf < -35.589 < inf | logz: -43.219 +/- 0.260 | dlogz: 27.503 > 0.109
iter: 606 | bound: 47 | nc: 7 | ncall: 11281 | eff(%): 5.372 | loglstar: -inf < -35.562 < inf | logz: -43.170 +/- 0.260 | dlogz: 27.445 > 0.109
iter: 607 | bound: 47 | nc: 3 | ncall: 11284 | eff(%): 5.379 | loglstar: -inf < -35.508 < inf | logz: -43.122 +/- 0.260 | dlogz: 27.386 > 0.109
iter: 608 | bound: 47 | nc: 6 | ncall: 11290 | eff(%): 5.385 | loglstar: -inf < -35.494 < inf | logz: -43.075 +/- 0.259 | dlogz: 27.328 > 0.109
iter: 609 | bound: 48 | nc: 23 | ncall: 11313 | eff(%): 5.383 | loglstar: -inf < -35.458 < inf | logz: -43.030 +/- 0.259 | dlogz: 27.271 > 0.109
iter: 610 | bound: 48 | nc: 4 | ncall: 11317 | eff(%): 5.390 | loglstar: -inf < -35.363 < inf | logz: -42.984 +/- 0.259 | dlogz: 27.216 > 0.109
iter: 611 | bound: 48 | nc: 4 | ncall: 11321 | eff(%): 5.397 | loglstar: -inf < -35.357 < inf | logz: -42.938 +/- 0.259 | dlogz: 27.160 > 0.109
iter: 612 | bound: 48 | nc: 20 | ncall: 11341 | eff(%): 5.396 | loglstar: -inf < -35.327 < inf | logz: -42.894 +/- 0.259 | dlogz: 27.104 > 0.109
iter: 613 | bound: 48 | nc: 6 | ncall: 11347 | eff(%): 5.402 | loglstar: -inf < -35.313 < inf | logz: -42.851 +/- 0.259 | dlogz: 27.050 > 0.109
iter: 614 | bound: 48 | nc: 1 | ncall: 11348 | eff(%): 5.411 | loglstar: -inf < -35.203 < inf | logz: -42.808 +/- 0.259 | dlogz: 26.997 > 0.109
iter: 615 | bound: 48 | nc: 10 | ncall: 11358 | eff(%): 5.415 | loglstar: -inf < -34.959 < inf | logz: -42.759 +/- 0.259 | dlogz: 26.944 > 0.109
iter: 616 | bound: 48 | nc: 33 | ncall: 11391 | eff(%): 5.408 | loglstar: -inf < -34.941 < inf | logz: -42.707 +/- 0.259 | dlogz: 26.885 > 0.109
iter: 617 | bound: 48 | nc: 1 | ncall: 11392 | eff(%): 5.416 | loglstar: -inf < -34.932 < inf | logz: -42.657 +/- 0.259 | dlogz: 26.823 > 0.109
iter: 618 | bound: 48 | nc: 1 | ncall: 11393 | eff(%): 5.424 | loglstar: -inf < -34.873 < inf | logz: -42.608 +/- 0.259 | dlogz: 26.763 > 0.109
iter: 619 | bound: 48 | nc: 1 | ncall: 11394 | eff(%): 5.433 | loglstar: -inf < -34.836 < inf | logz: -42.560 +/- 0.259 | dlogz: 26.705 > 0.109
iter: 620 | bound: 48 | nc: 7 | ncall: 11401 | eff(%): 5.438 | loglstar: -inf < -34.828 < inf | logz: -42.514 +/- 0.259 | dlogz: 26.647 > 0.109
iter: 621 | bound: 49 | nc: 41 | ncall: 11442 | eff(%): 5.427 | loglstar: -inf < -34.806 < inf | logz: -42.469 +/- 0.259 | dlogz: 26.590 > 0.109
iter: 622 | bound: 49 | nc: 4 | ncall: 11446 | eff(%): 5.434 | loglstar: -inf < -34.765 < inf | logz: -42.425 +/- 0.259 | dlogz: 26.536 > 0.109
iter: 623 | bound: 49 | nc: 30 | ncall: 11476 | eff(%): 5.429 | loglstar: -inf < -34.730 < inf | logz: -42.382 +/- 0.259 | dlogz: 26.482 > 0.109
iter: 624 | bound: 49 | nc: 6 | ncall: 11482 | eff(%): 5.435 | loglstar: -inf < -34.523 < inf | logz: -42.336 +/- 0.259 | dlogz: 26.429 > 0.109
iter: 625 | bound: 49 | nc: 24 | ncall: 11506 | eff(%): 5.432 | loglstar: -inf < -34.466 < inf | logz: -42.287 +/- 0.259 | dlogz: 26.373 > 0.109
iter: 626 | bound: 50 | nc: 43 | ncall: 11549 | eff(%): 5.420 | loglstar: -inf < -34.448 < inf | logz: -42.238 +/- 0.259 | dlogz: 26.314 > 0.109
iter: 627 | bound: 50 | nc: 1 | ncall: 11550 | eff(%): 5.429 | loglstar: -inf < -34.404 < inf | logz: -42.191 +/- 0.259 | dlogz: 26.255 > 0.109
iter: 628 | bound: 50 | nc: 17 | ncall: 11567 | eff(%): 5.429 | loglstar: -inf < -34.367 < inf | logz: -42.145 +/- 0.259 | dlogz: 26.198 > 0.109
iter: 629 | bound: 50 | nc: 36 | ncall: 11603 | eff(%): 5.421 | loglstar: -inf < -34.345 < inf | logz: -42.100 +/- 0.259 | dlogz: 26.142 > 0.109
iter: 630 | bound: 50 | nc: 5 | ncall: 11608 | eff(%): 5.427 | loglstar: -inf < -34.278 < inf | logz: -42.055 +/- 0.259 | dlogz: 26.087 > 0.109
iter: 631 | bound: 50 | nc: 3 | ncall: 11611 | eff(%): 5.435 | loglstar: -inf < -34.228 < inf | logz: -42.010 +/- 0.259 | dlogz: 26.032 > 0.109
iter: 632 | bound: 50 | nc: 2 | ncall: 11613 | eff(%): 5.442 | loglstar: -inf < -34.221 < inf | logz: -41.966 +/- 0.259 | dlogz: 25.977 > 0.109
iter: 633 | bound: 50 | nc: 2 | ncall: 11615 | eff(%): 5.450 | loglstar: -inf < -34.218 < inf | logz: -41.925 +/- 0.259 | dlogz: 25.924 > 0.109
iter: 634 | bound: 50 | nc: 13 | ncall: 11628 | eff(%): 5.452 | loglstar: -inf < -34.177 < inf | logz: -41.884 +/- 0.259 | dlogz: 25.872 > 0.109
iter: 635 | bound: 50 | nc: 12 | ncall: 11640 | eff(%): 5.455 | loglstar: -inf < -34.124 < inf | logz: -41.844 +/- 0.259 | dlogz: 25.822 > 0.109
iter: 636 | bound: 51 | nc: 16 | ncall: 11656 | eff(%): 5.456 | loglstar: -inf < -34.121 < inf | logz: -41.804 +/- 0.259 | dlogz: 25.771 > 0.109
iter: 637 | bound: 51 | nc: 15 | ncall: 11671 | eff(%): 5.458 | loglstar: -inf < -34.118 < inf | logz: -41.767 +/- 0.259 | dlogz: 25.722 > 0.109
iter: 638 | bound: 51 | nc: 26 | ncall: 11697 | eff(%): 5.454 | loglstar: -inf < -34.100 < inf | logz: -41.730 +/- 0.259 | dlogz: 25.674 > 0.109
iter: 639 | bound: 51 | nc: 19 | ncall: 11716 | eff(%): 5.454 | loglstar: -inf < -34.085 < inf | logz: -41.695 +/- 0.259 | dlogz: 25.628 > 0.109
iter: 640 | bound: 51 | nc: 1 | ncall: 11717 | eff(%): 5.462 | loglstar: -inf < -33.989 < inf | logz: -41.659 +/- 0.259 | dlogz: 25.583 > 0.109
iter: 641 | bound: 51 | nc: 14 | ncall: 11731 | eff(%): 5.464 | loglstar: -inf < -33.976 < inf | logz: -41.623 +/- 0.259 | dlogz: 25.537 > 0.109
iter: 642 | bound: 51 | nc: 8 | ncall: 11739 | eff(%): 5.469 | loglstar: -inf < -33.953 < inf | logz: -41.588 +/- 0.259 | dlogz: 25.491 > 0.109
iter: 643 | bound: 51 | nc: 3 | ncall: 11742 | eff(%): 5.476 | loglstar: -inf < -33.918 < inf | logz: -41.554 +/- 0.258 | dlogz: 25.446 > 0.109
iter: 644 | bound: 51 | nc: 1 | ncall: 11743 | eff(%): 5.484 | loglstar: -inf < -33.902 < inf | logz: -41.520 +/- 0.258 | dlogz: 25.402 > 0.109
iter: 645 | bound: 51 | nc: 5 | ncall: 11748 | eff(%): 5.490 | loglstar: -inf < -33.895 < inf | logz: -41.487 +/- 0.258 | dlogz: 25.358 > 0.109
iter: 646 | bound: 51 | nc: 5 | ncall: 11753 | eff(%): 5.496 | loglstar: -inf < -33.856 < inf | logz: -41.455 +/- 0.258 | dlogz: 25.315 > 0.109
iter: 647 | bound: 52 | nc: 38 | ncall: 11791 | eff(%): 5.487 | loglstar: -inf < -33.839 < inf | logz: -41.423 +/- 0.258 | dlogz: 25.273 > 0.109
iter: 648 | bound: 52 | nc: 6 | ncall: 11797 | eff(%): 5.493 | loglstar: -inf < -33.832 < inf | logz: -41.393 +/- 0.258 | dlogz: 25.231 > 0.109
iter: 649 | bound: 52 | nc: 39 | ncall: 11836 | eff(%): 5.483 | loglstar: -inf < -33.775 < inf | logz: -41.362 +/- 0.258 | dlogz: 25.191 > 0.109
iter: 650 | bound: 52 | nc: 1 | ncall: 11837 | eff(%): 5.491 | loglstar: -inf < -33.763 < inf | logz: -41.332 +/- 0.258 | dlogz: 28.444 > 0.109
iter: 651 | bound: 52 | nc: 2 | ncall: 11839 | eff(%): 5.499 | loglstar: -inf < -33.728 < inf | logz: -41.302 +/- 0.258 | dlogz: 28.403 > 0.109
iter: 652 | bound: 52 | nc: 16 | ncall: 11855 | eff(%): 5.500 | loglstar: -inf < -33.635 < inf | logz: -41.271 +/- 0.258 | dlogz: 28.364 > 0.109
iter: 653 | bound: 52 | nc: 6 | ncall: 11861 | eff(%): 5.505 | loglstar: -inf < -33.604 < inf | logz: -41.240 +/- 0.258 | dlogz: 28.323 > 0.109
iter: 654 | bound: 52 | nc: 4 | ncall: 11865 | eff(%): 5.512 | loglstar: -inf < -33.314 < inf | logz: -41.205 +/- 0.258 | dlogz: 28.282 > 0.109
iter: 655 | bound: 52 | nc: 2 | ncall: 11867 | eff(%): 5.520 | loglstar: -inf < -33.079 < inf | logz: -41.161 +/- 0.258 | dlogz: 28.236 > 0.109
iter: 656 | bound: 52 | nc: 15 | ncall: 11882 | eff(%): 5.521 | loglstar: -inf < -32.997 < inf | logz: -41.113 +/- 0.259 | dlogz: 28.183 > 0.109
iter: 657 | bound: 52 | nc: 3 | ncall: 11885 | eff(%): 5.528 | loglstar: -inf < -32.934 < inf | logz: -41.064 +/- 0.259 | dlogz: 28.125 > 0.109
iter: 658 | bound: 52 | nc: 1 | ncall: 11886 | eff(%): 5.536 | loglstar: -inf < -32.908 < inf | logz: -41.016 +/- 0.259 | dlogz: 28.066 > 0.109
iter: 659 | bound: 52 | nc: 2 | ncall: 11888 | eff(%): 5.543 | loglstar: -inf < -32.858 < inf | logz: -40.968 +/- 0.260 | dlogz: 28.008 > 0.109
iter: 660 | bound: 52 | nc: 1 | ncall: 11889 | eff(%): 5.551 | loglstar: -inf < -32.774 < inf | logz: -40.921 +/- 0.260 | dlogz: 27.951 > 0.109
iter: 661 | bound: 52 | nc: 1 | ncall: 11890 | eff(%): 5.559 | loglstar: -inf < -32.770 < inf | logz: -40.874 +/- 0.260 | dlogz: 27.893 > 0.109
iter: 662 | bound: 53 | nc: 4 | ncall: 11894 | eff(%): 5.566 | loglstar: -inf < -32.671 < inf | logz: -40.827 +/- 0.260 | dlogz: 27.836 > 0.109
iter: 663 | bound: 53 | nc: 9 | ncall: 11903 | eff(%): 5.570 | loglstar: -inf < -32.583 < inf | logz: -40.778 +/- 0.261 | dlogz: 27.779 > 0.109
iter: 664 | bound: 53 | nc: 13 | ncall: 11916 | eff(%): 5.572 | loglstar: -inf < -32.567 < inf | logz: -40.730 +/- 0.261 | dlogz: 27.721 > 0.109
iter: 665 | bound: 53 | nc: 1 | ncall: 11917 | eff(%): 5.580 | loglstar: -inf < -32.553 < inf | logz: -40.684 +/- 0.261 | dlogz: 27.663 > 0.109
iter: 666 | bound: 53 | nc: 6 | ncall: 11923 | eff(%): 5.586 | loglstar: -inf < -32.448 < inf | logz: -40.638 +/- 0.262 | dlogz: 27.607 > 0.109
iter: 667 | bound: 53 | nc: 6 | ncall: 11929 | eff(%): 5.591 | loglstar: -inf < -32.393 < inf | logz: -40.590 +/- 0.262 | dlogz: 27.550 > 0.109
iter: 668 | bound: 53 | nc: 2 | ncall: 11931 | eff(%): 5.599 | loglstar: -inf < -32.388 < inf | logz: -40.544 +/- 0.262 | dlogz: 27.493 > 0.109
iter: 669 | bound: 53 | nc: 10 | ncall: 11941 | eff(%): 5.603 | loglstar: -inf < -32.322 < inf | logz: -40.499 +/- 0.262 | dlogz: 27.437 > 0.109
iter: 670 | bound: 53 | nc: 13 | ncall: 11954 | eff(%): 5.605 | loglstar: -inf < -32.203 < inf | logz: -40.452 +/- 0.263 | dlogz: 27.381 > 0.109
iter: 671 | bound: 53 | nc: 1 | ncall: 11955 | eff(%): 5.613 | loglstar: -inf < -31.897 < inf | logz: -40.397 +/- 0.263 | dlogz: 27.324 > 0.109
iter: 672 | bound: 53 | nc: 17 | ncall: 11972 | eff(%): 5.613 | loglstar: -inf < -31.841 < inf | logz: -40.335 +/- 0.264 | dlogz: 27.259 > 0.109
iter: 673 | bound: 53 | nc: 2 | ncall: 11974 | eff(%): 5.621 | loglstar: -inf < -31.740 < inf | logz: -40.274 +/- 0.264 | dlogz: 27.188 > 0.109
iter: 674 | bound: 53 | nc: 6 | ncall: 11980 | eff(%): 5.626 | loglstar: -inf < -31.647 < inf | logz: -40.211 +/- 0.265 | dlogz: 27.117 > 0.109
iter: 675 | bound: 53 | nc: 4 | ncall: 11984 | eff(%): 5.633 | loglstar: -inf < -31.353 < inf | logz: -40.139 +/- 0.266 | dlogz: 27.043 > 0.109
iter: 676 | bound: 53 | nc: 5 | ncall: 11989 | eff(%): 5.639 | loglstar: -inf < -31.152 < inf | logz: -40.055 +/- 0.267 | dlogz: 26.962 > 0.109
iter: 677 | bound: 54 | nc: 10 | ncall: 11999 | eff(%): 5.642 | loglstar: -inf < -31.053 < inf | logz: -39.968 +/- 0.268 | dlogz: 26.868 > 0.109
iter: 678 | bound: 54 | nc: 18 | ncall: 12017 | eff(%): 5.642 | loglstar: -inf < -30.821 < inf | logz: -39.873 +/- 0.269 | dlogz: 26.771 > 0.109
iter: 679 | bound: 54 | nc: 5 | ncall: 12022 | eff(%): 5.648 | loglstar: -inf < -30.720 < inf | logz: -39.774 +/- 0.271 | dlogz: 26.666 > 0.109
iter: 680 | bound: 54 | nc: 4 | ncall: 12026 | eff(%): 5.654 | loglstar: -inf < -30.691 < inf | logz: -39.678 +/- 0.272 | dlogz: 26.557 > 0.109
iter: 681 | bound: 54 | nc: 6 | ncall: 12032 | eff(%): 5.660 | loglstar: -inf < -30.604 < inf | logz: -39.587 +/- 0.273 | dlogz: 26.452 > 0.109
iter: 682 | bound: 54 | nc: 13 | ncall: 12045 | eff(%): 5.662 | loglstar: -inf < -30.589 < inf | logz: -39.501 +/- 0.273 | dlogz: 26.351 > 0.109
iter: 683 | bound: 54 | nc: 2 | ncall: 12047 | eff(%): 5.669 | loglstar: -inf < -30.571 < inf | logz: -39.420 +/- 0.274 | dlogz: 26.254 > 0.109
iter: 684 | bound: 54 | nc: 19 | ncall: 12066 | eff(%): 5.669 | loglstar: -inf < -30.521 < inf | logz: -39.344 +/- 0.274 | dlogz: 26.163 > 0.109
iter: 685 | bound: 54 | nc: 18 | ncall: 12084 | eff(%): 5.669 | loglstar: -inf < -30.499 < inf | logz: -39.271 +/- 0.275 | dlogz: 26.077 > 0.109
iter: 686 | bound: 54 | nc: 6 | ncall: 12090 | eff(%): 5.674 | loglstar: -inf < -30.471 < inf | logz: -39.203 +/- 0.275 | dlogz: 25.995 > 0.109
iter: 687 | bound: 55 | nc: 12 | ncall: 12102 | eff(%): 5.677 | loglstar: -inf < -30.442 < inf | logz: -39.137 +/- 0.275 | dlogz: 25.916 > 0.109
iter: 688 | bound: 55 | nc: 6 | ncall: 12108 | eff(%): 5.682 | loglstar: -inf < -30.214 < inf | logz: -39.068 +/- 0.275 | dlogz: 25.841 > 0.109
iter: 689 | bound: 55 | nc: 5 | ncall: 12113 | eff(%): 5.688 | loglstar: -inf < -30.075 < inf | logz: -38.992 +/- 0.276 | dlogz: 25.762 > 0.109
iter: 690 | bound: 55 | nc: 15 | ncall: 12128 | eff(%): 5.689 | loglstar: -inf < -29.913 < inf | logz: -38.911 +/- 0.276 | dlogz: 25.676 > 0.109
iter: 691 | bound: 55 | nc: 29 | ncall: 12157 | eff(%): 5.684 | loglstar: -inf < -29.782 < inf | logz: -38.825 +/- 0.277 | dlogz: 25.584 > 0.109
iter: 692 | bound: 55 | nc: 2 | ncall: 12159 | eff(%): 5.691 | loglstar: -inf < -29.740 < inf | logz: -38.740 +/- 0.277 | dlogz: 25.489 > 0.109
iter: 693 | bound: 55 | nc: 35 | ncall: 12194 | eff(%): 5.683 | loglstar: -inf < -29.698 < inf | logz: -38.660 +/- 0.277 | dlogz: 25.394 > 0.109
iter: 694 | bound: 55 | nc: 1 | ncall: 12195 | eff(%): 5.691 | loglstar: -inf < -29.684 < inf | logz: -38.584 +/- 0.278 | dlogz: 25.304 > 0.109
iter: 695 | bound: 56 | nc: 11 | ncall: 12206 | eff(%): 5.694 | loglstar: -inf < -29.569 < inf | logz: -38.510 +/- 0.278 | dlogz: 25.218 > 0.109
iter: 696 | bound: 56 | nc: 1 | ncall: 12207 | eff(%): 5.702 | loglstar: -inf < -29.534 < inf | logz: -38.436 +/- 0.278 | dlogz: 25.134 > 0.109
iter: 697 | bound: 56 | nc: 7 | ncall: 12214 | eff(%): 5.707 | loglstar: -inf < -29.488 < inf | logz: -38.366 +/- 0.278 | dlogz: 25.050 > 0.109
iter: 698 | bound: 56 | nc: 53 | ncall: 12267 | eff(%): 5.690 | loglstar: -inf < -29.260 < inf | logz: -38.291 +/- 0.278 | dlogz: 24.970 > 0.109
iter: 699 | bound: 56 | nc: 17 | ncall: 12284 | eff(%): 5.690 | loglstar: -inf < -29.196 < inf | logz: -38.211 +/- 0.279 | dlogz: 26.370 > 0.109
iter: 700 | bound: 56 | nc: 15 | ncall: 12299 | eff(%): 5.692 | loglstar: -inf < -29.154 < inf | logz: -38.135 +/- 0.279 | dlogz: 26.281 > 0.109
iter: 701 | bound: 57 | nc: 17 | ncall: 12316 | eff(%): 5.692 | loglstar: -inf < -29.097 < inf | logz: -38.061 +/- 0.279 | dlogz: 26.194 > 0.109
iter: 702 | bound: 57 | nc: 1 | ncall: 12317 | eff(%): 5.699 | loglstar: -inf < -29.041 < inf | logz: -37.990 +/- 0.279 | dlogz: 26.111 > 0.109
iter: 703 | bound: 57 | nc: 5 | ncall: 12322 | eff(%): 5.705 | loglstar: -inf < -28.989 < inf | logz: -37.920 +/- 0.279 | dlogz: 26.029 > 0.109
iter: 704 | bound: 57 | nc: 7 | ncall: 12329 | eff(%): 5.710 | loglstar: -inf < -28.904 < inf | logz: -37.850 +/- 0.280 | dlogz: 25.949 > 0.109
iter: 705 | bound: 57 | nc: 2 | ncall: 12331 | eff(%): 5.717 | loglstar: -inf < -28.869 < inf | logz: -37.783 +/- 0.280 | dlogz: 25.870 > 0.109
iter: 706 | bound: 57 | nc: 18 | ncall: 12349 | eff(%): 5.717 | loglstar: -inf < -28.831 < inf | logz: -37.717 +/- 0.280 | dlogz: 25.792 > 0.109
iter: 707 | bound: 57 | nc: 5 | ncall: 12354 | eff(%): 5.723 | loglstar: -inf < -28.823 < inf | logz: -37.655 +/- 0.280 | dlogz: 25.717 > 0.109
iter: 708 | bound: 57 | nc: 1 | ncall: 12355 | eff(%): 5.730 | loglstar: -inf < -28.621 < inf | logz: -37.591 +/- 0.280 | dlogz: 25.645 > 0.109
iter: 709 | bound: 57 | nc: 7 | ncall: 12362 | eff(%): 5.735 | loglstar: -inf < -28.589 < inf | logz: -37.524 +/- 0.280 | dlogz: 25.571 > 0.109
iter: 710 | bound: 57 | nc: 4 | ncall: 12366 | eff(%): 5.742 | loglstar: -inf < -28.579 < inf | logz: -37.461 +/- 0.280 | dlogz: 25.494 > 0.109
iter: 711 | bound: 57 | nc: 16 | ncall: 12382 | eff(%): 5.742 | loglstar: -inf < -28.497 < inf | logz: -37.399 +/- 0.280 | dlogz: 25.421 > 0.109
iter: 712 | bound: 57 | nc: 10 | ncall: 12392 | eff(%): 5.746 | loglstar: -inf < -28.492 < inf | logz: -37.340 +/- 0.280 | dlogz: 25.349 > 0.109
iter: 713 | bound: 57 | nc: 5 | ncall: 12397 | eff(%): 5.751 | loglstar: -inf < -28.169 < inf | logz: -37.273 +/- 0.280 | dlogz: 25.280 > 0.109
iter: 714 | bound: 57 | nc: 2 | ncall: 12399 | eff(%): 5.759 | loglstar: -inf < -28.085 < inf | logz: -37.199 +/- 0.280 | dlogz: 25.203 > 0.109
iter: 715 | bound: 57 | nc: 3 | ncall: 12402 | eff(%): 5.765 | loglstar: -inf < -28.023 < inf | logz: -37.125 +/- 0.281 | dlogz: 25.119 > 0.109
iter: 716 | bound: 57 | nc: 4 | ncall: 12406 | eff(%): 5.771 | loglstar: -inf < -27.913 < inf | logz: -37.052 +/- 0.281 | dlogz: 25.035 > 0.109
iter: 717 | bound: 57 | nc: 1 | ncall: 12407 | eff(%): 5.779 | loglstar: -inf < -27.561 < inf | logz: -36.966 +/- 0.281 | dlogz: 24.952 > 0.109
iter: 718 | bound: 57 | nc: 4 | ncall: 12411 | eff(%): 5.785 | loglstar: -inf < -27.536 < inf | logz: -36.873 +/- 0.282 | dlogz: 24.856 > 0.109
iter: 719 | bound: 58 | nc: 6 | ncall: 12417 | eff(%): 5.790 | loglstar: -inf < -27.532 < inf | logz: -36.788 +/- 0.283 | dlogz: 24.753 > 0.109
iter: 720 | bound: 58 | nc: 17 | ncall: 12434 | eff(%): 5.791 | loglstar: -inf < -27.480 < inf | logz: -36.708 +/- 0.283 | dlogz: 24.658 > 0.109
iter: 721 | bound: 58 | nc: 10 | ncall: 12444 | eff(%): 5.794 | loglstar: -inf < -27.386 < inf | logz: -36.629 +/- 0.283 | dlogz: 24.568 > 0.109
iter: 722 | bound: 58 | nc: 10 | ncall: 12454 | eff(%): 5.797 | loglstar: -inf < -27.322 < inf | logz: -36.551 +/- 0.283 | dlogz: 24.480 > 0.109
iter: 723 | bound: 58 | nc: 1 | ncall: 12455 | eff(%): 5.805 | loglstar: -inf < -27.300 < inf | logz: -36.477 +/- 0.283 | dlogz: 24.392 > 0.109
iter: 724 | bound: 58 | nc: 25 | ncall: 12480 | eff(%): 5.801 | loglstar: -inf < -27.274 < inf | logz: -36.407 +/- 0.284 | dlogz: 24.307 > 0.109
iter: 725 | bound: 58 | nc: 6 | ncall: 12486 | eff(%): 5.807 | loglstar: -inf < -27.212 < inf | logz: -36.339 +/- 0.284 | dlogz: 24.227 > 0.109
iter: 726 | bound: 58 | nc: 12 | ncall: 12498 | eff(%): 5.809 | loglstar: -inf < -27.085 < inf | logz: -36.270 +/- 0.284 | dlogz: 24.149 > 0.109
iter: 727 | bound: 58 | nc: 13 | ncall: 12511 | eff(%): 5.811 | loglstar: -inf < -26.935 < inf | logz: -36.196 +/- 0.284 | dlogz: 24.070 > 0.109
iter: 728 | bound: 59 | nc: 6 | ncall: 12517 | eff(%): 5.816 | loglstar: -inf < -26.828 < inf | logz: -36.120 +/- 0.284 | dlogz: 23.987 > 0.109
iter: 729 | bound: 59 | nc: 4 | ncall: 12521 | eff(%): 5.822 | loglstar: -inf < -26.712 < inf | logz: -36.041 +/- 0.284 | dlogz: 23.901 > 0.109
iter: 730 | bound: 59 | nc: 1 | ncall: 12522 | eff(%): 5.830 | loglstar: -inf < -26.656 < inf | logz: -35.963 +/- 0.285 | dlogz: 23.812 > 0.109
iter: 731 | bound: 59 | nc: 2 | ncall: 12524 | eff(%): 5.837 | loglstar: -inf < -26.629 < inf | logz: -35.889 +/- 0.285 | dlogz: 23.724 > 0.109
iter: 732 | bound: 59 | nc: 1 | ncall: 12525 | eff(%): 5.844 | loglstar: -inf < -26.575 < inf | logz: -35.817 +/- 0.285 | dlogz: 23.640 > 0.109
iter: 733 | bound: 59 | nc: 8 | ncall: 12533 | eff(%): 5.849 | loglstar: -inf < -26.389 < inf | logz: -35.743 +/- 0.285 | dlogz: 23.558 > 0.109
iter: 734 | bound: 59 | nc: 25 | ncall: 12558 | eff(%): 5.845 | loglstar: -inf < -26.269 < inf | logz: -35.663 +/- 0.285 | dlogz: 23.474 > 0.109
iter: 735 | bound: 59 | nc: 42 | ncall: 12600 | eff(%): 5.833 | loglstar: -inf < -26.259 < inf | logz: -35.586 +/- 0.286 | dlogz: 23.384 > 0.109
iter: 736 | bound: 59 | nc: 2 | ncall: 12602 | eff(%): 5.840 | loglstar: -inf < -26.213 < inf | logz: -35.513 +/- 0.286 | dlogz: 23.297 > 0.109
iter: 737 | bound: 60 | nc: 25 | ncall: 12627 | eff(%): 5.837 | loglstar: -inf < -26.209 < inf | logz: -35.444 +/- 0.286 | dlogz: 23.214 > 0.109
iter: 738 | bound: 60 | nc: 39 | ncall: 12666 | eff(%): 5.827 | loglstar: -inf < -26.121 < inf | logz: -35.377 +/- 0.286 | dlogz: 23.135 > 0.109
iter: 739 | bound: 60 | nc: 8 | ncall: 12674 | eff(%): 5.831 | loglstar: -inf < -26.093 < inf | logz: -35.311 +/- 0.286 | dlogz: 23.058 > 0.109
iter: 740 | bound: 60 | nc: 4 | ncall: 12678 | eff(%): 5.837 | loglstar: -inf < -25.872 < inf | logz: -35.242 +/- 0.286 | dlogz: 22.982 > 0.109
iter: 741 | bound: 60 | nc: 8 | ncall: 12686 | eff(%): 5.841 | loglstar: -inf < -25.746 < inf | logz: -35.166 +/- 0.286 | dlogz: 22.903 > 0.109
iter: 742 | bound: 60 | nc: 14 | ncall: 12700 | eff(%): 5.843 | loglstar: -inf < -25.635 < inf | logz: -35.088 +/- 0.286 | dlogz: 22.817 > 0.109
iter: 743 | bound: 61 | nc: 37 | ncall: 12737 | eff(%): 5.833 | loglstar: -inf < -25.484 < inf | logz: -35.006 +/- 0.287 | dlogz: 22.729 > 0.109
iter: 744 | bound: 61 | nc: 1 | ncall: 12738 | eff(%): 5.841 | loglstar: -inf < -25.450 < inf | logz: -34.925 +/- 0.287 | dlogz: 22.638 > 0.109
iter: 745 | bound: 61 | nc: 1 | ncall: 12739 | eff(%): 5.848 | loglstar: -inf < -25.384 < inf | logz: -34.847 +/- 0.287 | dlogz: 22.547 > 0.109
iter: 746 | bound: 61 | nc: 1 | ncall: 12740 | eff(%): 5.856 | loglstar: -inf < -25.307 < inf | logz: -34.770 +/- 0.288 | dlogz: 22.459 > 0.109
iter: 747 | bound: 61 | nc: 2 | ncall: 12742 | eff(%): 5.863 | loglstar: -inf < -25.285 < inf | logz: -34.696 +/- 0.288 | dlogz: 22.372 > 0.109
iter: 748 | bound: 61 | nc: 4 | ncall: 12746 | eff(%): 5.869 | loglstar: -inf < -25.232 < inf | logz: -34.625 +/- 0.288 | dlogz: 22.287 > 0.109
iter: 749 | bound: 61 | nc: 6 | ncall: 12752 | eff(%): 5.874 | loglstar: -inf < -25.175 < inf | logz: -34.556 +/- 0.288 | dlogz: 22.207 > 0.109
iter: 750 | bound: 61 | nc: 6 | ncall: 12758 | eff(%): 5.879 | loglstar: -inf < -25.151 < inf | logz: -34.489 +/- 0.288 | dlogz: 22.127 > 0.109
iter: 751 | bound: 61 | nc: 6 | ncall: 12764 | eff(%): 5.884 | loglstar: -inf < -25.117 < inf | logz: -34.425 +/- 0.288 | dlogz: 22.051 > 0.109
iter: 752 | bound: 61 | nc: 1 | ncall: 12765 | eff(%): 5.891 | loglstar: -inf < -25.079 < inf | logz: -34.364 +/- 0.288 | dlogz: 21.977 > 0.109
iter: 753 | bound: 61 | nc: 16 | ncall: 12781 | eff(%): 5.892 | loglstar: -inf < -25.037 < inf | logz: -34.304 +/- 0.288 | dlogz: 21.906 > 0.109
iter: 754 | bound: 61 | nc: 3 | ncall: 12784 | eff(%): 5.898 | loglstar: -inf < -24.972 < inf | logz: -34.246 +/- 0.288 | dlogz: 21.836 > 0.109
iter: 755 | bound: 61 | nc: 6 | ncall: 12790 | eff(%): 5.903 | loglstar: -inf < -24.949 < inf | logz: -34.189 +/- 0.288 | dlogz: 21.768 > 0.109
iter: 756 | bound: 61 | nc: 7 | ncall: 12797 | eff(%): 5.908 | loglstar: -inf < -24.936 < inf | logz: -34.134 +/- 0.288 | dlogz: 21.701 > 0.109
iter: 757 | bound: 61 | nc: 7 | ncall: 12804 | eff(%): 5.912 | loglstar: -inf < -24.913 < inf | logz: -34.082 +/- 0.288 | dlogz: 21.636 > 0.109
iter: 758 | bound: 61 | nc: 9 | ncall: 12813 | eff(%): 5.916 | loglstar: -inf < -24.910 < inf | logz: -34.032 +/- 0.287 | dlogz: 21.574 > 0.109
iter: 759 | bound: 61 | nc: 5 | ncall: 12818 | eff(%): 5.921 | loglstar: -inf < -24.860 < inf | logz: -33.984 +/- 0.287 | dlogz: 21.515 > 0.109
iter: 760 | bound: 61 | nc: 10 | ncall: 12828 | eff(%): 5.925 | loglstar: -inf < -24.842 < inf | logz: -33.937 +/- 0.287 | dlogz: 22.906 > 0.109
iter: 761 | bound: 61 | nc: 3 | ncall: 12831 | eff(%): 5.931 | loglstar: -inf < -24.682 < inf | logz: -33.889 +/- 0.287 | dlogz: 22.849 > 0.109
iter: 762 | bound: 62 | nc: 13 | ncall: 12844 | eff(%): 5.933 | loglstar: -inf < -24.656 < inf | logz: -33.838 +/- 0.287 | dlogz: 22.790 > 0.109
iter: 763 | bound: 62 | nc: 10 | ncall: 12854 | eff(%): 5.936 | loglstar: -inf < -24.462 < inf | logz: -33.786 +/- 0.287 | dlogz: 22.730 > 0.109
iter: 764 | bound: 62 | nc: 47 | ncall: 12901 | eff(%): 5.922 | loglstar: -inf < -24.449 < inf | logz: -33.731 +/- 0.287 | dlogz: 22.667 > 0.109
iter: 765 | bound: 62 | nc: 29 | ncall: 12930 | eff(%): 5.916 | loglstar: -inf < -24.332 < inf | logz: -33.676 +/- 0.287 | dlogz: 22.602 > 0.109
iter: 766 | bound: 63 | nc: 21 | ncall: 12951 | eff(%): 5.915 | loglstar: -inf < -24.304 < inf | logz: -33.621 +/- 0.287 | dlogz: 22.538 > 0.109
iter: 767 | bound: 63 | nc: 5 | ncall: 12956 | eff(%): 5.920 | loglstar: -inf < -24.303 < inf | logz: -33.568 +/- 0.287 | dlogz: 22.472 > 0.109
iter: 768 | bound: 63 | nc: 5 | ncall: 12961 | eff(%): 5.925 | loglstar: -inf < -24.267 < inf | logz: -33.518 +/- 0.287 | dlogz: 22.410 > 0.109
iter: 769 | bound: 63 | nc: 20 | ncall: 12981 | eff(%): 5.924 | loglstar: -inf < -24.267 < inf | logz: -33.469 +/- 0.287 | dlogz: 22.350 > 0.109
iter: 770 | bound: 63 | nc: 21 | ncall: 13002 | eff(%): 5.922 | loglstar: -inf < -24.257 < inf | logz: -33.424 +/- 0.287 | dlogz: 22.291 > 0.109
iter: 771 | bound: 63 | nc: 48 | ncall: 13050 | eff(%): 5.908 | loglstar: -inf < -24.044 < inf | logz: -33.375 +/- 0.287 | dlogz: 22.236 > 0.109
iter: 772 | bound: 64 | nc: 13 | ncall: 13063 | eff(%): 5.910 | loglstar: -inf < -24.028 < inf | logz: -33.324 +/- 0.287 | dlogz: 22.177 > 0.109
iter: 773 | bound: 64 | nc: 28 | ncall: 13091 | eff(%): 5.905 | loglstar: -inf < -24.025 < inf | logz: -33.275 +/- 0.287 | dlogz: 22.116 > 0.109
iter: 774 | bound: 64 | nc: 5 | ncall: 13096 | eff(%): 5.910 | loglstar: -inf < -23.992 < inf | logz: -33.228 +/- 0.287 | dlogz: 22.057 > 0.109
iter: 775 | bound: 64 | nc: 16 | ncall: 13112 | eff(%): 5.911 | loglstar: -inf < -23.935 < inf | logz: -33.182 +/- 0.287 | dlogz: 22.001 > 0.109
iter: 776 | bound: 64 | nc: 11 | ncall: 13123 | eff(%): 5.913 | loglstar: -inf < -23.680 < inf | logz: -33.131 +/- 0.287 | dlogz: 21.944 > 0.109
iter: 777 | bound: 64 | nc: 1 | ncall: 13124 | eff(%): 5.920 | loglstar: -inf < -23.582 < inf | logz: -33.074 +/- 0.287 | dlogz: 21.883 > 0.109
iter: 778 | bound: 64 | nc: 3 | ncall: 13127 | eff(%): 5.927 | loglstar: -inf < -23.511 < inf | logz: -33.016 +/- 0.287 | dlogz: 21.816 > 0.109
iter: 779 | bound: 64 | nc: 2 | ncall: 13129 | eff(%): 5.933 | loglstar: -inf < -23.469 < inf | logz: -32.959 +/- 0.288 | dlogz: 21.748 > 0.109
iter: 780 | bound: 64 | nc: 9 | ncall: 13138 | eff(%): 5.937 | loglstar: -inf < -23.406 < inf | logz: -32.902 +/- 0.288 | dlogz: 21.681 > 0.109
iter: 781 | bound: 64 | nc: 7 | ncall: 13145 | eff(%): 5.941 | loglstar: -inf < -23.108 < inf | logz: -32.838 +/- 0.288 | dlogz: 21.615 > 0.109
iter: 782 | bound: 64 | nc: 5 | ncall: 13150 | eff(%): 5.947 | loglstar: -inf < -23.090 < inf | logz: -32.770 +/- 0.288 | dlogz: 21.541 > 0.109
iter: 783 | bound: 64 | nc: 5 | ncall: 13155 | eff(%): 5.952 | loglstar: -inf < -22.999 < inf | logz: -32.703 +/- 0.289 | dlogz: 21.462 > 0.109
iter: 784 | bound: 64 | nc: 1 | ncall: 13156 | eff(%): 5.959 | loglstar: -inf < -22.989 < inf | logz: -32.638 +/- 0.289 | dlogz: 21.385 > 0.109
iter: 785 | bound: 65 | nc: 11 | ncall: 13167 | eff(%): 5.962 | loglstar: -inf < -22.981 < inf | logz: -32.577 +/- 0.289 | dlogz: 21.310 > 0.109
iter: 786 | bound: 65 | nc: 13 | ncall: 13180 | eff(%): 5.964 | loglstar: -inf < -22.902 < inf | logz: -32.517 +/- 0.290 | dlogz: 21.239 > 0.109
iter: 787 | bound: 65 | nc: 22 | ncall: 13202 | eff(%): 5.961 | loglstar: -inf < -22.883 < inf | logz: -32.459 +/- 0.290 | dlogz: 21.170 > 0.109
iter: 788 | bound: 65 | nc: 21 | ncall: 13223 | eff(%): 5.959 | loglstar: -inf < -22.864 < inf | logz: -32.403 +/- 0.290 | dlogz: 21.101 > 0.109
iter: 789 | bound: 66 | nc: 44 | ncall: 13267 | eff(%): 5.947 | loglstar: -inf < -22.806 < inf | logz: -32.349 +/- 0.290 | dlogz: 21.036 > 0.109
iter: 790 | bound: 66 | nc: 4 | ncall: 13271 | eff(%): 5.953 | loglstar: -inf < -22.756 < inf | logz: -32.295 +/- 0.290 | dlogz: 20.972 > 0.109
iter: 791 | bound: 66 | nc: 11 | ncall: 13282 | eff(%): 5.955 | loglstar: -inf < -22.681 < inf | logz: -32.241 +/- 0.290 | dlogz: 20.908 > 0.109
iter: 792 | bound: 66 | nc: 5 | ncall: 13287 | eff(%): 5.961 | loglstar: -inf < -22.602 < inf | logz: -32.187 +/- 0.290 | dlogz: 20.844 > 0.109
iter: 793 | bound: 66 | nc: 21 | ncall: 13308 | eff(%): 5.959 | loglstar: -inf < -22.595 < inf | logz: -32.134 +/- 0.290 | dlogz: 20.780 > 0.109
iter: 794 | bound: 66 | nc: 53 | ncall: 13361 | eff(%): 5.943 | loglstar: -inf < -22.463 < inf | logz: -32.080 +/- 0.290 | dlogz: 20.717 > 0.109
iter: 795 | bound: 67 | nc: 15 | ncall: 13376 | eff(%): 5.943 | loglstar: -inf < -22.455 < inf | logz: -32.026 +/- 0.291 | dlogz: 20.653 > 0.109
iter: 796 | bound: 67 | nc: 20 | ncall: 13396 | eff(%): 5.942 | loglstar: -inf < -22.384 < inf | logz: -31.974 +/- 0.291 | dlogz: 20.590 > 0.109
iter: 797 | bound: 67 | nc: 4 | ncall: 13400 | eff(%): 5.948 | loglstar: -inf < -22.283 < inf | logz: -31.920 +/- 0.291 | dlogz: 20.527 > 0.109
iter: 798 | bound: 67 | nc: 31 | ncall: 13431 | eff(%): 5.941 | loglstar: -inf < -22.257 < inf | logz: -31.866 +/- 0.291 | dlogz: 20.463 > 0.109
iter: 799 | bound: 67 | nc: 24 | ncall: 13455 | eff(%): 5.938 | loglstar: -inf < -22.130 < inf | logz: -31.812 +/- 0.291 | dlogz: 20.399 > 0.109
iter: 800 | bound: 67 | nc: 11 | ncall: 13466 | eff(%): 5.941 | loglstar: -inf < -22.121 < inf | logz: -31.757 +/- 0.291 | dlogz: 20.335 > 0.109
iter: 801 | bound: 67 | nc: 2 | ncall: 13468 | eff(%): 5.947 | loglstar: -inf < -22.089 < inf | logz: -31.704 +/- 0.291 | dlogz: 20.270 > 0.109
iter: 802 | bound: 67 | nc: 4 | ncall: 13472 | eff(%): 5.953 | loglstar: -inf < -21.888 < inf | logz: -31.649 +/- 0.291 | dlogz: 20.208 > 0.109
iter: 803 | bound: 68 | nc: 63 | ncall: 13535 | eff(%): 5.933 | loglstar: -inf < -21.756 < inf | logz: -31.588 +/- 0.292 | dlogz: 20.143 > 0.109
iter: 804 | bound: 68 | nc: 4 | ncall: 13539 | eff(%): 5.938 | loglstar: -inf < -21.652 < inf | logz: -31.524 +/- 0.292 | dlogz: 20.072 > 0.109
iter: 805 | bound: 68 | nc: 65 | ncall: 13604 | eff(%): 5.917 | loglstar: -inf < -21.442 < inf | logz: -31.455 +/- 0.292 | dlogz: 19.998 > 0.109
iter: 806 | bound: 68 | nc: 30 | ncall: 13634 | eff(%): 5.912 | loglstar: -inf < -21.338 < inf | logz: -31.380 +/- 0.293 | dlogz: 19.918 > 0.109
iter: 807 | bound: 69 | nc: 11 | ncall: 13645 | eff(%): 5.914 | loglstar: -inf < -21.308 < inf | logz: -31.307 +/- 0.293 | dlogz: 19.834 > 0.109
iter: 808 | bound: 69 | nc: 4 | ncall: 13649 | eff(%): 5.920 | loglstar: -inf < -21.288 < inf | logz: -31.238 +/- 0.294 | dlogz: 19.751 > 0.109
iter: 809 | bound: 69 | nc: 1 | ncall: 13650 | eff(%): 5.927 | loglstar: -inf < -21.269 < inf | logz: -31.173 +/- 0.294 | dlogz: 19.672 > 0.109
iter: 810 | bound: 69 | nc: 21 | ncall: 13671 | eff(%): 5.925 | loglstar: -inf < -21.255 < inf | logz: -31.111 +/- 0.294 | dlogz: 19.596 > 0.109
iter: 811 | bound: 69 | nc: 17 | ncall: 13688 | eff(%): 5.925 | loglstar: -inf < -21.125 < inf | logz: -31.049 +/- 0.294 | dlogz: 19.525 > 0.109
iter: 812 | bound: 69 | nc: 12 | ncall: 13700 | eff(%): 5.927 | loglstar: -inf < -21.097 < inf | logz: -30.987 +/- 0.295 | dlogz: 19.453 > 0.109
iter: 813 | bound: 69 | nc: 10 | ncall: 13710 | eff(%): 5.930 | loglstar: -inf < -20.963 < inf | logz: -30.924 +/- 0.295 | dlogz: 19.381 > 0.109
iter: 814 | bound: 69 | nc: 31 | ncall: 13741 | eff(%): 5.924 | loglstar: -inf < -20.958 < inf | logz: -30.861 +/- 0.295 | dlogz: 19.308 > 0.109
iter: 815 | bound: 69 | nc: 1 | ncall: 13742 | eff(%): 5.931 | loglstar: -inf < -20.911 < inf | logz: -30.802 +/- 0.295 | dlogz: 19.236 > 0.109
iter: 816 | bound: 70 | nc: 53 | ncall: 13795 | eff(%): 5.915 | loglstar: -inf < -20.813 < inf | logz: -30.742 +/- 0.295 | dlogz: 19.166 > 0.109
iter: 817 | bound: 71 | nc: 127 | ncall: 13922 | eff(%): 5.868 | loglstar: -inf < -20.783 < inf | logz: -30.682 +/- 0.295 | dlogz: 19.096 > 0.109
iter: 818 | bound: 71 | nc: 11 | ncall: 13933 | eff(%): 5.871 | loglstar: -inf < -20.718 < inf | logz: -30.624 +/- 0.296 | dlogz: 19.026 > 0.109
iter: 819 | bound: 71 | nc: 6 | ncall: 13939 | eff(%): 5.876 | loglstar: -inf < -20.605 < inf | logz: -30.564 +/- 0.296 | dlogz: 18.958 > 0.109
iter: 820 | bound: 71 | nc: 8 | ncall: 13947 | eff(%): 5.879 | loglstar: -inf < -20.582 < inf | logz: -30.505 +/- 0.296 | dlogz: 18.889 > 0.109
iter: 821 | bound: 71 | nc: 51 | ncall: 13998 | eff(%): 5.865 | loglstar: -inf < -20.574 < inf | logz: -30.449 +/- 0.296 | dlogz: 19.798 > 0.109
iter: 822 | bound: 71 | nc: 22 | ncall: 14020 | eff(%): 5.863 | loglstar: -inf < -20.533 < inf | logz: -30.394 +/- 0.296 | dlogz: 19.732 > 0.109
iter: 823 | bound: 72 | nc: 8 | ncall: 14028 | eff(%): 5.867 | loglstar: -inf < -20.496 < inf | logz: -30.342 +/- 0.296 | dlogz: 19.668 > 0.109
iter: 824 | bound: 72 | nc: 29 | ncall: 14057 | eff(%): 5.862 | loglstar: -inf < -20.486 < inf | logz: -30.291 +/- 0.296 | dlogz: 19.605 > 0.109
iter: 825 | bound: 73 | nc: 151 | ncall: 14208 | eff(%): 5.807 | loglstar: -inf < -20.351 < inf | logz: -30.239 +/- 0.296 | dlogz: 19.544 > 0.109
iter: 826 | bound: 73 | nc: 48 | ncall: 14256 | eff(%): 5.794 | loglstar: -inf < -20.345 < inf | logz: -30.187 +/- 0.296 | dlogz: 19.483 > 0.109
iter: 827 | bound: 73 | nc: 14 | ncall: 14270 | eff(%): 5.795 | loglstar: -inf < -20.319 < inf | logz: -30.138 +/- 0.296 | dlogz: 19.421 > 0.109
iter: 828 | bound: 73 | nc: 19 | ncall: 14289 | eff(%): 5.795 | loglstar: -inf < -20.239 < inf | logz: -30.088 +/- 0.296 | dlogz: 19.362 > 0.109
iter: 829 | bound: 74 | nc: 20 | ncall: 14309 | eff(%): 5.794 | loglstar: -inf < -20.077 < inf | logz: -30.036 +/- 0.296 | dlogz: 19.302 > 0.109
iter: 830 | bound: 74 | nc: 57 | ncall: 14366 | eff(%): 5.778 | loglstar: -inf < -20.076 < inf | logz: -29.983 +/- 0.296 | dlogz: 19.240 > 0.109
iter: 831 | bound: 75 | nc: 45 | ncall: 14411 | eff(%): 5.766 | loglstar: -inf < -19.918 < inf | logz: -29.928 +/- 0.296 | dlogz: 19.177 > 0.109
iter: 832 | bound: 75 | nc: 14 | ncall: 14425 | eff(%): 5.768 | loglstar: -inf < -19.846 < inf | logz: -29.871 +/- 0.297 | dlogz: 19.112 > 0.109
iter: 833 | bound: 75 | nc: 15 | ncall: 14440 | eff(%): 5.769 | loglstar: -inf < -19.843 < inf | logz: -29.816 +/- 0.297 | dlogz: 19.045 > 0.109
iter: 834 | bound: 75 | nc: 1 | ncall: 14441 | eff(%): 5.775 | loglstar: -inf < -19.839 < inf | logz: -29.764 +/- 0.297 | dlogz: 18.980 > 0.109
iter: 835 | bound: 75 | nc: 11 | ncall: 14452 | eff(%): 5.778 | loglstar: -inf < -19.798 < inf | logz: -29.714 +/- 0.297 | dlogz: 18.918 > 0.109
iter: 836 | bound: 75 | nc: 10 | ncall: 14462 | eff(%): 5.781 | loglstar: -inf < -19.722 < inf | logz: -29.664 +/- 0.297 | dlogz: 18.858 > 0.109
iter: 837 | bound: 75 | nc: 12 | ncall: 14474 | eff(%): 5.783 | loglstar: -inf < -19.705 < inf | logz: -29.614 +/- 0.297 | dlogz: 18.798 > 0.109
iter: 838 | bound: 75 | nc: 25 | ncall: 14499 | eff(%): 5.780 | loglstar: -inf < -19.613 < inf | logz: -29.565 +/- 0.297 | dlogz: 18.739 > 0.109
iter: 839 | bound: 75 | nc: 5 | ncall: 14504 | eff(%): 5.785 | loglstar: -inf < -19.498 < inf | logz: -29.514 +/- 0.297 | dlogz: 18.679 > 0.109
iter: 840 | bound: 75 | nc: 1 | ncall: 14505 | eff(%): 5.791 | loglstar: -inf < -19.435 < inf | logz: -29.461 +/- 0.297 | dlogz: 18.618 > 0.109
iter: 841 | bound: 76 | nc: 12 | ncall: 14517 | eff(%): 5.793 | loglstar: -inf < -19.405 < inf | logz: -29.409 +/- 0.297 | dlogz: 18.555 > 0.109
iter: 842 | bound: 76 | nc: 7 | ncall: 14524 | eff(%): 5.797 | loglstar: -inf < -19.322 < inf | logz: -29.357 +/- 0.298 | dlogz: 18.494 > 0.109
iter: 843 | bound: 76 | nc: 5 | ncall: 14529 | eff(%): 5.802 | loglstar: -inf < -19.267 < inf | logz: -29.305 +/- 0.298 | dlogz: 18.432 > 0.109
iter: 844 | bound: 76 | nc: 12 | ncall: 14541 | eff(%): 5.804 | loglstar: -inf < -19.187 < inf | logz: -29.253 +/- 0.298 | dlogz: 18.370 > 0.109
iter: 845 | bound: 76 | nc: 1 | ncall: 14542 | eff(%): 5.811 | loglstar: -inf < -19.179 < inf | logz: -29.202 +/- 0.298 | dlogz: 18.308 > 0.109
iter: 846 | bound: 76 | nc: 6 | ncall: 14548 | eff(%): 5.815 | loglstar: -inf < -19.096 < inf | logz: -29.151 +/- 0.298 | dlogz: 18.246 > 0.109
iter: 847 | bound: 76 | nc: 1 | ncall: 14549 | eff(%): 5.822 | loglstar: -inf < -19.085 < inf | logz: -29.101 +/- 0.298 | dlogz: 18.186 > 0.109
iter: 848 | bound: 76 | nc: 8 | ncall: 14557 | eff(%): 5.825 | loglstar: -inf < -19.011 < inf | logz: -29.052 +/- 0.298 | dlogz: 18.126 > 0.109
iter: 849 | bound: 76 | nc: 16 | ncall: 14573 | eff(%): 5.826 | loglstar: -inf < -18.956 < inf | logz: -29.003 +/- 0.298 | dlogz: 18.067 > 0.109
iter: 850 | bound: 76 | nc: 3 | ncall: 14576 | eff(%): 5.832 | loglstar: -inf < -18.956 < inf | logz: -28.955 +/- 0.298 | dlogz: 18.008 > 0.109
iter: 851 | bound: 76 | nc: 5 | ncall: 14581 | eff(%): 5.836 | loglstar: -inf < -18.837 < inf | logz: -28.907 +/- 0.298 | dlogz: 17.950 > 0.109
iter: 852 | bound: 76 | nc: 27 | ncall: 14608 | eff(%): 5.832 | loglstar: -inf < -18.748 < inf | logz: -28.857 +/- 0.299 | dlogz: 17.892 > 0.109
iter: 853 | bound: 76 | nc: 1 | ncall: 14609 | eff(%): 5.839 | loglstar: -inf < -18.680 < inf | logz: -28.806 +/- 0.299 | dlogz: 17.832 > 0.109
iter: 854 | bound: 76 | nc: 1 | ncall: 14610 | eff(%): 5.845 | loglstar: -inf < -18.491 < inf | logz: -28.751 +/- 0.299 | dlogz: 17.771 > 0.109
iter: 855 | bound: 76 | nc: 5 | ncall: 14615 | eff(%): 5.850 | loglstar: -inf < -18.369 < inf | logz: -28.691 +/- 0.299 | dlogz: 17.706 > 0.109
iter: 856 | bound: 77 | nc: 4 | ncall: 14619 | eff(%): 5.855 | loglstar: -inf < -18.357 < inf | logz: -28.632 +/- 0.299 | dlogz: 17.637 > 0.109
iter: 857 | bound: 78 | nc: 476 | ncall: 15095 | eff(%): 5.677 | loglstar: -inf < -18.259 < inf | logz: -28.573 +/- 0.300 | dlogz: 17.567 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 858 | bound: 79 | nc: 299 | ncall: 15394 | eff(%): 5.574 | loglstar: -inf < -18.258 < inf | logz: -28.516 +/- 0.300 | dlogz: 17.499 > 0.109
iter: 859 | bound: 80 | nc: 9171 | ncall: 24565 | eff(%): 3.497 | loglstar: -inf < -18.190 < inf | logz: -28.460 +/- 0.300 | dlogz: 17.431 > 0.109
iter: 860 | bound: 81 | nc: 1059 | ncall: 25624 | eff(%): 3.356 | loglstar: -inf < -18.146 < inf | logz: -28.405 +/- 0.300 | dlogz: 17.366 > 0.109
iter: 861 | bound: 81 | nc: 21 | ncall: 25645 | eff(%): 3.357 | loglstar: -inf < -18.139 < inf | logz: -28.352 +/- 0.300 | dlogz: 17.301 > 0.109
iter: 862 | bound: 81 | nc: 54 | ncall: 25699 | eff(%): 3.354 | loglstar: -inf < -18.093 < inf | logz: -28.301 +/- 0.301 | dlogz: 17.238 > 0.109
iter: 863 | bound: 82 | nc: 106 | ncall: 25805 | eff(%): 3.344 | loglstar: -inf < -18.078 < inf | logz: -28.251 +/- 0.301 | dlogz: 18.638 > 0.109
iter: 864 | bound: 83 | nc: 456 | ncall: 26261 | eff(%): 3.290 | loglstar: -inf < -18.056 < inf | logz: -28.203 +/- 0.301 | dlogz: 18.579 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 865 | bound: 84 | nc: 755 | ncall: 27016 | eff(%): 3.202 | loglstar: -inf < -18.047 < inf | logz: -28.158 +/- 0.301 | dlogz: 18.521 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 866 | bound: 85 | nc: 2687 | ncall: 29703 | eff(%): 2.916 | loglstar: -inf < -17.972 < inf | logz: -28.112 +/- 0.301 | dlogz: 18.465 > 0.109
iter: 867 | bound: 86 | nc: 6928 | ncall: 36631 | eff(%): 2.367 | loglstar: -inf < -17.944 < inf | logz: -28.067 +/- 0.301 | dlogz: 18.410 > 0.109
iter: 868 | bound: 86 | nc: 28 | ncall: 36659 | eff(%): 2.368 | loglstar: -inf < -17.928 < inf | logz: -28.024 +/- 0.301 | dlogz: 18.355 > 0.109
iter: 869 | bound: 86 | nc: 68 | ncall: 36727 | eff(%): 2.366 | loglstar: -inf < -17.759 < inf | logz: -27.978 +/- 0.301 | dlogz: 18.302 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 870 | bound: 87 | nc: 15 | ncall: 36742 | eff(%): 2.368 | loglstar: -inf < -17.736 < inf | logz: -27.931 +/- 0.301 | dlogz: 18.246 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 871 | bound: 88 | nc: 1518 | ncall: 38260 | eff(%): 2.277 | loglstar: -inf < -17.732 < inf | logz: -27.886 +/- 0.301 | dlogz: 18.189 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 872 | bound: 89 | nc: 7395 | ncall: 45655 | eff(%): 1.910 | loglstar: -inf < -17.714 < inf | logz: -27.843 +/- 0.301 | dlogz: 18.134 > 0.109
iter: 873 | bound: 90 | nc: 8547 | ncall: 54202 | eff(%): 1.611 | loglstar: -inf < -17.568 < inf | logz: -27.798 +/- 0.301 | dlogz: 18.081 > 0.109
iter: 874 | bound: 90 | nc: 2 | ncall: 54204 | eff(%): 1.612 | loglstar: -inf < -17.492 < inf | logz: -27.751 +/- 0.301 | dlogz: 18.026 > 0.109
iter: 875 | bound: 90 | nc: 1 | ncall: 54205 | eff(%): 1.614 | loglstar: -inf < -17.372 < inf | logz: -27.702 +/- 0.301 | dlogz: 17.969 > 0.109
iter: 876 | bound: 90 | nc: 1 | ncall: 54206 | eff(%): 1.616 | loglstar: -inf < -17.276 < inf | logz: -27.651 +/- 0.302 | dlogz: 17.910 > 0.109
iter: 877 | bound: 90 | nc: 1 | ncall: 54207 | eff(%): 1.618 | loglstar: -inf < -16.994 < inf | logz: -27.592 +/- 0.302 | dlogz: 17.849 > 0.109
iter: 878 | bound: 90 | nc: 1 | ncall: 54208 | eff(%): 1.620 | loglstar: -inf < -16.974 < inf | logz: -27.529 +/- 0.302 | dlogz: 17.780 > 0.109
iter: 879 | bound: 90 | nc: 4 | ncall: 54212 | eff(%): 1.621 | loglstar: -inf < -16.914 < inf | logz: -27.468 +/- 0.303 | dlogz: 17.707 > 0.109
iter: 880 | bound: 90 | nc: 1 | ncall: 54213 | eff(%): 1.623 | loglstar: -inf < -16.823 < inf | logz: -27.407 +/- 0.303 | dlogz: 17.636 > 0.109
iter: 881 | bound: 90 | nc: 2 | ncall: 54215 | eff(%): 1.625 | loglstar: -inf < -16.777 < inf | logz: -27.346 +/- 0.303 | dlogz: 17.565 > 0.109
iter: 882 | bound: 90 | nc: 3 | ncall: 54218 | eff(%): 1.627 | loglstar: -inf < -16.722 < inf | logz: -27.286 +/- 0.304 | dlogz: 17.494 > 0.109
iter: 883 | bound: 90 | nc: 7 | ncall: 54225 | eff(%): 1.628 | loglstar: -inf < -16.438 < inf | logz: -27.219 +/- 0.304 | dlogz: 17.424 > 0.109
iter: 884 | bound: 90 | nc: 3 | ncall: 54228 | eff(%): 1.630 | loglstar: -inf < -16.381 < inf | logz: -27.147 +/- 0.305 | dlogz: 17.348 > 0.109
iter: 885 | bound: 90 | nc: 11 | ncall: 54239 | eff(%): 1.632 | loglstar: -inf < -16.372 < inf | logz: -27.078 +/- 0.305 | dlogz: 17.265 > 0.109
iter: 886 | bound: 90 | nc: 2 | ncall: 54241 | eff(%): 1.633 | loglstar: -inf < -16.337 < inf | logz: -27.013 +/- 0.305 | dlogz: 17.187 > 0.109
iter: 887 | bound: 90 | nc: 6 | ncall: 54247 | eff(%): 1.635 | loglstar: -inf < -16.249 < inf | logz: -26.948 +/- 0.306 | dlogz: 17.111 > 0.109
iter: 888 | bound: 90 | nc: 2 | ncall: 54249 | eff(%): 1.637 | loglstar: -inf < -16.209 < inf | logz: -26.885 +/- 0.306 | dlogz: 17.037 > 0.109
iter: 889 | bound: 90 | nc: 2 | ncall: 54251 | eff(%): 1.639 | loglstar: -inf < -16.194 < inf | logz: -26.824 +/- 0.306 | dlogz: 16.964 > 0.109
iter: 890 | bound: 90 | nc: 4 | ncall: 54255 | eff(%): 1.640 | loglstar: -inf < -15.982 < inf | logz: -26.760 +/- 0.307 | dlogz: 16.893 > 0.109
iter: 891 | bound: 90 | nc: 9 | ncall: 54264 | eff(%): 1.642 | loglstar: -inf < -15.827 < inf | logz: -26.689 +/- 0.307 | dlogz: 16.819 > 0.109
iter: 892 | bound: 90 | nc: 1 | ncall: 54265 | eff(%): 1.644 | loglstar: -inf < -15.637 < inf | logz: -26.612 +/- 0.308 | dlogz: 16.738 > 0.109
iter: 893 | bound: 90 | nc: 6 | ncall: 54271 | eff(%): 1.645 | loglstar: -inf < -15.568 < inf | logz: -26.531 +/- 0.308 | dlogz: 16.651 > 0.109
iter: 894 | bound: 90 | nc: 9 | ncall: 54280 | eff(%): 1.647 | loglstar: -inf < -15.534 < inf | logz: -26.454 +/- 0.309 | dlogz: 16.560 > 0.109
iter: 895 | bound: 90 | nc: 2 | ncall: 54282 | eff(%): 1.649 | loglstar: -inf < -15.509 < inf | logz: -26.381 +/- 0.309 | dlogz: 16.473 > 0.109
iter: 896 | bound: 90 | nc: 3 | ncall: 54285 | eff(%): 1.651 | loglstar: -inf < -15.508 < inf | logz: -26.312 +/- 0.309 | dlogz: 16.390 > 0.109
iter: 897 | bound: 90 | nc: 3 | ncall: 54288 | eff(%): 1.652 | loglstar: -inf < -15.479 < inf | logz: -26.248 +/- 0.309 | dlogz: 16.312 > 0.109
iter: 898 | bound: 90 | nc: 1 | ncall: 54289 | eff(%): 1.654 | loglstar: -inf < -15.460 < inf | logz: -26.187 +/- 0.310 | dlogz: 16.237 > 0.109
iter: 899 | bound: 90 | nc: 7 | ncall: 54296 | eff(%): 1.656 | loglstar: -inf < -15.444 < inf | logz: -26.129 +/- 0.310 | dlogz: 16.166 > 0.109
iter: 900 | bound: 90 | nc: 1 | ncall: 54297 | eff(%): 1.658 | loglstar: -inf < -15.324 < inf | logz: -26.070 +/- 0.310 | dlogz: 16.098 > 0.109
iter: 901 | bound: 90 | nc: 2 | ncall: 54299 | eff(%): 1.659 | loglstar: -inf < -15.270 < inf | logz: -26.011 +/- 0.310 | dlogz: 16.030 > 0.109
iter: 902 | bound: 90 | nc: 1 | ncall: 54300 | eff(%): 1.661 | loglstar: -inf < -15.242 < inf | logz: -25.954 +/- 0.310 | dlogz: 15.961 > 0.109
iter: 903 | bound: 91 | nc: 3 | ncall: 54303 | eff(%): 1.663 | loglstar: -inf < -15.240 < inf | logz: -25.899 +/- 0.310 | dlogz: 15.893 > 0.109
iter: 904 | bound: 91 | nc: 3 | ncall: 54306 | eff(%): 1.665 | loglstar: -inf < -15.086 < inf | logz: -25.843 +/- 0.310 | dlogz: 15.828 > 0.109
iter: 905 | bound: 91 | nc: 2 | ncall: 54308 | eff(%): 1.666 | loglstar: -inf < -14.964 < inf | logz: -25.784 +/- 0.310 | dlogz: 15.763 > 0.109
iter: 906 | bound: 91 | nc: 1 | ncall: 54309 | eff(%): 1.668 | loglstar: -inf < -14.935 < inf | logz: -25.724 +/- 0.310 | dlogz: 15.693 > 0.109
iter: 907 | bound: 91 | nc: 1 | ncall: 54310 | eff(%): 1.670 | loglstar: -inf < -14.802 < inf | logz: -25.663 +/- 0.310 | dlogz: 15.624 > 0.109
iter: 908 | bound: 91 | nc: 1 | ncall: 54311 | eff(%): 1.672 | loglstar: -inf < -14.789 < inf | logz: -25.603 +/- 0.310 | dlogz: 15.553 > 0.109
iter: 909 | bound: 91 | nc: 3 | ncall: 54314 | eff(%): 1.674 | loglstar: -inf < -14.766 < inf | logz: -25.545 +/- 0.311 | dlogz: 15.482 > 0.109
iter: 910 | bound: 91 | nc: 4 | ncall: 54318 | eff(%): 1.675 | loglstar: -inf < -14.740 < inf | logz: -25.490 +/- 0.311 | dlogz: 15.415 > 0.109
iter: 911 | bound: 91 | nc: 3 | ncall: 54321 | eff(%): 1.677 | loglstar: -inf < -14.718 < inf | logz: -25.437 +/- 0.311 | dlogz: 15.350 > 0.109
iter: 912 | bound: 91 | nc: 5 | ncall: 54326 | eff(%): 1.679 | loglstar: -inf < -14.683 < inf | logz: -25.385 +/- 0.311 | dlogz: 15.287 > 0.109
iter: 913 | bound: 91 | nc: 4 | ncall: 54330 | eff(%): 1.680 | loglstar: -inf < -14.647 < inf | logz: -25.335 +/- 0.311 | dlogz: 15.225 > 0.109
iter: 914 | bound: 91 | nc: 1 | ncall: 54331 | eff(%): 1.682 | loglstar: -inf < -14.639 < inf | logz: -25.287 +/- 0.311 | dlogz: 15.165 > 0.109
iter: 915 | bound: 91 | nc: 1 | ncall: 54332 | eff(%): 1.684 | loglstar: -inf < -14.496 < inf | logz: -25.238 +/- 0.311 | dlogz: 15.107 > 0.109
iter: 916 | bound: 91 | nc: 2 | ncall: 54334 | eff(%): 1.686 | loglstar: -inf < -14.440 < inf | logz: -25.187 +/- 0.311 | dlogz: 15.048 > 0.109
iter: 917 | bound: 91 | nc: 1 | ncall: 54335 | eff(%): 1.688 | loglstar: -inf < -14.284 < inf | logz: -25.133 +/- 0.311 | dlogz: 14.987 > 0.109
iter: 918 | bound: 91 | nc: 5 | ncall: 54340 | eff(%): 1.689 | loglstar: -inf < -13.928 < inf | logz: -25.068 +/- 0.311 | dlogz: 14.924 > 0.109
iter: 919 | bound: 91 | nc: 1 | ncall: 54341 | eff(%): 1.691 | loglstar: -inf < -13.853 < inf | logz: -24.994 +/- 0.312 | dlogz: 14.848 > 0.109
iter: 920 | bound: 91 | nc: 8 | ncall: 54349 | eff(%): 1.693 | loglstar: -inf < -13.848 < inf | logz: -24.924 +/- 0.312 | dlogz: 14.765 > 0.109
iter: 921 | bound: 91 | nc: 6 | ncall: 54355 | eff(%): 1.694 | loglstar: -inf < -13.770 < inf | logz: -24.856 +/- 0.312 | dlogz: 14.684 > 0.109
iter: 922 | bound: 91 | nc: 2 | ncall: 54357 | eff(%): 1.696 | loglstar: -inf < -13.763 < inf | logz: -24.790 +/- 0.313 | dlogz: 14.606 > 0.109
iter: 923 | bound: 91 | nc: 1 | ncall: 54358 | eff(%): 1.698 | loglstar: -inf < -13.754 < inf | logz: -24.729 +/- 0.313 | dlogz: 14.905 > 0.109
iter: 924 | bound: 91 | nc: 5 | ncall: 54363 | eff(%): 1.700 | loglstar: -inf < -13.620 < inf | logz: -24.667 +/- 0.313 | dlogz: 14.833 > 0.109
iter: 925 | bound: 91 | nc: 1 | ncall: 54364 | eff(%): 1.701 | loglstar: -inf < -13.406 < inf | logz: -24.599 +/- 0.313 | dlogz: 14.762 > 0.109
iter: 926 | bound: 91 | nc: 12 | ncall: 54376 | eff(%): 1.703 | loglstar: -inf < -13.385 < inf | logz: -24.528 +/- 0.314 | dlogz: 14.683 > 0.109
iter: 927 | bound: 91 | nc: 1 | ncall: 54377 | eff(%): 1.705 | loglstar: -inf < -13.371 < inf | logz: -24.462 +/- 0.314 | dlogz: 14.603 > 0.109
iter: 928 | bound: 91 | nc: 1 | ncall: 54378 | eff(%): 1.707 | loglstar: -inf < -13.371 < inf | logz: -24.400 +/- 0.314 | dlogz: 14.526 > 0.109
iter: 929 | bound: 91 | nc: 5 | ncall: 54383 | eff(%): 1.708 | loglstar: -inf < -13.347 < inf | logz: -24.341 +/- 0.314 | dlogz: 14.454 > 0.109
iter: 930 | bound: 91 | nc: 1 | ncall: 54384 | eff(%): 1.710 | loglstar: -inf < -13.330 < inf | logz: -24.285 +/- 0.314 | dlogz: 14.386 > 0.109
iter: 931 | bound: 91 | nc: 1 | ncall: 54385 | eff(%): 1.712 | loglstar: -inf < -13.327 < inf | logz: -24.232 +/- 0.314 | dlogz: 14.320 > 0.109
iter: 932 | bound: 91 | nc: 8 | ncall: 54393 | eff(%): 1.713 | loglstar: -inf < -13.266 < inf | logz: -24.181 +/- 0.314 | dlogz: 14.257 > 0.109
iter: 933 | bound: 91 | nc: 1 | ncall: 54394 | eff(%): 1.715 | loglstar: -inf < -13.253 < inf | logz: -24.131 +/- 0.314 | dlogz: 14.196 > 0.109
iter: 934 | bound: 91 | nc: 1 | ncall: 54395 | eff(%): 1.717 | loglstar: -inf < -13.249 < inf | logz: -24.083 +/- 0.314 | dlogz: 14.136 > 0.109
iter: 935 | bound: 91 | nc: 3 | ncall: 54398 | eff(%): 1.719 | loglstar: -inf < -13.212 < inf | logz: -24.037 +/- 0.314 | dlogz: 14.078 > 0.109
iter: 936 | bound: 91 | nc: 2 | ncall: 54400 | eff(%): 1.721 | loglstar: -inf < -13.185 < inf | logz: -23.992 +/- 0.314 | dlogz: 14.022 > 0.109
iter: 937 | bound: 92 | nc: 15 | ncall: 54415 | eff(%): 1.722 | loglstar: -inf < -13.137 < inf | logz: -23.948 +/- 0.314 | dlogz: 13.967 > 0.109
iter: 938 | bound: 92 | nc: 5 | ncall: 54420 | eff(%): 1.724 | loglstar: -inf < -13.127 < inf | logz: -23.905 +/- 0.314 | dlogz: 13.913 > 0.109
iter: 939 | bound: 92 | nc: 2 | ncall: 54422 | eff(%): 1.725 | loglstar: -inf < -13.094 < inf | logz: -23.863 +/- 0.314 | dlogz: 13.860 > 0.109
iter: 940 | bound: 92 | nc: 1 | ncall: 54423 | eff(%): 1.727 | loglstar: -inf < -13.051 < inf | logz: -23.822 +/- 0.314 | dlogz: 13.808 > 0.109
iter: 941 | bound: 92 | nc: 2 | ncall: 54425 | eff(%): 1.729 | loglstar: -inf < -12.950 < inf | logz: -23.780 +/- 0.314 | dlogz: 13.757 > 0.109
iter: 942 | bound: 92 | nc: 11 | ncall: 54436 | eff(%): 1.730 | loglstar: -inf < -12.941 < inf | logz: -23.737 +/- 0.314 | dlogz: 13.705 > 0.109
iter: 943 | bound: 92 | nc: 17 | ncall: 54453 | eff(%): 1.732 | loglstar: -inf < -12.919 < inf | logz: -23.697 +/- 0.313 | dlogz: 13.653 > 0.109
iter: 944 | bound: 92 | nc: 1 | ncall: 54454 | eff(%): 1.734 | loglstar: -inf < -12.914 < inf | logz: -23.657 +/- 0.313 | dlogz: 13.602 > 0.109
iter: 945 | bound: 92 | nc: 18 | ncall: 54472 | eff(%): 1.735 | loglstar: -inf < -12.868 < inf | logz: -23.619 +/- 0.313 | dlogz: 13.553 > 0.109
iter: 946 | bound: 92 | nc: 6 | ncall: 54478 | eff(%): 1.736 | loglstar: -inf < -12.830 < inf | logz: -23.581 +/- 0.313 | dlogz: 13.505 > 0.109
iter: 947 | bound: 92 | nc: 5 | ncall: 54483 | eff(%): 1.738 | loglstar: -inf < -12.781 < inf | logz: -23.543 +/- 0.313 | dlogz: 13.457 > 0.109
iter: 948 | bound: 92 | nc: 7 | ncall: 54490 | eff(%): 1.740 | loglstar: -inf < -12.752 < inf | logz: -23.505 +/- 0.313 | dlogz: 13.409 > 0.109
iter: 949 | bound: 92 | nc: 4 | ncall: 54494 | eff(%): 1.741 | loglstar: -inf < -12.636 < inf | logz: -23.467 +/- 0.313 | dlogz: 13.361 > 0.109
iter: 950 | bound: 93 | nc: 21 | ncall: 54515 | eff(%): 1.743 | loglstar: -inf < -12.481 < inf | logz: -23.425 +/- 0.313 | dlogz: 13.313 > 0.109
iter: 951 | bound: 93 | nc: 5 | ncall: 54520 | eff(%): 1.744 | loglstar: -inf < -12.459 < inf | logz: -23.381 +/- 0.313 | dlogz: 13.261 > 0.109
iter: 952 | bound: 93 | nc: 1 | ncall: 54521 | eff(%): 1.746 | loglstar: -inf < -12.427 < inf | logz: -23.339 +/- 0.313 | dlogz: 13.207 > 0.109
iter: 953 | bound: 93 | nc: 8 | ncall: 54529 | eff(%): 1.748 | loglstar: -inf < -12.208 < inf | logz: -23.293 +/- 0.313 | dlogz: 13.155 > 0.109
iter: 954 | bound: 93 | nc: 1 | ncall: 54530 | eff(%): 1.749 | loglstar: -inf < -12.167 < inf | logz: -23.244 +/- 0.313 | dlogz: 13.099 > 0.109
iter: 955 | bound: 93 | nc: 3 | ncall: 54533 | eff(%): 1.751 | loglstar: -inf < -12.118 < inf | logz: -23.196 +/- 0.314 | dlogz: 13.040 > 0.109
iter: 956 | bound: 93 | nc: 20 | ncall: 54553 | eff(%): 1.752 | loglstar: -inf < -12.081 < inf | logz: -23.148 +/- 0.314 | dlogz: 12.982 > 0.109
iter: 957 | bound: 93 | nc: 1 | ncall: 54554 | eff(%): 1.754 | loglstar: -inf < -12.077 < inf | logz: -23.102 +/- 0.314 | dlogz: 12.924 > 0.109
iter: 958 | bound: 93 | nc: 2 | ncall: 54556 | eff(%): 1.756 | loglstar: -inf < -12.055 < inf | logz: -23.058 +/- 0.314 | dlogz: 12.868 > 0.109
iter: 959 | bound: 93 | nc: 10 | ncall: 54566 | eff(%): 1.758 | loglstar: -inf < -11.946 < inf | logz: -23.014 +/- 0.314 | dlogz: 12.815 > 0.109
iter: 960 | bound: 93 | nc: 3 | ncall: 54569 | eff(%): 1.759 | loglstar: -inf < -11.935 < inf | logz: -22.969 +/- 0.314 | dlogz: 12.760 > 0.109
iter: 961 | bound: 93 | nc: 1 | ncall: 54570 | eff(%): 1.761 | loglstar: -inf < -11.895 < inf | logz: -22.925 +/- 0.314 | dlogz: 12.705 > 0.109
iter: 962 | bound: 93 | nc: 7 | ncall: 54577 | eff(%): 1.763 | loglstar: -inf < -11.887 < inf | logz: -22.883 +/- 0.314 | dlogz: 12.652 > 0.109
iter: 963 | bound: 93 | nc: 2 | ncall: 54579 | eff(%): 1.764 | loglstar: -inf < -11.871 < inf | logz: -22.843 +/- 0.314 | dlogz: 12.600 > 0.109
iter: 964 | bound: 93 | nc: 2 | ncall: 54581 | eff(%): 1.766 | loglstar: -inf < -11.840 < inf | logz: -22.803 +/- 0.314 | dlogz: 12.549 > 0.109
iter: 965 | bound: 93 | nc: 5 | ncall: 54586 | eff(%): 1.768 | loglstar: -inf < -11.630 < inf | logz: -22.760 +/- 0.314 | dlogz: 12.500 > 0.109
iter: 966 | bound: 93 | nc: 1 | ncall: 54587 | eff(%): 1.770 | loglstar: -inf < -11.571 < inf | logz: -22.714 +/- 0.315 | dlogz: 12.447 > 0.109
iter: 967 | bound: 93 | nc: 1 | ncall: 54588 | eff(%): 1.771 | loglstar: -inf < -11.532 < inf | logz: -22.669 +/- 0.315 | dlogz: 12.391 > 0.109
iter: 968 | bound: 93 | nc: 3 | ncall: 54591 | eff(%): 1.773 | loglstar: -inf < -11.386 < inf | logz: -22.621 +/- 0.315 | dlogz: 12.335 > 0.109
iter: 969 | bound: 93 | nc: 4 | ncall: 54595 | eff(%): 1.775 | loglstar: -inf < -11.275 < inf | logz: -22.570 +/- 0.315 | dlogz: 12.278 > 0.109
iter: 970 | bound: 93 | nc: 18 | ncall: 54613 | eff(%): 1.776 | loglstar: -inf < -11.014 < inf | logz: -22.513 +/- 0.316 | dlogz: 12.217 > 0.109
iter: 971 | bound: 94 | nc: 3 | ncall: 54616 | eff(%): 1.778 | loglstar: -inf < -11.004 < inf | logz: -22.452 +/- 0.316 | dlogz: 12.150 > 0.109
iter: 972 | bound: 94 | nc: 2 | ncall: 54618 | eff(%): 1.780 | loglstar: -inf < -10.978 < inf | logz: -22.393 +/- 0.316 | dlogz: 12.078 > 0.109
iter: 973 | bound: 94 | nc: 11 | ncall: 54629 | eff(%): 1.781 | loglstar: -inf < -10.954 < inf | logz: -22.338 +/- 0.317 | dlogz: 12.010 > 0.109
iter: 974 | bound: 94 | nc: 1 | ncall: 54630 | eff(%): 1.783 | loglstar: -inf < -10.932 < inf | logz: -22.284 +/- 0.317 | dlogz: 11.945 > 0.109
iter: 975 | bound: 94 | nc: 5 | ncall: 54635 | eff(%): 1.785 | loglstar: -inf < -10.877 < inf | logz: -22.232 +/- 0.317 | dlogz: 11.881 > 0.109
iter: 976 | bound: 94 | nc: 6 | ncall: 54641 | eff(%): 1.786 | loglstar: -inf < -10.686 < inf | logz: -22.176 +/- 0.317 | dlogz: 11.819 > 0.109
iter: 977 | bound: 94 | nc: 3 | ncall: 54644 | eff(%): 1.788 | loglstar: -inf < -10.648 < inf | logz: -22.118 +/- 0.318 | dlogz: 11.754 > 0.109
iter: 978 | bound: 94 | nc: 1 | ncall: 54645 | eff(%): 1.790 | loglstar: -inf < -10.593 < inf | logz: -22.061 +/- 0.318 | dlogz: 11.686 > 0.109
iter: 979 | bound: 94 | nc: 1 | ncall: 54646 | eff(%): 1.792 | loglstar: -inf < -10.539 < inf | logz: -22.005 +/- 0.318 | dlogz: 11.619 > 0.109
iter: 980 | bound: 94 | nc: 2 | ncall: 54648 | eff(%): 1.793 | loglstar: -inf < -10.480 < inf | logz: -21.950 +/- 0.318 | dlogz: 11.553 > 0.109
iter: 981 | bound: 94 | nc: 1 | ncall: 54649 | eff(%): 1.795 | loglstar: -inf < -10.465 < inf | logz: -21.895 +/- 0.319 | dlogz: 11.487 > 0.109
iter: 982 | bound: 94 | nc: 2 | ncall: 54651 | eff(%): 1.797 | loglstar: -inf < -10.420 < inf | logz: -21.843 +/- 0.319 | dlogz: 11.423 > 0.109
iter: 983 | bound: 94 | nc: 13 | ncall: 54664 | eff(%): 1.798 | loglstar: -inf < -10.420 < inf | logz: -21.793 +/- 0.319 | dlogz: 11.361 > 0.109
iter: 984 | bound: 94 | nc: 7 | ncall: 54671 | eff(%): 1.800 | loglstar: -inf < -10.418 < inf | logz: -21.745 +/- 0.319 | dlogz: 11.300 > 0.109
iter: 985 | bound: 94 | nc: 5 | ncall: 54676 | eff(%): 1.802 | loglstar: -inf < -10.376 < inf | logz: -21.699 +/- 0.319 | dlogz: 11.243 > 0.109
iter: 986 | bound: 94 | nc: 5 | ncall: 54681 | eff(%): 1.803 | loglstar: -inf < -10.369 < inf | logz: -21.655 +/- 0.319 | dlogz: 11.187 > 0.109
iter: 987 | bound: 94 | nc: 3 | ncall: 54684 | eff(%): 1.805 | loglstar: -inf < -10.345 < inf | logz: -21.612 +/- 0.319 | dlogz: 11.132 > 0.109
iter: 988 | bound: 94 | nc: 1 | ncall: 54685 | eff(%): 1.807 | loglstar: -inf < -10.141 < inf | logz: -21.566 +/- 0.319 | dlogz: 11.080 > 0.109
iter: 989 | bound: 94 | nc: 6 | ncall: 54691 | eff(%): 1.808 | loglstar: -inf < -10.112 < inf | logz: -21.518 +/- 0.319 | dlogz: 11.024 > 0.109
iter: 990 | bound: 94 | nc: 2 | ncall: 54693 | eff(%): 1.810 | loglstar: -inf < -10.095 < inf | logz: -21.471 +/- 0.320 | dlogz: 10.966 > 0.109
iter: 991 | bound: 94 | nc: 1 | ncall: 54694 | eff(%): 1.812 | loglstar: -inf < -10.043 < inf | logz: -21.426 +/- 0.320 | dlogz: 10.909 > 0.109
iter: 992 | bound: 94 | nc: 2 | ncall: 54696 | eff(%): 1.814 | loglstar: -inf < -10.021 < inf | logz: -21.381 +/- 0.320 | dlogz: 10.854 > 0.109
iter: 993 | bound: 94 | nc: 1 | ncall: 54697 | eff(%): 1.815 | loglstar: -inf < -9.994 < inf | logz: -21.337 +/- 0.320 | dlogz: 10.799 > 0.109
iter: 994 | bound: 94 | nc: 3 | ncall: 54700 | eff(%): 1.817 | loglstar: -inf < -9.890 < inf | logz: -21.293 +/- 0.320 | dlogz: 10.745 > 0.109
iter: 995 | bound: 94 | nc: 3 | ncall: 54703 | eff(%): 1.819 | loglstar: -inf < -9.785 < inf | logz: -21.247 +/- 0.320 | dlogz: 10.691 > 0.109
iter: 996 | bound: 94 | nc: 8 | ncall: 54711 | eff(%): 1.820 | loglstar: -inf < -9.762 < inf | logz: -21.200 +/- 0.320 | dlogz: 10.635 > 0.109
iter: 997 | bound: 94 | nc: 3 | ncall: 54714 | eff(%): 1.822 | loglstar: -inf < -9.754 < inf | logz: -21.155 +/- 0.320 | dlogz: 10.578 > 0.109
iter: 998 | bound: 94 | nc: 1 | ncall: 54715 | eff(%): 1.824 | loglstar: -inf < -9.737 < inf | logz: -21.112 +/- 0.320 | dlogz: 10.524 > 0.109
iter: 999 | bound: 95 | nc: 4 | ncall: 54719 | eff(%): 1.826 | loglstar: -inf < -9.657 < inf | logz: -21.070 +/- 0.320 | dlogz: 10.471 > 0.109
iter: 1000 | bound: 95 | nc: 2 | ncall: 54721 | eff(%): 1.827 | loglstar: -inf < -9.588 < inf | logz: -21.026 +/- 0.320 | dlogz: 10.418 > 0.109
iter: 1001 | bound: 95 | nc: 3 | ncall: 54724 | eff(%): 1.829 | loglstar: -inf < -9.575 < inf | logz: -20.983 +/- 0.320 | dlogz: 10.364 > 0.109
iter: 1002 | bound: 95 | nc: 2 | ncall: 54726 | eff(%): 1.831 | loglstar: -inf < -9.568 < inf | logz: -20.941 +/- 0.320 | dlogz: 10.311 > 0.109
iter: 1003 | bound: 95 | nc: 1 | ncall: 54727 | eff(%): 1.833 | loglstar: -inf < -9.560 < inf | logz: -20.902 +/- 0.320 | dlogz: 10.260 > 0.109
iter: 1004 | bound: 95 | nc: 1 | ncall: 54728 | eff(%): 1.835 | loglstar: -inf < -9.491 < inf | logz: -20.862 +/- 0.320 | dlogz: 10.395 > 0.109
iter: 1005 | bound: 95 | nc: 2 | ncall: 54730 | eff(%): 1.836 | loglstar: -inf < -9.486 < inf | logz: -20.824 +/- 0.320 | dlogz: 10.346 > 0.109
iter: 1006 | bound: 95 | nc: 3 | ncall: 54733 | eff(%): 1.838 | loglstar: -inf < -9.453 < inf | logz: -20.786 +/- 0.320 | dlogz: 10.298 > 0.109
iter: 1007 | bound: 95 | nc: 2 | ncall: 54735 | eff(%): 1.840 | loglstar: -inf < -9.412 < inf | logz: -20.749 +/- 0.321 | dlogz: 10.250 > 0.109
iter: 1008 | bound: 95 | nc: 4 | ncall: 54739 | eff(%): 1.841 | loglstar: -inf < -9.335 < inf | logz: -20.711 +/- 0.321 | dlogz: 10.203 > 0.109
iter: 1009 | bound: 95 | nc: 11 | ncall: 54750 | eff(%): 1.843 | loglstar: -inf < -9.294 < inf | logz: -20.673 +/- 0.321 | dlogz: 10.155 > 0.109
iter: 1010 | bound: 95 | nc: 2 | ncall: 54752 | eff(%): 1.845 | loglstar: -inf < -9.256 < inf | logz: -20.635 +/- 0.321 | dlogz: 10.107 > 0.109
iter: 1011 | bound: 95 | nc: 1 | ncall: 54753 | eff(%): 1.846 | loglstar: -inf < -9.162 < inf | logz: -20.597 +/- 0.321 | dlogz: 10.059 > 0.109
iter: 1012 | bound: 95 | nc: 4 | ncall: 54757 | eff(%): 1.848 | loglstar: -inf < -9.074 < inf | logz: -20.557 +/- 0.321 | dlogz: 10.011 > 0.109
iter: 1013 | bound: 95 | nc: 3 | ncall: 54760 | eff(%): 1.850 | loglstar: -inf < -9.070 < inf | logz: -20.517 +/- 0.321 | dlogz: 9.961 > 0.109
iter: 1014 | bound: 95 | nc: 7 | ncall: 54767 | eff(%): 1.851 | loglstar: -inf < -8.878 < inf | logz: -20.475 +/- 0.321 | dlogz: 9.911 > 0.109
iter: 1015 | bound: 95 | nc: 2 | ncall: 54769 | eff(%): 1.853 | loglstar: -inf < -8.850 < inf | logz: -20.430 +/- 0.321 | dlogz: 9.859 > 0.109
iter: 1016 | bound: 95 | nc: 1 | ncall: 54770 | eff(%): 1.855 | loglstar: -inf < -8.808 < inf | logz: -20.387 +/- 0.321 | dlogz: 9.805 > 0.109
iter: 1017 | bound: 95 | nc: 2 | ncall: 54772 | eff(%): 1.857 | loglstar: -inf < -8.796 < inf | logz: -20.344 +/- 0.321 | dlogz: 9.751 > 0.109
iter: 1018 | bound: 95 | nc: 6 | ncall: 54778 | eff(%): 1.858 | loglstar: -inf < -8.783 < inf | logz: -20.304 +/- 0.321 | dlogz: 9.699 > 0.109
iter: 1019 | bound: 95 | nc: 2 | ncall: 54780 | eff(%): 1.860 | loglstar: -inf < -8.760 < inf | logz: -20.264 +/- 0.322 | dlogz: 9.648 > 0.109
iter: 1020 | bound: 95 | nc: 6 | ncall: 54786 | eff(%): 1.862 | loglstar: -inf < -8.622 < inf | logz: -20.223 +/- 0.322 | dlogz: 9.599 > 0.109
iter: 1021 | bound: 95 | nc: 4 | ncall: 54790 | eff(%): 1.863 | loglstar: -inf < -8.601 < inf | logz: -20.182 +/- 0.322 | dlogz: 9.548 > 0.109
iter: 1022 | bound: 95 | nc: 5 | ncall: 54795 | eff(%): 1.865 | loglstar: -inf < -8.581 < inf | logz: -20.141 +/- 0.322 | dlogz: 9.496 > 0.109
iter: 1023 | bound: 95 | nc: 13 | ncall: 54808 | eff(%): 1.867 | loglstar: -inf < -8.532 < inf | logz: -20.101 +/- 0.322 | dlogz: 9.446 > 0.109
iter: 1024 | bound: 95 | nc: 5 | ncall: 54813 | eff(%): 1.868 | loglstar: -inf < -8.521 < inf | logz: -20.062 +/- 0.322 | dlogz: 9.396 > 0.109
iter: 1025 | bound: 96 | nc: 13 | ncall: 54826 | eff(%): 1.870 | loglstar: -inf < -8.503 < inf | logz: -20.024 +/- 0.322 | dlogz: 9.347 > 0.109
iter: 1026 | bound: 96 | nc: 3 | ncall: 54829 | eff(%): 1.871 | loglstar: -inf < -8.446 < inf | logz: -19.986 +/- 0.322 | dlogz: 9.299 > 0.109
iter: 1027 | bound: 96 | nc: 1 | ncall: 54830 | eff(%): 1.873 | loglstar: -inf < -8.366 < inf | logz: -19.948 +/- 0.322 | dlogz: 9.251 > 0.109
iter: 1028 | bound: 96 | nc: 1 | ncall: 54831 | eff(%): 1.875 | loglstar: -inf < -8.312 < inf | logz: -19.909 +/- 0.322 | dlogz: 9.203 > 0.109
iter: 1029 | bound: 96 | nc: 4 | ncall: 54835 | eff(%): 1.877 | loglstar: -inf < -8.303 < inf | logz: -19.871 +/- 0.322 | dlogz: 9.154 > 0.109
iter: 1030 | bound: 96 | nc: 1 | ncall: 54836 | eff(%): 1.878 | loglstar: -inf < -8.225 < inf | logz: -19.833 +/- 0.322 | dlogz: 9.106 > 0.109
iter: 1031 | bound: 96 | nc: 1 | ncall: 54837 | eff(%): 1.880 | loglstar: -inf < -8.159 < inf | logz: -19.794 +/- 0.323 | dlogz: 9.058 > 0.109
iter: 1032 | bound: 96 | nc: 5 | ncall: 54842 | eff(%): 1.882 | loglstar: -inf < -8.151 < inf | logz: -19.755 +/- 0.323 | dlogz: 9.009 > 0.109
iter: 1033 | bound: 96 | nc: 2 | ncall: 54844 | eff(%): 1.884 | loglstar: -inf < -8.081 < inf | logz: -19.717 +/- 0.323 | dlogz: 8.960 > 0.109
iter: 1034 | bound: 96 | nc: 3 | ncall: 54847 | eff(%): 1.885 | loglstar: -inf < -7.966 < inf | logz: -19.677 +/- 0.323 | dlogz: 8.912 > 0.109
iter: 1035 | bound: 96 | nc: 1 | ncall: 54848 | eff(%): 1.887 | loglstar: -inf < -7.838 < inf | logz: -19.634 +/- 0.323 | dlogz: 8.862 > 0.109
iter: 1036 | bound: 96 | nc: 2 | ncall: 54850 | eff(%): 1.889 | loglstar: -inf < -7.758 < inf | logz: -19.589 +/- 0.323 | dlogz: 8.809 > 0.109
iter: 1037 | bound: 96 | nc: 3 | ncall: 54853 | eff(%): 1.891 | loglstar: -inf < -7.750 < inf | logz: -19.544 +/- 0.323 | dlogz: 8.754 > 0.109
iter: 1038 | bound: 96 | nc: 2 | ncall: 54855 | eff(%): 1.892 | loglstar: -inf < -7.696 < inf | logz: -19.501 +/- 0.324 | dlogz: 8.700 > 0.109
iter: 1039 | bound: 96 | nc: 2 | ncall: 54857 | eff(%): 1.894 | loglstar: -inf < -7.677 < inf | logz: -19.458 +/- 0.324 | dlogz: 8.646 > 0.109
iter: 1040 | bound: 96 | nc: 3 | ncall: 54860 | eff(%): 1.896 | loglstar: -inf < -7.669 < inf | logz: -19.417 +/- 0.324 | dlogz: 8.593 > 0.109
iter: 1041 | bound: 96 | nc: 9 | ncall: 54869 | eff(%): 1.897 | loglstar: -inf < -7.641 < inf | logz: -19.377 +/- 0.324 | dlogz: 8.542 > 0.109
iter: 1042 | bound: 96 | nc: 4 | ncall: 54873 | eff(%): 1.899 | loglstar: -inf < -7.637 < inf | logz: -19.338 +/- 0.324 | dlogz: 8.492 > 0.109
iter: 1043 | bound: 96 | nc: 10 | ncall: 54883 | eff(%): 1.900 | loglstar: -inf < -7.617 < inf | logz: -19.301 +/- 0.324 | dlogz: 8.444 > 0.109
iter: 1044 | bound: 96 | nc: 1 | ncall: 54884 | eff(%): 1.902 | loglstar: -inf < -7.553 < inf | logz: -19.264 +/- 0.324 | dlogz: 8.397 > 0.109
iter: 1045 | bound: 96 | nc: 1 | ncall: 54885 | eff(%): 1.904 | loglstar: -inf < -7.530 < inf | logz: -19.227 +/- 0.324 | dlogz: 8.350 > 0.109
iter: 1046 | bound: 96 | nc: 5 | ncall: 54890 | eff(%): 1.906 | loglstar: -inf < -7.517 < inf | logz: -19.191 +/- 0.324 | dlogz: 8.303 > 0.109
iter: 1047 | bound: 96 | nc: 2 | ncall: 54892 | eff(%): 1.907 | loglstar: -inf < -7.489 < inf | logz: -19.156 +/- 0.325 | dlogz: 8.257 > 0.109
iter: 1048 | bound: 96 | nc: 2 | ncall: 54894 | eff(%): 1.909 | loglstar: -inf < -7.425 < inf | logz: -19.121 +/- 0.325 | dlogz: 8.212 > 0.109
iter: 1049 | bound: 96 | nc: 1 | ncall: 54895 | eff(%): 1.911 | loglstar: -inf < -7.380 < inf | logz: -19.086 +/- 0.325 | dlogz: 8.167 > 0.109
iter: 1050 | bound: 96 | nc: 3 | ncall: 54898 | eff(%): 1.913 | loglstar: -inf < -7.334 < inf | logz: -19.050 +/- 0.325 | dlogz: 8.122 > 0.109
iter: 1051 | bound: 96 | nc: 2 | ncall: 54900 | eff(%): 1.914 | loglstar: -inf < -7.303 < inf | logz: -19.015 +/- 0.325 | dlogz: 8.077 > 0.109
iter: 1052 | bound: 96 | nc: 1 | ncall: 54901 | eff(%): 1.916 | loglstar: -inf < -7.302 < inf | logz: -18.981 +/- 0.325 | dlogz: 8.032 > 0.109
iter: 1053 | bound: 96 | nc: 12 | ncall: 54913 | eff(%): 1.918 | loglstar: -inf < -7.277 < inf | logz: -18.948 +/- 0.325 | dlogz: 8.267 > 0.109
iter: 1054 | bound: 96 | nc: 1 | ncall: 54914 | eff(%): 1.919 | loglstar: -inf < -7.092 < inf | logz: -18.913 +/- 0.325 | dlogz: 8.224 > 0.109
iter: 1055 | bound: 96 | nc: 2 | ncall: 54916 | eff(%): 1.921 | loglstar: -inf < -7.078 < inf | logz: -18.875 +/- 0.325 | dlogz: 8.179 > 0.109
iter: 1056 | bound: 96 | nc: 8 | ncall: 54924 | eff(%): 1.923 | loglstar: -inf < -6.987 < inf | logz: -18.838 +/- 0.325 | dlogz: 8.132 > 0.109
iter: 1057 | bound: 96 | nc: 1 | ncall: 54925 | eff(%): 1.924 | loglstar: -inf < -6.985 < inf | logz: -18.801 +/- 0.325 | dlogz: 8.085 > 0.109
iter: 1058 | bound: 97 | nc: 9 | ncall: 54934 | eff(%): 1.926 | loglstar: -inf < -6.952 < inf | logz: -18.765 +/- 0.325 | dlogz: 8.037 > 0.109
iter: 1059 | bound: 97 | nc: 1 | ncall: 54935 | eff(%): 1.928 | loglstar: -inf < -6.921 < inf | logz: -18.729 +/- 0.325 | dlogz: 7.991 > 0.109
iter: 1060 | bound: 97 | nc: 1 | ncall: 54936 | eff(%): 1.930 | loglstar: -inf < -6.849 < inf | logz: -18.693 +/- 0.326 | dlogz: 7.946 > 0.109
iter: 1061 | bound: 97 | nc: 1 | ncall: 54937 | eff(%): 1.931 | loglstar: -inf < -6.807 < inf | logz: -18.657 +/- 0.326 | dlogz: 7.900 > 0.109
iter: 1062 | bound: 97 | nc: 1 | ncall: 54938 | eff(%): 1.933 | loglstar: -inf < -6.801 < inf | logz: -18.621 +/- 0.326 | dlogz: 7.853 > 0.109
iter: 1063 | bound: 97 | nc: 1 | ncall: 54939 | eff(%): 1.935 | loglstar: -inf < -6.780 < inf | logz: -18.587 +/- 0.326 | dlogz: 7.808 > 0.109
iter: 1064 | bound: 97 | nc: 1 | ncall: 54940 | eff(%): 1.937 | loglstar: -inf < -6.773 < inf | logz: -18.553 +/- 0.326 | dlogz: 7.764 > 0.109
iter: 1065 | bound: 97 | nc: 3 | ncall: 54943 | eff(%): 1.938 | loglstar: -inf < -6.749 < inf | logz: -18.521 +/- 0.326 | dlogz: 7.720 > 0.109
iter: 1066 | bound: 97 | nc: 2 | ncall: 54945 | eff(%): 1.940 | loglstar: -inf < -6.707 < inf | logz: -18.489 +/- 0.326 | dlogz: 7.678 > 0.109
iter: 1067 | bound: 97 | nc: 2 | ncall: 54947 | eff(%): 1.942 | loglstar: -inf < -6.687 < inf | logz: -18.457 +/- 0.326 | dlogz: 7.636 > 0.109
iter: 1068 | bound: 97 | nc: 3 | ncall: 54950 | eff(%): 1.944 | loglstar: -inf < -6.684 < inf | logz: -18.426 +/- 0.326 | dlogz: 7.594 > 0.109
iter: 1069 | bound: 97 | nc: 8 | ncall: 54958 | eff(%): 1.945 | loglstar: -inf < -6.609 < inf | logz: -18.395 +/- 0.326 | dlogz: 7.553 > 0.109
iter: 1070 | bound: 97 | nc: 1 | ncall: 54959 | eff(%): 1.947 | loglstar: -inf < -6.589 < inf | logz: -18.364 +/- 0.326 | dlogz: 7.512 > 0.109
iter: 1071 | bound: 97 | nc: 1 | ncall: 54960 | eff(%): 1.949 | loglstar: -inf < -6.586 < inf | logz: -18.334 +/- 0.326 | dlogz: 7.471 > 0.109
iter: 1072 | bound: 97 | nc: 1 | ncall: 54961 | eff(%): 1.950 | loglstar: -inf < -6.574 < inf | logz: -18.304 +/- 0.326 | dlogz: 7.431 > 0.109
iter: 1073 | bound: 97 | nc: 1 | ncall: 54962 | eff(%): 1.952 | loglstar: -inf < -6.570 < inf | logz: -18.276 +/- 0.326 | dlogz: 7.392 > 0.109
iter: 1074 | bound: 97 | nc: 4 | ncall: 54966 | eff(%): 1.954 | loglstar: -inf < -6.535 < inf | logz: -18.248 +/- 0.326 | dlogz: 7.354 > 0.109
iter: 1075 | bound: 97 | nc: 1 | ncall: 54967 | eff(%): 1.956 | loglstar: -inf < -6.485 < inf | logz: -18.220 +/- 0.326 | dlogz: 7.316 > 0.109
iter: 1076 | bound: 97 | nc: 6 | ncall: 54973 | eff(%): 1.957 | loglstar: -inf < -6.466 < inf | logz: -18.192 +/- 0.326 | dlogz: 7.278 > 0.109
iter: 1077 | bound: 97 | nc: 2 | ncall: 54975 | eff(%): 1.959 | loglstar: -inf < -6.464 < inf | logz: -18.165 +/- 0.326 | dlogz: 7.240 > 0.109
iter: 1078 | bound: 97 | nc: 3 | ncall: 54978 | eff(%): 1.961 | loglstar: -inf < -6.461 < inf | logz: -18.139 +/- 0.326 | dlogz: 7.203 > 0.109
iter: 1079 | bound: 97 | nc: 1 | ncall: 54979 | eff(%): 1.963 | loglstar: -inf < -6.458 < inf | logz: -18.114 +/- 0.326 | dlogz: 7.167 > 0.109
iter: 1080 | bound: 97 | nc: 8 | ncall: 54987 | eff(%): 1.964 | loglstar: -inf < -6.453 < inf | logz: -18.089 +/- 0.326 | dlogz: 7.132 > 0.109
iter: 1081 | bound: 97 | nc: 1 | ncall: 54988 | eff(%): 1.966 | loglstar: -inf < -6.449 < inf | logz: -18.065 +/- 0.326 | dlogz: 7.097 > 0.109
iter: 1082 | bound: 97 | nc: 5 | ncall: 54993 | eff(%): 1.968 | loglstar: -inf < -6.434 < inf | logz: -18.042 +/- 0.326 | dlogz: 7.064 > 0.109
iter: 1083 | bound: 97 | nc: 1 | ncall: 54994 | eff(%): 1.969 | loglstar: -inf < -6.420 < inf | logz: -18.019 +/- 0.326 | dlogz: 7.030 > 0.109
iter: 1084 | bound: 97 | nc: 3 | ncall: 54997 | eff(%): 1.971 | loglstar: -inf < -6.349 < inf | logz: -17.996 +/- 0.326 | dlogz: 6.998 > 0.109
iter: 1085 | bound: 97 | nc: 6 | ncall: 55003 | eff(%): 1.973 | loglstar: -inf < -6.343 < inf | logz: -17.973 +/- 0.326 | dlogz: 6.964 > 0.109
iter: 1086 | bound: 97 | nc: 1 | ncall: 55004 | eff(%): 1.974 | loglstar: -inf < -6.321 < inf | logz: -17.950 +/- 0.326 | dlogz: 6.931 > 0.109
iter: 1087 | bound: 97 | nc: 1 | ncall: 55005 | eff(%): 1.976 | loglstar: -inf < -6.271 < inf | logz: -17.927 +/- 0.326 | dlogz: 6.899 > 0.109
iter: 1088 | bound: 97 | nc: 2 | ncall: 55007 | eff(%): 1.978 | loglstar: -inf < -6.267 < inf | logz: -17.904 +/- 0.326 | dlogz: 6.866 > 0.109
iter: 1089 | bound: 97 | nc: 2 | ncall: 55009 | eff(%): 1.980 | loglstar: -inf < -6.262 < inf | logz: -17.882 +/- 0.326 | dlogz: 6.833 > 0.109
iter: 1090 | bound: 97 | nc: 5 | ncall: 55014 | eff(%): 1.981 | loglstar: -inf < -6.223 < inf | logz: -17.861 +/- 0.326 | dlogz: 6.801 > 0.109
iter: 1091 | bound: 97 | nc: 2 | ncall: 55016 | eff(%): 1.983 | loglstar: -inf < -6.193 < inf | logz: -17.839 +/- 0.326 | dlogz: 6.769 > 0.109
iter: 1092 | bound: 97 | nc: 4 | ncall: 55020 | eff(%): 1.985 | loglstar: -inf < -6.186 < inf | logz: -17.817 +/- 0.326 | dlogz: 6.738 > 0.109
iter: 1093 | bound: 97 | nc: 1 | ncall: 55021 | eff(%): 1.987 | loglstar: -inf < -6.153 < inf | logz: -17.796 +/- 0.326 | dlogz: 6.706 > 0.109
iter: 1094 | bound: 97 | nc: 1 | ncall: 55022 | eff(%): 1.988 | loglstar: -inf < -6.152 < inf | logz: -17.774 +/- 0.326 | dlogz: 6.675 > 0.109
iter: 1095 | bound: 97 | nc: 2 | ncall: 55024 | eff(%): 1.990 | loglstar: -inf < -6.115 < inf | logz: -17.754 +/- 0.326 | dlogz: 6.644 > 0.109
iter: 1096 | bound: 97 | nc: 6 | ncall: 55030 | eff(%): 1.992 | loglstar: -inf < -6.052 < inf | logz: -17.732 +/- 0.326 | dlogz: 6.613 > 0.109
iter: 1097 | bound: 97 | nc: 3 | ncall: 55033 | eff(%): 1.993 | loglstar: -inf < -6.040 < inf | logz: -17.711 +/- 0.326 | dlogz: 6.582 > 0.109
iter: 1098 | bound: 98 | nc: 2 | ncall: 55035 | eff(%): 1.995 | loglstar: -inf < -5.997 < inf | logz: -17.690 +/- 0.326 | dlogz: 6.550 > 0.109
iter: 1099 | bound: 98 | nc: 6 | ncall: 55041 | eff(%): 1.997 | loglstar: -inf < -5.906 < inf | logz: -17.668 +/- 0.326 | dlogz: 6.519 > 0.109
iter: 1100 | bound: 98 | nc: 3 | ncall: 55044 | eff(%): 1.998 | loglstar: -inf < -5.888 < inf | logz: -17.645 +/- 0.326 | dlogz: 6.487 > 0.109
iter: 1101 | bound: 98 | nc: 5 | ncall: 55049 | eff(%): 2.000 | loglstar: -inf < -5.820 < inf | logz: -17.622 +/- 0.326 | dlogz: 6.455 > 0.109
iter: 1102 | bound: 98 | nc: 3 | ncall: 55052 | eff(%): 2.002 | loglstar: -inf < -5.806 < inf | logz: -17.599 +/- 0.326 | dlogz: 6.422 > 0.109
iter: 1103 | bound: 98 | nc: 7 | ncall: 55059 | eff(%): 2.003 | loglstar: -inf < -5.803 < inf | logz: -17.577 +/- 0.326 | dlogz: 6.389 > 0.109
iter: 1104 | bound: 98 | nc: 6 | ncall: 55065 | eff(%): 2.005 | loglstar: -inf < -5.772 < inf | logz: -17.555 +/- 0.326 | dlogz: 6.357 > 0.109
iter: 1105 | bound: 98 | nc: 2 | ncall: 55067 | eff(%): 2.007 | loglstar: -inf < -5.694 < inf | logz: -17.532 +/- 0.326 | dlogz: 6.325 > 0.109
iter: 1106 | bound: 98 | nc: 8 | ncall: 55075 | eff(%): 2.008 | loglstar: -inf < -5.677 < inf | logz: -17.509 +/- 0.326 | dlogz: 6.292 > 0.109
iter: 1107 | bound: 98 | nc: 5 | ncall: 55080 | eff(%): 2.010 | loglstar: -inf < -5.621 < inf | logz: -17.486 +/- 0.326 | dlogz: 6.260 > 0.109
iter: 1108 | bound: 98 | nc: 3 | ncall: 55083 | eff(%): 2.012 | loglstar: -inf < -5.607 < inf | logz: -17.463 +/- 0.326 | dlogz: 6.227 > 0.109
iter: 1109 | bound: 98 | nc: 2 | ncall: 55085 | eff(%): 2.013 | loglstar: -inf < -5.590 < inf | logz: -17.440 +/- 0.326 | dlogz: 6.194 > 0.109
iter: 1110 | bound: 98 | nc: 8 | ncall: 55093 | eff(%): 2.015 | loglstar: -inf < -5.583 < inf | logz: -17.418 +/- 0.326 | dlogz: 6.161 > 0.109
iter: 1111 | bound: 98 | nc: 3 | ncall: 55096 | eff(%): 2.016 | loglstar: -inf < -5.543 < inf | logz: -17.396 +/- 0.326 | dlogz: 6.129 > 0.109
iter: 1112 | bound: 98 | nc: 8 | ncall: 55104 | eff(%): 2.018 | loglstar: -inf < -5.527 < inf | logz: -17.374 +/- 0.327 | dlogz: 6.097 > 0.109
iter: 1113 | bound: 98 | nc: 6 | ncall: 55110 | eff(%): 2.020 | loglstar: -inf < -5.468 < inf | logz: -17.352 +/- 0.327 | dlogz: 6.065 > 0.109
iter: 1114 | bound: 98 | nc: 1 | ncall: 55111 | eff(%): 2.021 | loglstar: -inf < -5.465 < inf | logz: -17.330 +/- 0.327 | dlogz: 6.033 > 0.109
iter: 1115 | bound: 98 | nc: 2 | ncall: 55113 | eff(%): 2.023 | loglstar: -inf < -5.454 < inf | logz: -17.309 +/- 0.327 | dlogz: 6.002 > 0.109
iter: 1116 | bound: 98 | nc: 3 | ncall: 55116 | eff(%): 2.025 | loglstar: -inf < -5.449 < inf | logz: -17.288 +/- 0.327 | dlogz: 5.970 > 0.109
iter: 1117 | bound: 98 | nc: 1 | ncall: 55117 | eff(%): 2.027 | loglstar: -inf < -5.413 < inf | logz: -17.267 +/- 0.327 | dlogz: 5.939 > 0.109
iter: 1118 | bound: 98 | nc: 5 | ncall: 55122 | eff(%): 2.028 | loglstar: -inf < -5.378 < inf | logz: -17.246 +/- 0.327 | dlogz: 5.909 > 0.109
iter: 1119 | bound: 98 | nc: 3 | ncall: 55125 | eff(%): 2.030 | loglstar: -inf < -5.371 < inf | logz: -17.225 +/- 0.327 | dlogz: 5.878 > 0.109
iter: 1120 | bound: 98 | nc: 2 | ncall: 55127 | eff(%): 2.032 | loglstar: -inf < -5.341 < inf | logz: -17.205 +/- 0.327 | dlogz: 5.847 > 0.109
iter: 1121 | bound: 98 | nc: 2 | ncall: 55129 | eff(%): 2.033 | loglstar: -inf < -5.277 < inf | logz: -17.184 +/- 0.327 | dlogz: 5.817 > 0.109
iter: 1122 | bound: 98 | nc: 1 | ncall: 55130 | eff(%): 2.035 | loglstar: -inf < -5.270 < inf | logz: -17.163 +/- 0.327 | dlogz: 5.786 > 0.109
iter: 1123 | bound: 98 | nc: 3 | ncall: 55133 | eff(%): 2.037 | loglstar: -inf < -5.239 < inf | logz: -17.143 +/- 0.327 | dlogz: 5.756 > 0.109
iter: 1124 | bound: 99 | nc: 6 | ncall: 55139 | eff(%): 2.038 | loglstar: -inf < -5.226 < inf | logz: -17.122 +/- 0.327 | dlogz: 5.725 > 0.109
iter: 1125 | bound: 99 | nc: 4 | ncall: 55143 | eff(%): 2.040 | loglstar: -inf < -5.206 < inf | logz: -17.102 +/- 0.327 | dlogz: 5.695 > 0.109
iter: 1126 | bound: 99 | nc: 1 | ncall: 55144 | eff(%): 2.042 | loglstar: -inf < -5.195 < inf | logz: -17.082 +/- 0.327 | dlogz: 5.665 > 0.109
iter: 1127 | bound: 99 | nc: 1 | ncall: 55145 | eff(%): 2.044 | loglstar: -inf < -5.189 < inf | logz: -17.063 +/- 0.327 | dlogz: 5.635 > 0.109
iter: 1128 | bound: 99 | nc: 8 | ncall: 55153 | eff(%): 2.045 | loglstar: -inf < -5.166 < inf | logz: -17.043 +/- 0.327 | dlogz: 5.606 > 0.109
iter: 1129 | bound: 99 | nc: 4 | ncall: 55157 | eff(%): 2.047 | loglstar: -inf < -5.165 < inf | logz: -17.024 +/- 0.327 | dlogz: 5.577 > 0.109
iter: 1130 | bound: 99 | nc: 1 | ncall: 55158 | eff(%): 2.049 | loglstar: -inf < -5.136 < inf | logz: -17.006 +/- 0.327 | dlogz: 5.548 > 0.109
iter: 1131 | bound: 99 | nc: 1 | ncall: 55159 | eff(%): 2.050 | loglstar: -inf < -5.071 < inf | logz: -16.987 +/- 0.327 | dlogz: 5.520 > 0.109
iter: 1132 | bound: 99 | nc: 1 | ncall: 55160 | eff(%): 2.052 | loglstar: -inf < -5.053 < inf | logz: -16.968 +/- 0.327 | dlogz: 5.491 > 0.109
iter: 1133 | bound: 99 | nc: 1 | ncall: 55161 | eff(%): 2.054 | loglstar: -inf < -5.052 < inf | logz: -16.949 +/- 0.327 | dlogz: 5.462 > 0.109
iter: 1134 | bound: 99 | nc: 2 | ncall: 55163 | eff(%): 2.056 | loglstar: -inf < -5.043 < inf | logz: -16.931 +/- 0.327 | dlogz: 5.433 > 0.109
iter: 1135 | bound: 99 | nc: 1 | ncall: 55164 | eff(%): 2.058 | loglstar: -inf < -5.008 < inf | logz: -16.912 +/- 0.327 | dlogz: 5.405 > 0.109
iter: 1136 | bound: 99 | nc: 2 | ncall: 55166 | eff(%): 2.059 | loglstar: -inf < -5.008 < inf | logz: -16.894 +/- 0.327 | dlogz: 5.377 > 0.109
iter: 1137 | bound: 99 | nc: 3 | ncall: 55169 | eff(%): 2.061 | loglstar: -inf < -4.998 < inf | logz: -16.877 +/- 0.328 | dlogz: 5.349 > 0.109
iter: 1138 | bound: 99 | nc: 1 | ncall: 55170 | eff(%): 2.063 | loglstar: -inf < -4.975 < inf | logz: -16.859 +/- 0.328 | dlogz: 5.322 > 0.109
iter: 1139 | bound: 99 | nc: 3 | ncall: 55173 | eff(%): 2.064 | loglstar: -inf < -4.956 < inf | logz: -16.842 +/- 0.328 | dlogz: 5.294 > 0.109
iter: 1140 | bound: 99 | nc: 5 | ncall: 55178 | eff(%): 2.066 | loglstar: -inf < -4.903 < inf | logz: -16.824 +/- 0.328 | dlogz: 5.267 > 0.109
iter: 1141 | bound: 99 | nc: 1 | ncall: 55179 | eff(%): 2.068 | loglstar: -inf < -4.809 < inf | logz: -16.806 +/- 0.328 | dlogz: 5.240 > 0.109
iter: 1142 | bound: 99 | nc: 2 | ncall: 55181 | eff(%): 2.070 | loglstar: -inf < -4.793 < inf | logz: -16.787 +/- 0.328 | dlogz: 5.212 > 0.109
iter: 1143 | bound: 99 | nc: 1 | ncall: 55182 | eff(%): 2.071 | loglstar: -inf < -4.750 < inf | logz: -16.768 +/- 0.328 | dlogz: 5.183 > 0.109
iter: 1144 | bound: 99 | nc: 3 | ncall: 55185 | eff(%): 2.073 | loglstar: -inf < -4.728 < inf | logz: -16.749 +/- 0.328 | dlogz: 5.154 > 0.109
iter: 1145 | bound: 99 | nc: 2 | ncall: 55187 | eff(%): 2.075 | loglstar: -inf < -4.705 < inf | logz: -16.731 +/- 0.328 | dlogz: 5.126 > 0.109
iter: 1146 | bound: 99 | nc: 2 | ncall: 55189 | eff(%): 2.077 | loglstar: -inf < -4.651 < inf | logz: -16.712 +/- 0.328 | dlogz: 5.097 > 0.109
iter: 1147 | bound: 99 | nc: 4 | ncall: 55193 | eff(%): 2.078 | loglstar: -inf < -4.638 < inf | logz: -16.692 +/- 0.328 | dlogz: 5.068 > 0.109
iter: 1148 | bound: 99 | nc: 1 | ncall: 55194 | eff(%): 2.080 | loglstar: -inf < -4.629 < inf | logz: -16.674 +/- 0.328 | dlogz: 5.040 > 0.109
iter: 1149 | bound: 99 | nc: 2 | ncall: 55196 | eff(%): 2.082 | loglstar: -inf < -4.618 < inf | logz: -16.655 +/- 0.328 | dlogz: 5.011 > 0.109
iter: 1150 | bound: 99 | nc: 3 | ncall: 55199 | eff(%): 2.083 | loglstar: -inf < -4.544 < inf | logz: -16.637 +/- 0.328 | dlogz: 4.983 > 0.109
iter: 1151 | bound: 99 | nc: 13 | ncall: 55212 | eff(%): 2.085 | loglstar: -inf < -4.534 < inf | logz: -16.618 +/- 0.328 | dlogz: 4.955 > 0.109
iter: 1152 | bound: 99 | nc: 3 | ncall: 55215 | eff(%): 2.086 | loglstar: -inf < -4.532 < inf | logz: -16.599 +/- 0.328 | dlogz: 4.926 > 0.109
iter: 1153 | bound: 99 | nc: 4 | ncall: 55219 | eff(%): 2.088 | loglstar: -inf < -4.532 < inf | logz: -16.581 +/- 0.328 | dlogz: 4.898 > 0.109
iter: 1154 | bound: 99 | nc: 7 | ncall: 55226 | eff(%): 2.090 | loglstar: -inf < -4.528 < inf | logz: -16.564 +/- 0.328 | dlogz: 4.870 > 0.109
iter: 1155 | bound: 99 | nc: 5 | ncall: 55231 | eff(%): 2.091 | loglstar: -inf < -4.476 < inf | logz: -16.546 +/- 0.329 | dlogz: 4.843 > 0.109
iter: 1156 | bound: 99 | nc: 3 | ncall: 55234 | eff(%): 2.093 | loglstar: -inf < -4.431 < inf | logz: -16.529 +/- 0.329 | dlogz: 4.816 > 0.109
iter: 1157 | bound: 99 | nc: 4 | ncall: 55238 | eff(%): 2.095 | loglstar: -inf < -4.420 < inf | logz: -16.511 +/- 0.329 | dlogz: 4.788 > 0.109
iter: 1158 | bound: 100 | nc: 1 | ncall: 55239 | eff(%): 2.096 | loglstar: -inf < -4.407 < inf | logz: -16.493 +/- 0.329 | dlogz: 4.760 > 0.109
iter: 1159 | bound: 100 | nc: 1 | ncall: 55240 | eff(%): 2.098 | loglstar: -inf < -4.396 < inf | logz: -16.476 +/- 0.329 | dlogz: 4.733 > 0.109
iter: 1160 | bound: 100 | nc: 2 | ncall: 55242 | eff(%): 2.100 | loglstar: -inf < -4.387 < inf | logz: -16.459 +/- 0.329 | dlogz: 4.706 > 0.109
iter: 1161 | bound: 100 | nc: 2 | ncall: 55244 | eff(%): 2.102 | loglstar: -inf < -4.385 < inf | logz: -16.442 +/- 0.329 | dlogz: 4.679 > 0.109
iter: 1162 | bound: 100 | nc: 3 | ncall: 55247 | eff(%): 2.103 | loglstar: -inf < -4.333 < inf | logz: -16.425 +/- 0.329 | dlogz: 4.653 > 0.109
iter: 1163 | bound: 100 | nc: 2 | ncall: 55249 | eff(%): 2.105 | loglstar: -inf < -4.303 < inf | logz: -16.408 +/- 0.329 | dlogz: 4.627 > 0.109
iter: 1164 | bound: 100 | nc: 4 | ncall: 55253 | eff(%): 2.107 | loglstar: -inf < -4.296 < inf | logz: -16.392 +/- 0.329 | dlogz: 4.600 > 0.109
iter: 1165 | bound: 100 | nc: 5 | ncall: 55258 | eff(%): 2.108 | loglstar: -inf < -4.259 < inf | logz: -16.375 +/- 0.329 | dlogz: 4.573 > 0.109
iter: 1166 | bound: 100 | nc: 10 | ncall: 55268 | eff(%): 2.110 | loglstar: -inf < -4.209 < inf | logz: -16.358 +/- 0.329 | dlogz: 4.547 > 0.109
iter: 1167 | bound: 100 | nc: 2 | ncall: 55270 | eff(%): 2.111 | loglstar: -inf < -4.201 < inf | logz: -16.341 +/- 0.329 | dlogz: 4.520 > 0.109
iter: 1168 | bound: 100 | nc: 1 | ncall: 55271 | eff(%): 2.113 | loglstar: -inf < -4.175 < inf | logz: -16.324 +/- 0.329 | dlogz: 4.494 > 0.109
iter: 1169 | bound: 100 | nc: 3 | ncall: 55274 | eff(%): 2.115 | loglstar: -inf < -4.162 < inf | logz: -16.307 +/- 0.329 | dlogz: 4.467 > 0.109
iter: 1170 | bound: 100 | nc: 7 | ncall: 55281 | eff(%): 2.116 | loglstar: -inf < -4.145 < inf | logz: -16.291 +/- 0.329 | dlogz: 4.441 > 0.109
iter: 1171 | bound: 100 | nc: 6 | ncall: 55287 | eff(%): 2.118 | loglstar: -inf < -4.136 < inf | logz: -16.274 +/- 0.329 | dlogz: 4.415 > 0.109
iter: 1172 | bound: 100 | nc: 1 | ncall: 55288 | eff(%): 2.120 | loglstar: -inf < -4.118 < inf | logz: -16.258 +/- 0.330 | dlogz: 4.389 > 0.109
iter: 1173 | bound: 100 | nc: 7 | ncall: 55295 | eff(%): 2.121 | loglstar: -inf < -4.071 < inf | logz: -16.242 +/- 0.330 | dlogz: 4.363 > 0.109
iter: 1174 | bound: 100 | nc: 1 | ncall: 55296 | eff(%): 2.123 | loglstar: -inf < -4.042 < inf | logz: -16.226 +/- 0.330 | dlogz: 4.337 > 0.109
iter: 1175 | bound: 100 | nc: 3 | ncall: 55299 | eff(%): 2.125 | loglstar: -inf < -4.040 < inf | logz: -16.209 +/- 0.330 | dlogz: 4.311 > 0.109
iter: 1176 | bound: 100 | nc: 7 | ncall: 55306 | eff(%): 2.126 | loglstar: -inf < -4.039 < inf | logz: -16.194 +/- 0.330 | dlogz: 4.285 > 0.109
iter: 1177 | bound: 100 | nc: 1 | ncall: 55307 | eff(%): 2.128 | loglstar: -inf < -4.025 < inf | logz: -16.178 +/- 0.330 | dlogz: 4.260 > 0.109
iter: 1178 | bound: 100 | nc: 3 | ncall: 55310 | eff(%): 2.130 | loglstar: -inf < -4.018 < inf | logz: -16.163 +/- 0.330 | dlogz: 4.235 > 0.109
iter: 1179 | bound: 100 | nc: 1 | ncall: 55311 | eff(%): 2.132 | loglstar: -inf < -4.012 < inf | logz: -16.148 +/- 0.330 | dlogz: 4.210 > 0.109
iter: 1180 | bound: 100 | nc: 5 | ncall: 55316 | eff(%): 2.133 | loglstar: -inf < -3.989 < inf | logz: -16.133 +/- 0.330 | dlogz: 4.185 > 0.109
iter: 1181 | bound: 100 | nc: 2 | ncall: 55318 | eff(%): 2.135 | loglstar: -inf < -3.965 < inf | logz: -16.118 +/- 0.330 | dlogz: 4.161 > 0.109
iter: 1182 | bound: 100 | nc: 1 | ncall: 55319 | eff(%): 2.137 | loglstar: -inf < -3.936 < inf | logz: -16.103 +/- 0.330 | dlogz: 4.136 > 0.109
iter: 1183 | bound: 100 | nc: 1 | ncall: 55320 | eff(%): 2.138 | loglstar: -inf < -3.926 < inf | logz: -16.088 +/- 0.330 | dlogz: 4.112 > 0.109
iter: 1184 | bound: 100 | nc: 6 | ncall: 55326 | eff(%): 2.140 | loglstar: -inf < -3.887 < inf | logz: -16.073 +/- 0.330 | dlogz: 4.087 > 0.109
iter: 1185 | bound: 100 | nc: 4 | ncall: 55330 | eff(%): 2.142 | loglstar: -inf < -3.868 < inf | logz: -16.058 +/- 0.330 | dlogz: 4.063 > 0.109
iter: 1186 | bound: 100 | nc: 3 | ncall: 55333 | eff(%): 2.143 | loglstar: -inf < -3.868 < inf | logz: -16.044 +/- 0.330 | dlogz: 4.039 > 0.109
iter: 1187 | bound: 100 | nc: 4 | ncall: 55337 | eff(%): 2.145 | loglstar: -inf < -3.858 < inf | logz: -16.029 +/- 0.330 | dlogz: 4.015 > 0.109
iter: 1188 | bound: 101 | nc: 2 | ncall: 55339 | eff(%): 2.147 | loglstar: -inf < -3.831 < inf | logz: -16.015 +/- 0.330 | dlogz: 3.991 > 0.109
iter: 1189 | bound: 101 | nc: 2 | ncall: 55341 | eff(%): 2.148 | loglstar: -inf < -3.746 < inf | logz: -16.000 +/- 0.330 | dlogz: 3.967 > 0.109
iter: 1190 | bound: 101 | nc: 4 | ncall: 55345 | eff(%): 2.150 | loglstar: -inf < -3.694 < inf | logz: -15.985 +/- 0.330 | dlogz: 3.943 > 0.109
iter: 1191 | bound: 101 | nc: 4 | ncall: 55349 | eff(%): 2.152 | loglstar: -inf < -3.634 < inf | logz: -15.969 +/- 0.331 | dlogz: 3.918 > 0.109
iter: 1192 | bound: 101 | nc: 2 | ncall: 55351 | eff(%): 2.154 | loglstar: -inf < -3.584 < inf | logz: -15.953 +/- 0.331 | dlogz: 3.892 > 0.109
iter: 1193 | bound: 101 | nc: 3 | ncall: 55354 | eff(%): 2.155 | loglstar: -inf < -3.583 < inf | logz: -15.936 +/- 0.331 | dlogz: 3.867 > 0.109
iter: 1194 | bound: 101 | nc: 3 | ncall: 55357 | eff(%): 2.157 | loglstar: -inf < -3.543 < inf | logz: -15.920 +/- 0.331 | dlogz: 3.841 > 0.109
iter: 1195 | bound: 101 | nc: 1 | ncall: 55358 | eff(%): 2.159 | loglstar: -inf < -3.526 < inf | logz: -15.904 +/- 0.331 | dlogz: 3.815 > 0.109
iter: 1196 | bound: 101 | nc: 1 | ncall: 55359 | eff(%): 2.160 | loglstar: -inf < -3.526 < inf | logz: -15.888 +/- 0.331 | dlogz: 3.790 > 0.109
iter: 1197 | bound: 101 | nc: 1 | ncall: 55360 | eff(%): 2.162 | loglstar: -inf < -3.525 < inf | logz: -15.872 +/- 0.331 | dlogz: 3.764 > 0.109
iter: 1198 | bound: 101 | nc: 2 | ncall: 55362 | eff(%): 2.164 | loglstar: -inf < -3.489 < inf | logz: -15.857 +/- 0.331 | dlogz: 3.739 > 0.109
iter: 1199 | bound: 101 | nc: 1 | ncall: 55363 | eff(%): 2.166 | loglstar: -inf < -3.449 < inf | logz: -15.841 +/- 0.331 | dlogz: 3.715 > 0.109
iter: 1200 | bound: 101 | nc: 14 | ncall: 55377 | eff(%): 2.167 | loglstar: -inf < -3.424 < inf | logz: -15.825 +/- 0.331 | dlogz: 3.690 > 0.109
iter: 1201 | bound: 101 | nc: 6 | ncall: 55383 | eff(%): 2.169 | loglstar: -inf < -3.413 < inf | logz: -15.810 +/- 0.331 | dlogz: 3.665 > 0.109
iter: 1202 | bound: 101 | nc: 8 | ncall: 55391 | eff(%): 2.170 | loglstar: -inf < -3.409 < inf | logz: -15.794 +/- 0.332 | dlogz: 3.640 > 0.109
iter: 1203 | bound: 101 | nc: 9 | ncall: 55400 | eff(%): 2.171 | loglstar: -inf < -3.408 < inf | logz: -15.779 +/- 0.332 | dlogz: 3.615 > 0.109
iter: 1204 | bound: 101 | nc: 1 | ncall: 55401 | eff(%): 2.173 | loglstar: -inf < -3.388 < inf | logz: -15.764 +/- 0.332 | dlogz: 3.591 > 0.109
iter: 1205 | bound: 101 | nc: 4 | ncall: 55405 | eff(%): 2.175 | loglstar: -inf < -3.338 < inf | logz: -15.749 +/- 0.332 | dlogz: 3.567 > 0.109
iter: 1206 | bound: 101 | nc: 2 | ncall: 55407 | eff(%): 2.177 | loglstar: -inf < -3.324 < inf | logz: -15.734 +/- 0.332 | dlogz: 3.542 > 0.109
iter: 1207 | bound: 101 | nc: 1 | ncall: 55408 | eff(%): 2.178 | loglstar: -inf < -3.275 < inf | logz: -15.719 +/- 0.332 | dlogz: 3.518 > 0.109
iter: 1208 | bound: 101 | nc: 5 | ncall: 55413 | eff(%): 2.180 | loglstar: -inf < -3.254 < inf | logz: -15.704 +/- 0.332 | dlogz: 3.494 > 0.109
iter: 1209 | bound: 101 | nc: 10 | ncall: 55423 | eff(%): 2.181 | loglstar: -inf < -3.252 < inf | logz: -15.689 +/- 0.332 | dlogz: 3.469 > 0.109
iter: 1210 | bound: 101 | nc: 1 | ncall: 55424 | eff(%): 2.183 | loglstar: -inf < -3.248 < inf | logz: -15.674 +/- 0.332 | dlogz: 3.445 > 0.109
iter: 1211 | bound: 101 | nc: 8 | ncall: 55432 | eff(%): 2.185 | loglstar: -inf < -3.230 < inf | logz: -15.659 +/- 0.332 | dlogz: 3.421 > 0.109
iter: 1212 | bound: 102 | nc: 7 | ncall: 55439 | eff(%): 2.186 | loglstar: -inf < -3.229 < inf | logz: -15.645 +/- 0.332 | dlogz: 3.397 > 0.109
iter: 1213 | bound: 102 | nc: 3 | ncall: 55442 | eff(%): 2.188 | loglstar: -inf < -3.226 < inf | logz: -15.631 +/- 0.332 | dlogz: 3.374 > 0.109
iter: 1214 | bound: 102 | nc: 12 | ncall: 55454 | eff(%): 2.189 | loglstar: -inf < -3.217 < inf | logz: -15.617 +/- 0.332 | dlogz: 3.351 > 0.109
iter: 1215 | bound: 102 | nc: 2 | ncall: 55456 | eff(%): 2.191 | loglstar: -inf < -3.207 < inf | logz: -15.604 +/- 0.332 | dlogz: 3.328 > 0.109
iter: 1216 | bound: 102 | nc: 6 | ncall: 55462 | eff(%): 2.192 | loglstar: -inf < -3.203 < inf | logz: -15.590 +/- 0.333 | dlogz: 3.305 > 0.109
iter: 1217 | bound: 102 | nc: 16 | ncall: 55478 | eff(%): 2.194 | loglstar: -inf < -3.198 < inf | logz: -15.577 +/- 0.333 | dlogz: 3.282 > 0.109
iter: 1218 | bound: 102 | nc: 1 | ncall: 55479 | eff(%): 2.195 | loglstar: -inf < -3.179 < inf | logz: -15.564 +/- 0.333 | dlogz: 3.260 > 0.109
iter: 1219 | bound: 102 | nc: 1 | ncall: 55480 | eff(%): 2.197 | loglstar: -inf < -3.144 < inf | logz: -15.551 +/- 0.333 | dlogz: 3.238 > 0.109
iter: 1220 | bound: 102 | nc: 4 | ncall: 55484 | eff(%): 2.199 | loglstar: -inf < -3.144 < inf | logz: -15.538 +/- 0.333 | dlogz: 3.216 > 0.109
iter: 1221 | bound: 102 | nc: 1 | ncall: 55485 | eff(%): 2.201 | loglstar: -inf < -3.134 < inf | logz: -15.525 +/- 0.333 | dlogz: 3.194 > 0.109
iter: 1222 | bound: 102 | nc: 2 | ncall: 55487 | eff(%): 2.202 | loglstar: -inf < -3.097 < inf | logz: -15.512 +/- 0.333 | dlogz: 3.172 > 0.109
iter: 1223 | bound: 102 | nc: 2 | ncall: 55489 | eff(%): 2.204 | loglstar: -inf < -3.063 < inf | logz: -15.499 +/- 0.333 | dlogz: 3.151 > 0.109
iter: 1224 | bound: 102 | nc: 8 | ncall: 55497 | eff(%): 2.206 | loglstar: -inf < -3.051 < inf | logz: -15.487 +/- 0.333 | dlogz: 3.129 > 0.109
iter: 1225 | bound: 102 | nc: 9 | ncall: 55506 | eff(%): 2.207 | loglstar: -inf < -3.031 < inf | logz: -15.474 +/- 0.333 | dlogz: 3.107 > 0.109
iter: 1226 | bound: 102 | nc: 2 | ncall: 55508 | eff(%): 2.209 | loglstar: -inf < -3.006 < inf | logz: -15.461 +/- 0.333 | dlogz: 3.085 > 0.109
iter: 1227 | bound: 102 | nc: 2 | ncall: 55510 | eff(%): 2.210 | loglstar: -inf < -2.990 < inf | logz: -15.448 +/- 0.333 | dlogz: 3.063 > 0.109
iter: 1228 | bound: 102 | nc: 6 | ncall: 55516 | eff(%): 2.212 | loglstar: -inf < -2.973 < inf | logz: -15.435 +/- 0.333 | dlogz: 3.042 > 0.109
iter: 1229 | bound: 102 | nc: 15 | ncall: 55531 | eff(%): 2.213 | loglstar: -inf < -2.970 < inf | logz: -15.423 +/- 0.333 | dlogz: 3.020 > 0.109
iter: 1230 | bound: 103 | nc: 8 | ncall: 55539 | eff(%): 2.215 | loglstar: -inf < -2.928 < inf | logz: -15.410 +/- 0.333 | dlogz: 2.999 > 0.109
iter: 1231 | bound: 103 | nc: 4 | ncall: 55543 | eff(%): 2.216 | loglstar: -inf < -2.915 < inf | logz: -15.398 +/- 0.333 | dlogz: 2.977 > 0.109
iter: 1232 | bound: 103 | nc: 5 | ncall: 55548 | eff(%): 2.218 | loglstar: -inf < -2.879 < inf | logz: -15.385 +/- 0.333 | dlogz: 2.956 > 0.109
iter: 1233 | bound: 103 | nc: 1 | ncall: 55549 | eff(%): 2.220 | loglstar: -inf < -2.870 < inf | logz: -15.372 +/- 0.333 | dlogz: 2.934 > 0.109
iter: 1234 | bound: 103 | nc: 15 | ncall: 55564 | eff(%): 2.221 | loglstar: -inf < -2.842 < inf | logz: -15.360 +/- 0.334 | dlogz: 2.913 > 0.109
iter: 1235 | bound: 103 | nc: 1 | ncall: 55565 | eff(%): 2.223 | loglstar: -inf < -2.840 < inf | logz: -15.347 +/- 0.334 | dlogz: 2.892 > 0.109
iter: 1236 | bound: 103 | nc: 5 | ncall: 55570 | eff(%): 2.224 | loglstar: -inf < -2.837 < inf | logz: -15.335 +/- 0.334 | dlogz: 2.870 > 0.109
iter: 1237 | bound: 103 | nc: 2 | ncall: 55572 | eff(%): 2.226 | loglstar: -inf < -2.833 < inf | logz: -15.323 +/- 0.334 | dlogz: 2.850 > 0.109
iter: 1238 | bound: 103 | nc: 2 | ncall: 55574 | eff(%): 2.228 | loglstar: -inf < -2.823 < inf | logz: -15.311 +/- 0.334 | dlogz: 2.829 > 0.109
iter: 1239 | bound: 103 | nc: 4 | ncall: 55578 | eff(%): 2.229 | loglstar: -inf < -2.798 < inf | logz: -15.299 +/- 0.334 | dlogz: 2.808 > 0.109
iter: 1240 | bound: 103 | nc: 1 | ncall: 55579 | eff(%): 2.231 | loglstar: -inf < -2.795 < inf | logz: -15.287 +/- 0.334 | dlogz: 2.788 > 0.109
iter: 1241 | bound: 103 | nc: 1 | ncall: 55580 | eff(%): 2.233 | loglstar: -inf < -2.777 < inf | logz: -15.276 +/- 0.334 | dlogz: 2.768 > 0.109
iter: 1242 | bound: 103 | nc: 1 | ncall: 55581 | eff(%): 2.235 | loglstar: -inf < -2.777 < inf | logz: -15.264 +/- 0.334 | dlogz: 2.747 > 0.109
iter: 1243 | bound: 103 | nc: 1 | ncall: 55582 | eff(%): 2.236 | loglstar: -inf < -2.760 < inf | logz: -15.253 +/- 0.334 | dlogz: 2.727 > 0.109
iter: 1244 | bound: 103 | nc: 4 | ncall: 55586 | eff(%): 2.238 | loglstar: -inf < -2.704 < inf | logz: -15.242 +/- 0.334 | dlogz: 2.708 > 0.109
iter: 1245 | bound: 103 | nc: 1 | ncall: 55587 | eff(%): 2.240 | loglstar: -inf < -2.686 < inf | logz: -15.230 +/- 0.334 | dlogz: 2.688 > 0.109
iter: 1246 | bound: 103 | nc: 7 | ncall: 55594 | eff(%): 2.241 | loglstar: -inf < -2.685 < inf | logz: -15.218 +/- 0.334 | dlogz: 2.667 > 0.109
iter: 1247 | bound: 103 | nc: 2 | ncall: 55596 | eff(%): 2.243 | loglstar: -inf < -2.633 < inf | logz: -15.207 +/- 0.334 | dlogz: 2.647 > 0.109
iter: 1248 | bound: 103 | nc: 2 | ncall: 55598 | eff(%): 2.245 | loglstar: -inf < -2.617 < inf | logz: -15.195 +/- 0.334 | dlogz: 2.628 > 0.109
iter: 1249 | bound: 103 | nc: 1 | ncall: 55599 | eff(%): 2.246 | loglstar: -inf < -2.569 < inf | logz: -15.183 +/- 0.334 | dlogz: 2.607 > 0.109
iter: 1250 | bound: 103 | nc: 5 | ncall: 55604 | eff(%): 2.248 | loglstar: -inf < -2.564 < inf | logz: -15.171 +/- 0.334 | dlogz: 2.587 > 0.109
iter: 1251 | bound: 103 | nc: 19 | ncall: 55623 | eff(%): 2.249 | loglstar: -inf < -2.564 < inf | logz: -15.160 +/- 0.334 | dlogz: 2.567 > 0.109
iter: 1252 | bound: 103 | nc: 3 | ncall: 55626 | eff(%): 2.251 | loglstar: -inf < -2.562 < inf | logz: -15.148 +/- 0.335 | dlogz: 2.547 > 0.109
iter: 1253 | bound: 103 | nc: 2 | ncall: 55628 | eff(%): 2.252 | loglstar: -inf < -2.552 < inf | logz: -15.137 +/- 0.335 | dlogz: 2.527 > 0.109
iter: 1254 | bound: 103 | nc: 6 | ncall: 55634 | eff(%): 2.254 | loglstar: -inf < -2.547 < inf | logz: -15.126 +/- 0.335 | dlogz: 2.508 > 0.109
iter: 1255 | bound: 103 | nc: 2 | ncall: 55636 | eff(%): 2.256 | loglstar: -inf < -2.542 < inf | logz: -15.115 +/- 0.335 | dlogz: 2.489 > 0.109
iter: 1256 | bound: 103 | nc: 2 | ncall: 55638 | eff(%): 2.257 | loglstar: -inf < -2.524 < inf | logz: -15.104 +/- 0.335 | dlogz: 2.470 > 0.109
iter: 1257 | bound: 104 | nc: 2 | ncall: 55640 | eff(%): 2.259 | loglstar: -inf < -2.513 < inf | logz: -15.094 +/- 0.335 | dlogz: 2.451 > 0.109
iter: 1258 | bound: 104 | nc: 6 | ncall: 55646 | eff(%): 2.261 | loglstar: -inf < -2.507 < inf | logz: -15.083 +/- 0.335 | dlogz: 2.432 > 0.109
iter: 1259 | bound: 104 | nc: 5 | ncall: 55651 | eff(%): 2.262 | loglstar: -inf < -2.503 < inf | logz: -15.072 +/- 0.335 | dlogz: 2.413 > 0.109
iter: 1260 | bound: 104 | nc: 3 | ncall: 55654 | eff(%): 2.264 | loglstar: -inf < -2.436 < inf | logz: -15.062 +/- 0.335 | dlogz: 2.394 > 0.109
iter: 1261 | bound: 104 | nc: 4 | ncall: 55658 | eff(%): 2.266 | loglstar: -inf < -2.402 < inf | logz: -15.051 +/- 0.335 | dlogz: 2.376 > 0.109
iter: 1262 | bound: 104 | nc: 6 | ncall: 55664 | eff(%): 2.267 | loglstar: -inf < -2.386 < inf | logz: -15.040 +/- 0.335 | dlogz: 2.357 > 0.109
iter: 1263 | bound: 104 | nc: 1 | ncall: 55665 | eff(%): 2.269 | loglstar: -inf < -2.328 < inf | logz: -15.029 +/- 0.335 | dlogz: 2.338 > 0.109
iter: 1264 | bound: 104 | nc: 3 | ncall: 55668 | eff(%): 2.271 | loglstar: -inf < -2.305 < inf | logz: -15.017 +/- 0.335 | dlogz: 2.319 > 0.109
iter: 1265 | bound: 104 | nc: 3 | ncall: 55671 | eff(%): 2.272 | loglstar: -inf < -2.303 < inf | logz: -15.006 +/- 0.335 | dlogz: 2.300 > 0.109
iter: 1266 | bound: 104 | nc: 7 | ncall: 55678 | eff(%): 2.274 | loglstar: -inf < -2.281 < inf | logz: -14.995 +/- 0.335 | dlogz: 2.280 > 0.109
iter: 1267 | bound: 104 | nc: 2 | ncall: 55680 | eff(%): 2.276 | loglstar: -inf < -2.273 < inf | logz: -14.984 +/- 0.335 | dlogz: 2.261 > 0.109
iter: 1268 | bound: 104 | nc: 1 | ncall: 55681 | eff(%): 2.277 | loglstar: -inf < -2.273 < inf | logz: -14.973 +/- 0.335 | dlogz: 2.243 > 0.109
iter: 1269 | bound: 104 | nc: 3 | ncall: 55684 | eff(%): 2.279 | loglstar: -inf < -2.240 < inf | logz: -14.962 +/- 0.336 | dlogz: 2.224 > 0.109
iter: 1270 | bound: 104 | nc: 5 | ncall: 55689 | eff(%): 2.281 | loglstar: -inf < -2.234 < inf | logz: -14.951 +/- 0.336 | dlogz: 2.205 > 0.109
iter: 1271 | bound: 104 | nc: 8 | ncall: 55697 | eff(%): 2.282 | loglstar: -inf < -2.223 < inf | logz: -14.940 +/- 0.336 | dlogz: 2.187 > 0.109
iter: 1272 | bound: 104 | nc: 35 | ncall: 55732 | eff(%): 2.282 | loglstar: -inf < -2.212 < inf | logz: -14.930 +/- 0.336 | dlogz: 2.169 > 0.109
iter: 1273 | bound: 104 | nc: 1 | ncall: 55733 | eff(%): 2.284 | loglstar: -inf < -2.210 < inf | logz: -14.919 +/- 0.336 | dlogz: 2.150 > 0.109
iter: 1274 | bound: 104 | nc: 3 | ncall: 55736 | eff(%): 2.286 | loglstar: -inf < -2.190 < inf | logz: -14.909 +/- 0.336 | dlogz: 2.132 > 0.109
iter: 1275 | bound: 104 | nc: 3 | ncall: 55739 | eff(%): 2.287 | loglstar: -inf < -2.189 < inf | logz: -14.899 +/- 0.336 | dlogz: 2.114 > 0.109
iter: 1276 | bound: 105 | nc: 3 | ncall: 55742 | eff(%): 2.289 | loglstar: -inf < -2.189 < inf | logz: -14.889 +/- 0.336 | dlogz: 2.097 > 0.109
iter: 1277 | bound: 105 | nc: 4 | ncall: 55746 | eff(%): 2.291 | loglstar: -inf < -2.183 < inf | logz: -14.879 +/- 0.336 | dlogz: 2.079 > 0.109
iter: 1278 | bound: 105 | nc: 1 | ncall: 55747 | eff(%): 2.293 | loglstar: -inf < -2.174 < inf | logz: -14.869 +/- 0.336 | dlogz: 2.062 > 0.109
iter: 1279 | bound: 105 | nc: 2 | ncall: 55749 | eff(%): 2.294 | loglstar: -inf < -2.167 < inf | logz: -14.859 +/- 0.336 | dlogz: 2.045 > 0.109
iter: 1280 | bound: 105 | nc: 11 | ncall: 55760 | eff(%): 2.296 | loglstar: -inf < -2.148 < inf | logz: -14.850 +/- 0.336 | dlogz: 2.028 > 0.109
iter: 1281 | bound: 105 | nc: 2 | ncall: 55762 | eff(%): 2.297 | loglstar: -inf < -2.130 < inf | logz: -14.840 +/- 0.336 | dlogz: 2.011 > 0.109
iter: 1282 | bound: 105 | nc: 6 | ncall: 55768 | eff(%): 2.299 | loglstar: -inf < -2.122 < inf | logz: -14.830 +/- 0.336 | dlogz: 1.994 > 0.109
iter: 1283 | bound: 105 | nc: 4 | ncall: 55772 | eff(%): 2.300 | loglstar: -inf < -2.120 < inf | logz: -14.821 +/- 0.336 | dlogz: 1.977 > 0.109
iter: 1284 | bound: 105 | nc: 6 | ncall: 55778 | eff(%): 2.302 | loglstar: -inf < -2.119 < inf | logz: -14.812 +/- 0.336 | dlogz: 1.960 > 0.109
iter: 1285 | bound: 105 | nc: 5 | ncall: 55783 | eff(%): 2.304 | loglstar: -inf < -2.114 < inf | logz: -14.803 +/- 0.336 | dlogz: 1.944 > 0.109
iter: 1286 | bound: 105 | nc: 2 | ncall: 55785 | eff(%): 2.305 | loglstar: -inf < -2.099 < inf | logz: -14.794 +/- 0.336 | dlogz: 1.927 > 0.109
iter: 1287 | bound: 105 | nc: 1 | ncall: 55786 | eff(%): 2.307 | loglstar: -inf < -2.093 < inf | logz: -14.785 +/- 0.336 | dlogz: 1.911 > 0.109
iter: 1288 | bound: 105 | nc: 2 | ncall: 55788 | eff(%): 2.309 | loglstar: -inf < -2.091 < inf | logz: -14.776 +/- 0.337 | dlogz: 1.895 > 0.109
iter: 1289 | bound: 105 | nc: 3 | ncall: 55791 | eff(%): 2.310 | loglstar: -inf < -2.081 < inf | logz: -14.767 +/- 0.337 | dlogz: 1.879 > 0.109
iter: 1290 | bound: 105 | nc: 2 | ncall: 55793 | eff(%): 2.312 | loglstar: -inf < -2.079 < inf | logz: -14.759 +/- 0.337 | dlogz: 1.864 > 0.109
iter: 1291 | bound: 105 | nc: 11 | ncall: 55804 | eff(%): 2.313 | loglstar: -inf < -2.076 < inf | logz: -14.750 +/- 0.337 | dlogz: 1.848 > 0.109
iter: 1292 | bound: 105 | nc: 9 | ncall: 55813 | eff(%): 2.315 | loglstar: -inf < -2.047 < inf | logz: -14.742 +/- 0.337 | dlogz: 1.832 > 0.109
iter: 1293 | bound: 105 | nc: 2 | ncall: 55815 | eff(%): 2.317 | loglstar: -inf < -2.038 < inf | logz: -14.733 +/- 0.337 | dlogz: 1.817 > 0.109
iter: 1294 | bound: 105 | nc: 2 | ncall: 55817 | eff(%): 2.318 | loglstar: -inf < -2.037 < inf | logz: -14.725 +/- 0.337 | dlogz: 1.802 > 0.109
iter: 1295 | bound: 105 | nc: 1 | ncall: 55818 | eff(%): 2.320 | loglstar: -inf < -2.019 < inf | logz: -14.717 +/- 0.337 | dlogz: 1.786 > 0.109
iter: 1296 | bound: 105 | nc: 1 | ncall: 55819 | eff(%): 2.322 | loglstar: -inf < -1.958 < inf | logz: -14.708 +/- 0.337 | dlogz: 1.771 > 0.109
iter: 1297 | bound: 105 | nc: 3 | ncall: 55822 | eff(%): 2.323 | loglstar: -inf < -1.958 < inf | logz: -14.700 +/- 0.337 | dlogz: 1.756 > 0.109
iter: 1298 | bound: 105 | nc: 3 | ncall: 55825 | eff(%): 2.325 | loglstar: -inf < -1.957 < inf | logz: -14.691 +/- 0.337 | dlogz: 1.741 > 0.109
iter: 1299 | bound: 105 | nc: 3 | ncall: 55828 | eff(%): 2.327 | loglstar: -inf < -1.946 < inf | logz: -14.683 +/- 0.337 | dlogz: 1.726 > 0.109
iter: 1300 | bound: 105 | nc: 4 | ncall: 55832 | eff(%): 2.328 | loglstar: -inf < -1.939 < inf | logz: -14.675 +/- 0.337 | dlogz: 1.711 > 0.109
iter: 1301 | bound: 105 | nc: 1 | ncall: 55833 | eff(%): 2.330 | loglstar: -inf < -1.920 < inf | logz: -14.667 +/- 0.337 | dlogz: 1.696 > 0.109
iter: 1302 | bound: 105 | nc: 5 | ncall: 55838 | eff(%): 2.332 | loglstar: -inf < -1.903 < inf | logz: -14.659 +/- 0.337 | dlogz: 1.681 > 0.109
iter: 1303 | bound: 106 | nc: 4 | ncall: 55842 | eff(%): 2.333 | loglstar: -inf < -1.891 < inf | logz: -14.651 +/- 0.337 | dlogz: 1.666 > 0.109
iter: 1304 | bound: 106 | nc: 1 | ncall: 55843 | eff(%): 2.335 | loglstar: -inf < -1.885 < inf | logz: -14.643 +/- 0.337 | dlogz: 1.652 > 0.109
iter: 1305 | bound: 106 | nc: 1 | ncall: 55844 | eff(%): 2.337 | loglstar: -inf < -1.883 < inf | logz: -14.635 +/- 0.337 | dlogz: 1.637 > 0.109
iter: 1306 | bound: 106 | nc: 6 | ncall: 55850 | eff(%): 2.338 | loglstar: -inf < -1.877 < inf | logz: -14.627 +/- 0.337 | dlogz: 1.623 > 0.109
iter: 1307 | bound: 106 | nc: 4 | ncall: 55854 | eff(%): 2.340 | loglstar: -inf < -1.862 < inf | logz: -14.619 +/- 0.337 | dlogz: 1.609 > 0.109
iter: 1308 | bound: 106 | nc: 1 | ncall: 55855 | eff(%): 2.342 | loglstar: -inf < -1.835 < inf | logz: -14.611 +/- 0.337 | dlogz: 1.594 > 0.109
iter: 1309 | bound: 106 | nc: 2 | ncall: 55857 | eff(%): 2.343 | loglstar: -inf < -1.835 < inf | logz: -14.603 +/- 0.337 | dlogz: 1.580 > 0.109
iter: 1310 | bound: 106 | nc: 1 | ncall: 55858 | eff(%): 2.345 | loglstar: -inf < -1.830 < inf | logz: -14.596 +/- 0.337 | dlogz: 1.566 > 0.109
iter: 1311 | bound: 106 | nc: 1 | ncall: 55859 | eff(%): 2.347 | loglstar: -inf < -1.825 < inf | logz: -14.588 +/- 0.337 | dlogz: 1.552 > 0.109
iter: 1312 | bound: 106 | nc: 11 | ncall: 55870 | eff(%): 2.348 | loglstar: -inf < -1.822 < inf | logz: -14.581 +/- 0.337 | dlogz: 1.539 > 0.109
iter: 1313 | bound: 106 | nc: 7 | ncall: 55877 | eff(%): 2.350 | loglstar: -inf < -1.806 < inf | logz: -14.573 +/- 0.337 | dlogz: 1.525 > 0.109
iter: 1314 | bound: 106 | nc: 1 | ncall: 55878 | eff(%): 2.352 | loglstar: -inf < -1.804 < inf | logz: -14.566 +/- 0.338 | dlogz: 1.511 > 0.109
iter: 1315 | bound: 106 | nc: 2 | ncall: 55880 | eff(%): 2.353 | loglstar: -inf < -1.793 < inf | logz: -14.559 +/- 0.338 | dlogz: 1.498 > 0.109
iter: 1316 | bound: 106 | nc: 1 | ncall: 55881 | eff(%): 2.355 | loglstar: -inf < -1.781 < inf | logz: -14.552 +/- 0.338 | dlogz: 1.485 > 0.109
iter: 1317 | bound: 106 | nc: 2 | ncall: 55883 | eff(%): 2.357 | loglstar: -inf < -1.770 < inf | logz: -14.544 +/- 0.338 | dlogz: 1.471 > 0.109
iter: 1318 | bound: 106 | nc: 2 | ncall: 55885 | eff(%): 2.358 | loglstar: -inf < -1.767 < inf | logz: -14.537 +/- 0.338 | dlogz: 1.458 > 0.109
iter: 1319 | bound: 106 | nc: 5 | ncall: 55890 | eff(%): 2.360 | loglstar: -inf < -1.762 < inf | logz: -14.530 +/- 0.338 | dlogz: 1.445 > 0.109
iter: 1320 | bound: 106 | nc: 3 | ncall: 55893 | eff(%): 2.362 | loglstar: -inf < -1.757 < inf | logz: -14.523 +/- 0.338 | dlogz: 1.432 > 0.109
iter: 1321 | bound: 106 | nc: 1 | ncall: 55894 | eff(%): 2.363 | loglstar: -inf < -1.752 < inf | logz: -14.517 +/- 0.338 | dlogz: 1.419 > 0.109
iter: 1322 | bound: 106 | nc: 2 | ncall: 55896 | eff(%): 2.365 | loglstar: -inf < -1.747 < inf | logz: -14.510 +/- 0.338 | dlogz: 1.407 > 0.109
iter: 1323 | bound: 106 | nc: 1 | ncall: 55897 | eff(%): 2.367 | loglstar: -inf < -1.730 < inf | logz: -14.503 +/- 0.338 | dlogz: 1.394 > 0.109
iter: 1324 | bound: 106 | nc: 4 | ncall: 55901 | eff(%): 2.368 | loglstar: -inf < -1.721 < inf | logz: -14.496 +/- 0.338 | dlogz: 1.382 > 0.109
iter: 1325 | bound: 106 | nc: 8 | ncall: 55909 | eff(%): 2.370 | loglstar: -inf < -1.716 < inf | logz: -14.490 +/- 0.338 | dlogz: 1.369 > 0.109
iter: 1326 | bound: 106 | nc: 9 | ncall: 55918 | eff(%): 2.371 | loglstar: -inf < -1.705 < inf | logz: -14.483 +/- 0.338 | dlogz: 1.357 > 0.109
iter: 1327 | bound: 106 | nc: 4 | ncall: 55922 | eff(%): 2.373 | loglstar: -inf < -1.676 < inf | logz: -14.476 +/- 0.338 | dlogz: 1.345 > 0.109
iter: 1328 | bound: 106 | nc: 5 | ncall: 55927 | eff(%): 2.375 | loglstar: -inf < -1.659 < inf | logz: -14.470 +/- 0.338 | dlogz: 1.332 > 0.109
iter: 1329 | bound: 106 | nc: 3 | ncall: 55930 | eff(%): 2.376 | loglstar: -inf < -1.645 < inf | logz: -14.463 +/- 0.338 | dlogz: 1.320 > 0.109
iter: 1330 | bound: 106 | nc: 4 | ncall: 55934 | eff(%): 2.378 | loglstar: -inf < -1.636 < inf | logz: -14.457 +/- 0.338 | dlogz: 1.308 > 0.109
iter: 1331 | bound: 106 | nc: 1 | ncall: 55935 | eff(%): 2.380 | loglstar: -inf < -1.635 < inf | logz: -14.450 +/- 0.338 | dlogz: 1.296 > 0.109
iter: 1332 | bound: 106 | nc: 1 | ncall: 55936 | eff(%): 2.381 | loglstar: -inf < -1.628 < inf | logz: -14.444 +/- 0.338 | dlogz: 1.284 > 0.109
iter: 1333 | bound: 106 | nc: 5 | ncall: 55941 | eff(%): 2.383 | loglstar: -inf < -1.612 < inf | logz: -14.437 +/- 0.338 | dlogz: 1.272 > 0.109
iter: 1334 | bound: 107 | nc: 1 | ncall: 55942 | eff(%): 2.385 | loglstar: -inf < -1.611 < inf | logz: -14.431 +/- 0.338 | dlogz: 1.260 > 0.109
iter: 1335 | bound: 107 | nc: 1 | ncall: 55943 | eff(%): 2.386 | loglstar: -inf < -1.590 < inf | logz: -14.424 +/- 0.338 | dlogz: 1.249 > 0.109
iter: 1336 | bound: 107 | nc: 2 | ncall: 55945 | eff(%): 2.388 | loglstar: -inf < -1.577 < inf | logz: -14.418 +/- 0.338 | dlogz: 1.237 > 0.109
iter: 1337 | bound: 107 | nc: 1 | ncall: 55946 | eff(%): 2.390 | loglstar: -inf < -1.571 < inf | logz: -14.412 +/- 0.338 | dlogz: 1.226 > 0.109
iter: 1338 | bound: 107 | nc: 3 | ncall: 55949 | eff(%): 2.391 | loglstar: -inf < -1.565 < inf | logz: -14.406 +/- 0.338 | dlogz: 1.214 > 0.109
iter: 1339 | bound: 107 | nc: 7 | ncall: 55956 | eff(%): 2.393 | loglstar: -inf < -1.542 < inf | logz: -14.399 +/- 0.338 | dlogz: 1.252 > 0.109
iter: 1340 | bound: 107 | nc: 12 | ncall: 55968 | eff(%): 2.394 | loglstar: -inf < -1.539 < inf | logz: -14.393 +/- 0.338 | dlogz: 1.241 > 0.109
iter: 1341 | bound: 107 | nc: 2 | ncall: 55970 | eff(%): 2.396 | loglstar: -inf < -1.526 < inf | logz: -14.387 +/- 0.338 | dlogz: 1.229 > 0.109
iter: 1342 | bound: 107 | nc: 5 | ncall: 55975 | eff(%): 2.397 | loglstar: -inf < -1.522 < inf | logz: -14.381 +/- 0.338 | dlogz: 1.218 > 0.109
iter: 1343 | bound: 107 | nc: 1 | ncall: 55976 | eff(%): 2.399 | loglstar: -inf < -1.517 < inf | logz: -14.375 +/- 0.338 | dlogz: 1.207 > 0.109
iter: 1344 | bound: 107 | nc: 1 | ncall: 55977 | eff(%): 2.401 | loglstar: -inf < -1.516 < inf | logz: -14.369 +/- 0.338 | dlogz: 1.195 > 0.109
iter: 1345 | bound: 107 | nc: 7 | ncall: 55984 | eff(%): 2.402 | loglstar: -inf < -1.509 < inf | logz: -14.363 +/- 0.338 | dlogz: 1.184 > 0.109
iter: 1346 | bound: 107 | nc: 4 | ncall: 55988 | eff(%): 2.404 | loglstar: -inf < -1.507 < inf | logz: -14.357 +/- 0.339 | dlogz: 1.173 > 0.109
iter: 1347 | bound: 107 | nc: 4 | ncall: 55992 | eff(%): 2.406 | loglstar: -inf < -1.507 < inf | logz: -14.351 +/- 0.339 | dlogz: 1.162 > 0.109
iter: 1348 | bound: 107 | nc: 1 | ncall: 55993 | eff(%): 2.407 | loglstar: -inf < -1.497 < inf | logz: -14.346 +/- 0.339 | dlogz: 1.152 > 0.109
iter: 1349 | bound: 107 | nc: 28 | ncall: 56021 | eff(%): 2.408 | loglstar: -inf < -1.494 < inf | logz: -14.340 +/- 0.339 | dlogz: 1.141 > 0.109
iter: 1350 | bound: 107 | nc: 3 | ncall: 56024 | eff(%): 2.410 | loglstar: -inf < -1.494 < inf | logz: -14.335 +/- 0.339 | dlogz: 1.130 > 0.109
iter: 1351 | bound: 107 | nc: 2 | ncall: 56026 | eff(%): 2.411 | loglstar: -inf < -1.491 < inf | logz: -14.329 +/- 0.339 | dlogz: 1.120 > 0.109
iter: 1352 | bound: 107 | nc: 7 | ncall: 56033 | eff(%): 2.413 | loglstar: -inf < -1.479 < inf | logz: -14.324 +/- 0.339 | dlogz: 1.110 > 0.109
iter: 1353 | bound: 107 | nc: 1 | ncall: 56034 | eff(%): 2.415 | loglstar: -inf < -1.475 < inf | logz: -14.318 +/- 0.339 | dlogz: 1.099 > 0.109
iter: 1354 | bound: 107 | nc: 1 | ncall: 56035 | eff(%): 2.416 | loglstar: -inf < -1.458 < inf | logz: -14.313 +/- 0.339 | dlogz: 1.089 > 0.109
iter: 1355 | bound: 107 | nc: 1 | ncall: 56036 | eff(%): 2.418 | loglstar: -inf < -1.451 < inf | logz: -14.308 +/- 0.339 | dlogz: 1.079 > 0.109
iter: 1356 | bound: 107 | nc: 5 | ncall: 56041 | eff(%): 2.420 | loglstar: -inf < -1.449 < inf | logz: -14.302 +/- 0.339 | dlogz: 1.069 > 0.109
iter: 1357 | bound: 108 | nc: 8 | ncall: 56049 | eff(%): 2.421 | loglstar: -inf < -1.440 < inf | logz: -14.297 +/- 0.339 | dlogz: 1.059 > 0.109
iter: 1358 | bound: 108 | nc: 11 | ncall: 56060 | eff(%): 2.422 | loglstar: -inf < -1.429 < inf | logz: -14.292 +/- 0.339 | dlogz: 1.049 > 0.109
iter: 1359 | bound: 108 | nc: 3 | ncall: 56063 | eff(%): 2.424 | loglstar: -inf < -1.422 < inf | logz: -14.287 +/- 0.339 | dlogz: 1.039 > 0.109
iter: 1360 | bound: 108 | nc: 3 | ncall: 56066 | eff(%): 2.426 | loglstar: -inf < -1.416 < inf | logz: -14.282 +/- 0.339 | dlogz: 1.030 > 0.109
iter: 1361 | bound: 108 | nc: 1 | ncall: 56067 | eff(%): 2.427 | loglstar: -inf < -1.403 < inf | logz: -14.277 +/- 0.339 | dlogz: 1.020 > 0.109
iter: 1362 | bound: 108 | nc: 3 | ncall: 56070 | eff(%): 2.429 | loglstar: -inf < -1.391 < inf | logz: -14.271 +/- 0.339 | dlogz: 1.010 > 0.109
iter: 1363 | bound: 108 | nc: 1 | ncall: 56071 | eff(%): 2.431 | loglstar: -inf < -1.378 < inf | logz: -14.266 +/- 0.339 | dlogz: 1.001 > 0.109
iter: 1364 | bound: 108 | nc: 8 | ncall: 56079 | eff(%): 2.432 | loglstar: -inf < -1.375 < inf | logz: -14.261 +/- 0.339 | dlogz: 0.991 > 0.109
iter: 1365 | bound: 108 | nc: 1 | ncall: 56080 | eff(%): 2.434 | loglstar: -inf < -1.373 < inf | logz: -14.256 +/- 0.339 | dlogz: 0.982 > 0.109
iter: 1366 | bound: 108 | nc: 1 | ncall: 56081 | eff(%): 2.436 | loglstar: -inf < -1.368 < inf | logz: -14.251 +/- 0.339 | dlogz: 0.973 > 0.109
iter: 1367 | bound: 108 | nc: 2 | ncall: 56083 | eff(%): 2.437 | loglstar: -inf < -1.367 < inf | logz: -14.247 +/- 0.339 | dlogz: 0.963 > 0.109
iter: 1368 | bound: 108 | nc: 1 | ncall: 56084 | eff(%): 2.439 | loglstar: -inf < -1.351 < inf | logz: -14.242 +/- 0.339 | dlogz: 0.954 > 0.109
iter: 1369 | bound: 108 | nc: 2 | ncall: 56086 | eff(%): 2.441 | loglstar: -inf < -1.351 < inf | logz: -14.237 +/- 0.339 | dlogz: 0.945 > 0.109
iter: 1370 | bound: 108 | nc: 1 | ncall: 56087 | eff(%): 2.443 | loglstar: -inf < -1.335 < inf | logz: -14.232 +/- 0.339 | dlogz: 0.936 > 0.109
iter: 1371 | bound: 108 | nc: 1 | ncall: 56088 | eff(%): 2.444 | loglstar: -inf < -1.334 < inf | logz: -14.227 +/- 0.339 | dlogz: 0.927 > 0.109
iter: 1372 | bound: 108 | nc: 1 | ncall: 56089 | eff(%): 2.446 | loglstar: -inf < -1.332 < inf | logz: -14.223 +/- 0.339 | dlogz: 0.918 > 0.109
iter: 1373 | bound: 108 | nc: 1 | ncall: 56090 | eff(%): 2.448 | loglstar: -inf < -1.329 < inf | logz: -14.218 +/- 0.339 | dlogz: 0.910 > 0.109
iter: 1374 | bound: 108 | nc: 3 | ncall: 56093 | eff(%): 2.450 | loglstar: -inf < -1.329 < inf | logz: -14.214 +/- 0.339 | dlogz: 0.901 > 0.109
iter: 1375 | bound: 108 | nc: 8 | ncall: 56101 | eff(%): 2.451 | loglstar: -inf < -1.324 < inf | logz: -14.209 +/- 0.339 | dlogz: 0.892 > 0.109
iter: 1376 | bound: 108 | nc: 12 | ncall: 56113 | eff(%): 2.452 | loglstar: -inf < -1.322 < inf | logz: -14.205 +/- 0.339 | dlogz: 0.895 > 0.109
iter: 1377 | bound: 108 | nc: 3 | ncall: 56116 | eff(%): 2.454 | loglstar: -inf < -1.316 < inf | logz: -14.200 +/- 0.339 | dlogz: 0.886 > 0.109
iter: 1378 | bound: 108 | nc: 2 | ncall: 56118 | eff(%): 2.456 | loglstar: -inf < -1.312 < inf | logz: -14.196 +/- 0.339 | dlogz: 0.878 > 0.109
iter: 1379 | bound: 108 | nc: 4 | ncall: 56122 | eff(%): 2.457 | loglstar: -inf < -1.300 < inf | logz: -14.191 +/- 0.339 | dlogz: 0.869 > 0.109
iter: 1380 | bound: 108 | nc: 1 | ncall: 56123 | eff(%): 2.459 | loglstar: -inf < -1.280 < inf | logz: -14.187 +/- 0.339 | dlogz: 0.861 > 0.109
iter: 1381 | bound: 108 | nc: 1 | ncall: 56124 | eff(%): 2.461 | loglstar: -inf < -1.279 < inf | logz: -14.183 +/- 0.339 | dlogz: 0.853 > 0.109
iter: 1382 | bound: 108 | nc: 1 | ncall: 56125 | eff(%): 2.462 | loglstar: -inf < -1.276 < inf | logz: -14.178 +/- 0.339 | dlogz: 0.845 > 0.109
iter: 1383 | bound: 108 | nc: 1 | ncall: 56126 | eff(%): 2.464 | loglstar: -inf < -1.272 < inf | logz: -14.174 +/- 0.339 | dlogz: 0.837 > 0.109
iter: 1384 | bound: 108 | nc: 2 | ncall: 56128 | eff(%): 2.466 | loglstar: -inf < -1.272 < inf | logz: -14.170 +/- 0.339 | dlogz: 0.829 > 0.109
iter: 1385 | bound: 108 | nc: 7 | ncall: 56135 | eff(%): 2.467 | loglstar: -inf < -1.270 < inf | logz: -14.166 +/- 0.339 | dlogz: 0.821 > 0.109
iter: 1386 | bound: 108 | nc: 3 | ncall: 56138 | eff(%): 2.469 | loglstar: -inf < -1.269 < inf | logz: -14.162 +/- 0.339 | dlogz: 0.813 > 0.109
iter: 1387 | bound: 108 | nc: 3 | ncall: 56141 | eff(%): 2.471 | loglstar: -inf < -1.254 < inf | logz: -14.158 +/- 0.339 | dlogz: 0.805 > 0.109
iter: 1388 | bound: 108 | nc: 2 | ncall: 56143 | eff(%): 2.472 | loglstar: -inf < -1.249 < inf | logz: -14.154 +/- 0.339 | dlogz: 0.797 > 0.109
iter: 1389 | bound: 109 | nc: 10 | ncall: 56153 | eff(%): 2.474 | loglstar: -inf < -1.242 < inf | logz: -14.150 +/- 0.340 | dlogz: 0.790 > 0.109
iter: 1390 | bound: 109 | nc: 1 | ncall: 56154 | eff(%): 2.475 | loglstar: -inf < -1.229 < inf | logz: -14.146 +/- 0.340 | dlogz: 0.782 > 0.109
iter: 1391 | bound: 109 | nc: 2 | ncall: 56156 | eff(%): 2.477 | loglstar: -inf < -1.226 < inf | logz: -14.142 +/- 0.340 | dlogz: 0.774 > 0.109
iter: 1392 | bound: 109 | nc: 1 | ncall: 56157 | eff(%): 2.479 | loglstar: -inf < -1.222 < inf | logz: -14.138 +/- 0.340 | dlogz: 0.767 > 0.109
iter: 1393 | bound: 109 | nc: 2 | ncall: 56159 | eff(%): 2.480 | loglstar: -inf < -1.214 < inf | logz: -14.134 +/- 0.340 | dlogz: 0.760 > 0.109
iter: 1394 | bound: 109 | nc: 1 | ncall: 56160 | eff(%): 2.482 | loglstar: -inf < -1.199 < inf | logz: -14.130 +/- 0.340 | dlogz: 0.752 > 0.109
iter: 1395 | bound: 109 | nc: 2 | ncall: 56162 | eff(%): 2.484 | loglstar: -inf < -1.191 < inf | logz: -14.126 +/- 0.340 | dlogz: 0.745 > 0.109
iter: 1396 | bound: 109 | nc: 2 | ncall: 56164 | eff(%): 2.486 | loglstar: -inf < -1.177 < inf | logz: -14.122 +/- 0.340 | dlogz: 0.738 > 0.109
iter: 1397 | bound: 109 | nc: 1 | ncall: 56165 | eff(%): 2.487 | loglstar: -inf < -1.159 < inf | logz: -14.118 +/- 0.340 | dlogz: 0.730 > 0.109
iter: 1398 | bound: 109 | nc: 2 | ncall: 56167 | eff(%): 2.489 | loglstar: -inf < -1.159 < inf | logz: -14.115 +/- 0.340 | dlogz: 0.723 > 0.109
iter: 1399 | bound: 109 | nc: 1 | ncall: 56168 | eff(%): 2.491 | loglstar: -inf < -1.140 < inf | logz: -14.111 +/- 0.340 | dlogz: 0.716 > 0.109
iter: 1400 | bound: 109 | nc: 1 | ncall: 56169 | eff(%): 2.492 | loglstar: -inf < -1.137 < inf | logz: -14.107 +/- 0.340 | dlogz: 0.709 > 0.109
iter: 1401 | bound: 109 | nc: 2 | ncall: 56171 | eff(%): 2.494 | loglstar: -inf < -1.135 < inf | logz: -14.103 +/- 0.340 | dlogz: 0.729 > 0.109
iter: 1402 | bound: 109 | nc: 3 | ncall: 56174 | eff(%): 2.496 | loglstar: -inf < -1.124 < inf | logz: -14.099 +/- 0.340 | dlogz: 0.722 > 0.109
iter: 1403 | bound: 109 | nc: 3 | ncall: 56177 | eff(%): 2.497 | loglstar: -inf < -1.124 < inf | logz: -14.096 +/- 0.340 | dlogz: 0.715 > 0.109
iter: 1404 | bound: 109 | nc: 1 | ncall: 56178 | eff(%): 2.499 | loglstar: -inf < -1.120 < inf | logz: -14.092 +/- 0.340 | dlogz: 0.708 > 0.109
iter: 1405 | bound: 109 | nc: 1 | ncall: 56179 | eff(%): 2.501 | loglstar: -inf < -1.115 < inf | logz: -14.088 +/- 0.340 | dlogz: 0.701 > 0.109
iter: 1406 | bound: 109 | nc: 1 | ncall: 56180 | eff(%): 2.503 | loglstar: -inf < -1.113 < inf | logz: -14.085 +/- 0.340 | dlogz: 0.695 > 0.109
iter: 1407 | bound: 109 | nc: 4 | ncall: 56184 | eff(%): 2.504 | loglstar: -inf < -1.096 < inf | logz: -14.081 +/- 0.340 | dlogz: 0.688 > 0.109
iter: 1408 | bound: 109 | nc: 1 | ncall: 56185 | eff(%): 2.506 | loglstar: -inf < -1.087 < inf | logz: -14.078 +/- 0.340 | dlogz: 0.681 > 0.109
iter: 1409 | bound: 109 | nc: 4 | ncall: 56189 | eff(%): 2.508 | loglstar: -inf < -1.085 < inf | logz: -14.074 +/- 0.340 | dlogz: 0.674 > 0.109
iter: 1410 | bound: 109 | nc: 1 | ncall: 56190 | eff(%): 2.509 | loglstar: -inf < -1.084 < inf | logz: -14.070 +/- 0.340 | dlogz: 0.668 > 0.109
iter: 1411 | bound: 109 | nc: 6 | ncall: 56196 | eff(%): 2.511 | loglstar: -inf < -1.079 < inf | logz: -14.067 +/- 0.340 | dlogz: 0.661 > 0.109
iter: 1412 | bound: 109 | nc: 3 | ncall: 56199 | eff(%): 2.513 | loglstar: -inf < -1.072 < inf | logz: -14.063 +/- 0.340 | dlogz: 0.655 > 0.109
iter: 1413 | bound: 109 | nc: 2 | ncall: 56201 | eff(%): 2.514 | loglstar: -inf < -1.061 < inf | logz: -14.060 +/- 0.340 | dlogz: 0.648 > 0.109
iter: 1414 | bound: 109 | nc: 1 | ncall: 56202 | eff(%): 2.516 | loglstar: -inf < -1.055 < inf | logz: -14.057 +/- 0.340 | dlogz: 0.642 > 0.109
iter: 1415 | bound: 109 | nc: 1 | ncall: 56203 | eff(%): 2.518 | loglstar: -inf < -1.054 < inf | logz: -14.053 +/- 0.340 | dlogz: 0.636 > 0.109
iter: 1416 | bound: 109 | nc: 3 | ncall: 56206 | eff(%): 2.519 | loglstar: -inf < -1.047 < inf | logz: -14.050 +/- 0.340 | dlogz: 0.629 > 0.109
iter: 1417 | bound: 109 | nc: 1 | ncall: 56207 | eff(%): 2.521 | loglstar: -inf < -1.046 < inf | logz: -14.046 +/- 0.340 | dlogz: 0.623 > 0.109
iter: 1418 | bound: 109 | nc: 5 | ncall: 56212 | eff(%): 2.523 | loglstar: -inf < -1.045 < inf | logz: -14.043 +/- 0.340 | dlogz: 0.617 > 0.109
iter: 1419 | bound: 109 | nc: 6 | ncall: 56218 | eff(%): 2.524 | loglstar: -inf < -1.044 < inf | logz: -14.040 +/- 0.340 | dlogz: 0.611 > 0.109
iter: 1420 | bound: 109 | nc: 4 | ncall: 56222 | eff(%): 2.526 | loglstar: -inf < -1.044 < inf | logz: -14.037 +/- 0.340 | dlogz: 0.605 > 0.109
iter: 1421 | bound: 109 | nc: 1 | ncall: 56223 | eff(%): 2.527 | loglstar: -inf < -1.038 < inf | logz: -14.034 +/- 0.340 | dlogz: 0.599 > 0.109
iter: 1422 | bound: 109 | nc: 2 | ncall: 56225 | eff(%): 2.529 | loglstar: -inf < -1.038 < inf | logz: -14.030 +/- 0.340 | dlogz: 0.593 > 0.109
iter: 1423 | bound: 109 | nc: 3 | ncall: 56228 | eff(%): 2.531 | loglstar: -inf < -1.035 < inf | logz: -14.027 +/- 0.340 | dlogz: 0.587 > 0.109
iter: 1424 | bound: 109 | nc: 2 | ncall: 56230 | eff(%): 2.532 | loglstar: -inf < -1.028 < inf | logz: -14.024 +/- 0.340 | dlogz: 0.581 > 0.109
iter: 1425 | bound: 109 | nc: 1 | ncall: 56231 | eff(%): 2.534 | loglstar: -inf < -1.028 < inf | logz: -14.021 +/- 0.340 | dlogz: 0.576 > 0.109
iter: 1426 | bound: 109 | nc: 2 | ncall: 56233 | eff(%): 2.536 | loglstar: -inf < -1.016 < inf | logz: -14.018 +/- 0.340 | dlogz: 0.570 > 0.109
iter: 1427 | bound: 109 | nc: 3 | ncall: 56236 | eff(%): 2.538 | loglstar: -inf < -1.007 < inf | logz: -14.015 +/- 0.340 | dlogz: 0.564 > 0.109
iter: 1428 | bound: 109 | nc: 3 | ncall: 56239 | eff(%): 2.539 | loglstar: -inf < -1.006 < inf | logz: -14.012 +/- 0.340 | dlogz: 0.559 > 0.109
iter: 1429 | bound: 109 | nc: 2 | ncall: 56241 | eff(%): 2.541 | loglstar: -inf < -1.003 < inf | logz: -14.009 +/- 0.340 | dlogz: 0.553 > 0.109
iter: 1430 | bound: 109 | nc: 1 | ncall: 56242 | eff(%): 2.543 | loglstar: -inf < -0.999 < inf | logz: -14.006 +/- 0.340 | dlogz: 0.548 > 0.109
iter: 1431 | bound: 109 | nc: 1 | ncall: 56243 | eff(%): 2.544 | loglstar: -inf < -0.998 < inf | logz: -14.003 +/- 0.340 | dlogz: 0.542 > 0.109
iter: 1432 | bound: 109 | nc: 4 | ncall: 56247 | eff(%): 2.546 | loglstar: -inf < -0.981 < inf | logz: -14.000 +/- 0.340 | dlogz: 0.537 > 0.109
iter: 1433 | bound: 109 | nc: 3 | ncall: 56250 | eff(%): 2.548 | loglstar: -inf < -0.981 < inf | logz: -13.997 +/- 0.340 | dlogz: 0.532 > 0.109
iter: 1434 | bound: 109 | nc: 2 | ncall: 56252 | eff(%): 2.549 | loglstar: -inf < -0.975 < inf | logz: -13.995 +/- 0.340 | dlogz: 0.526 > 0.109
iter: 1435 | bound: 110 | nc: 2 | ncall: 56254 | eff(%): 2.551 | loglstar: -inf < -0.973 < inf | logz: -13.992 +/- 0.340 | dlogz: 0.521 > 0.109
iter: 1436 | bound: 110 | nc: 1 | ncall: 56255 | eff(%): 2.553 | loglstar: -inf < -0.942 < inf | logz: -13.989 +/- 0.340 | dlogz: 0.516 > 0.109
iter: 1437 | bound: 110 | nc: 5 | ncall: 56260 | eff(%): 2.554 | loglstar: -inf < -0.932 < inf | logz: -13.986 +/- 0.340 | dlogz: 0.511 > 0.109
iter: 1438 | bound: 110 | nc: 1 | ncall: 56261 | eff(%): 2.556 | loglstar: -inf < -0.930 < inf | logz: -13.983 +/- 0.340 | dlogz: 0.506 > 0.109
iter: 1439 | bound: 110 | nc: 8 | ncall: 56269 | eff(%): 2.557 | loglstar: -inf < -0.921 < inf | logz: -13.980 +/- 0.340 | dlogz: 0.501 > 0.109
iter: 1440 | bound: 110 | nc: 3 | ncall: 56272 | eff(%): 2.559 | loglstar: -inf < -0.906 < inf | logz: -13.978 +/- 0.340 | dlogz: 0.496 > 0.109
iter: 1441 | bound: 110 | nc: 6 | ncall: 56278 | eff(%): 2.561 | loglstar: -inf < -0.901 < inf | logz: -13.975 +/- 0.340 | dlogz: 0.491 > 0.109
iter: 1442 | bound: 110 | nc: 1 | ncall: 56279 | eff(%): 2.562 | loglstar: -inf < -0.899 < inf | logz: -13.972 +/- 0.340 | dlogz: 0.486 > 0.109
iter: 1443 | bound: 110 | nc: 3 | ncall: 56282 | eff(%): 2.564 | loglstar: -inf < -0.899 < inf | logz: -13.969 +/- 0.340 | dlogz: 0.481 > 0.109
iter: 1444 | bound: 110 | nc: 3 | ncall: 56285 | eff(%): 2.566 | loglstar: -inf < -0.898 < inf | logz: -13.966 +/- 0.341 | dlogz: 0.476 > 0.109
iter: 1445 | bound: 110 | nc: 2 | ncall: 56287 | eff(%): 2.567 | loglstar: -inf < -0.892 < inf | logz: -13.964 +/- 0.341 | dlogz: 0.471 > 0.109
iter: 1446 | bound: 110 | nc: 8 | ncall: 56295 | eff(%): 2.569 | loglstar: -inf < -0.889 < inf | logz: -13.961 +/- 0.341 | dlogz: 0.467 > 0.109
iter: 1447 | bound: 110 | nc: 4 | ncall: 56299 | eff(%): 2.570 | loglstar: -inf < -0.888 < inf | logz: -13.958 +/- 0.341 | dlogz: 0.462 > 0.109
iter: 1448 | bound: 110 | nc: 2 | ncall: 56301 | eff(%): 2.572 | loglstar: -inf < -0.887 < inf | logz: -13.956 +/- 0.341 | dlogz: 0.457 > 0.109
iter: 1449 | bound: 110 | nc: 2 | ncall: 56303 | eff(%): 2.574 | loglstar: -inf < -0.886 < inf | logz: -13.953 +/- 0.341 | dlogz: 0.453 > 0.109
iter: 1450 | bound: 110 | nc: 1 | ncall: 56304 | eff(%): 2.575 | loglstar: -inf < -0.880 < inf | logz: -13.951 +/- 0.341 | dlogz: 0.448 > 0.109
iter: 1451 | bound: 110 | nc: 5 | ncall: 56309 | eff(%): 2.577 | loglstar: -inf < -0.875 < inf | logz: -13.948 +/- 0.341 | dlogz: 0.444 > 0.109
iter: 1452 | bound: 110 | nc: 5 | ncall: 56314 | eff(%): 2.578 | loglstar: -inf < -0.871 < inf | logz: -13.946 +/- 0.341 | dlogz: 0.439 > 0.109
iter: 1453 | bound: 110 | nc: 4 | ncall: 56318 | eff(%): 2.580 | loglstar: -inf < -0.867 < inf | logz: -13.943 +/- 0.341 | dlogz: 0.435 > 0.109
iter: 1454 | bound: 110 | nc: 1 | ncall: 56319 | eff(%): 2.582 | loglstar: -inf < -0.861 < inf | logz: -13.941 +/- 0.341 | dlogz: 0.430 > 0.109
iter: 1455 | bound: 110 | nc: 1 | ncall: 56320 | eff(%): 2.583 | loglstar: -inf < -0.847 < inf | logz: -13.938 +/- 0.341 | dlogz: 0.426 > 0.109
iter: 1456 | bound: 110 | nc: 1 | ncall: 56321 | eff(%): 2.585 | loglstar: -inf < -0.845 < inf | logz: -13.936 +/- 0.341 | dlogz: 0.422 > 0.109
iter: 1457 | bound: 110 | nc: 1 | ncall: 56322 | eff(%): 2.587 | loglstar: -inf < -0.840 < inf | logz: -13.933 +/- 0.341 | dlogz: 0.417 > 0.109
iter: 1458 | bound: 110 | nc: 4 | ncall: 56326 | eff(%): 2.589 | loglstar: -inf < -0.838 < inf | logz: -13.931 +/- 0.341 | dlogz: 0.413 > 0.109
iter: 1459 | bound: 110 | nc: 2 | ncall: 56328 | eff(%): 2.590 | loglstar: -inf < -0.833 < inf | logz: -13.928 +/- 0.341 | dlogz: 0.409 > 0.109
iter: 1460 | bound: 110 | nc: 7 | ncall: 56335 | eff(%): 2.592 | loglstar: -inf < -0.830 < inf | logz: -13.926 +/- 0.341 | dlogz: 0.405 > 0.109
iter: 1461 | bound: 110 | nc: 3 | ncall: 56338 | eff(%): 2.593 | loglstar: -inf < -0.828 < inf | logz: -13.924 +/- 0.341 | dlogz: 0.401 > 0.109
iter: 1462 | bound: 110 | nc: 1 | ncall: 56339 | eff(%): 2.595 | loglstar: -inf < -0.824 < inf | logz: -13.921 +/- 0.341 | dlogz: 0.397 > 0.109
iter: 1463 | bound: 110 | nc: 6 | ncall: 56345 | eff(%): 2.597 | loglstar: -inf < -0.823 < inf | logz: -13.919 +/- 0.341 | dlogz: 0.393 > 0.109
iter: 1464 | bound: 110 | nc: 7 | ncall: 56352 | eff(%): 2.598 | loglstar: -inf < -0.821 < inf | logz: -13.917 +/- 0.341 | dlogz: 0.389 > 0.109
iter: 1465 | bound: 110 | nc: 1 | ncall: 56353 | eff(%): 2.600 | loglstar: -inf < -0.820 < inf | logz: -13.914 +/- 0.341 | dlogz: 0.385 > 0.109
iter: 1466 | bound: 111 | nc: 3 | ncall: 56356 | eff(%): 2.601 | loglstar: -inf < -0.816 < inf | logz: -13.912 +/- 0.341 | dlogz: 0.381 > 0.109
iter: 1467 | bound: 111 | nc: 1 | ncall: 56357 | eff(%): 2.603 | loglstar: -inf < -0.808 < inf | logz: -13.910 +/- 0.341 | dlogz: 0.377 > 0.109
iter: 1468 | bound: 111 | nc: 2 | ncall: 56359 | eff(%): 2.605 | loglstar: -inf < -0.795 < inf | logz: -13.908 +/- 0.341 | dlogz: 0.373 > 0.109
iter: 1469 | bound: 111 | nc: 1 | ncall: 56360 | eff(%): 2.606 | loglstar: -inf < -0.794 < inf | logz: -13.905 +/- 0.341 | dlogz: 0.370 > 0.109
iter: 1470 | bound: 111 | nc: 1 | ncall: 56361 | eff(%): 2.608 | loglstar: -inf < -0.793 < inf | logz: -13.903 +/- 0.341 | dlogz: 0.366 > 0.109
iter: 1471 | bound: 111 | nc: 1 | ncall: 56362 | eff(%): 2.610 | loglstar: -inf < -0.793 < inf | logz: -13.901 +/- 0.341 | dlogz: 0.362 > 0.109
iter: 1472 | bound: 111 | nc: 5 | ncall: 56367 | eff(%): 2.611 | loglstar: -inf < -0.788 < inf | logz: -13.899 +/- 0.341 | dlogz: 0.358 > 0.109
iter: 1473 | bound: 111 | nc: 1 | ncall: 56368 | eff(%): 2.613 | loglstar: -inf < -0.788 < inf | logz: -13.897 +/- 0.341 | dlogz: 0.355 > 0.109
iter: 1474 | bound: 111 | nc: 3 | ncall: 56371 | eff(%): 2.615 | loglstar: -inf < -0.787 < inf | logz: -13.895 +/- 0.341 | dlogz: 0.351 > 0.109
iter: 1475 | bound: 111 | nc: 9 | ncall: 56380 | eff(%): 2.616 | loglstar: -inf < -0.786 < inf | logz: -13.893 +/- 0.341 | dlogz: 0.348 > 0.109
iter: 1476 | bound: 111 | nc: 1 | ncall: 56381 | eff(%): 2.618 | loglstar: -inf < -0.783 < inf | logz: -13.890 +/- 0.341 | dlogz: 0.344 > 0.109
iter: 1477 | bound: 111 | nc: 17 | ncall: 56398 | eff(%): 2.619 | loglstar: -inf < -0.776 < inf | logz: -13.888 +/- 0.341 | dlogz: 0.341 > 0.109
iter: 1478 | bound: 111 | nc: 3 | ncall: 56401 | eff(%): 2.621 | loglstar: -inf < -0.767 < inf | logz: -13.886 +/- 0.341 | dlogz: 0.337 > 0.109
iter: 1479 | bound: 111 | nc: 1 | ncall: 56402 | eff(%): 2.622 | loglstar: -inf < -0.761 < inf | logz: -13.884 +/- 0.341 | dlogz: 0.334 > 0.109
iter: 1480 | bound: 111 | nc: 1 | ncall: 56403 | eff(%): 2.624 | loglstar: -inf < -0.759 < inf | logz: -13.882 +/- 0.341 | dlogz: 0.330 > 0.109
iter: 1481 | bound: 111 | nc: 1 | ncall: 56404 | eff(%): 2.626 | loglstar: -inf < -0.753 < inf | logz: -13.880 +/- 0.341 | dlogz: 0.327 > 0.109
iter: 1482 | bound: 111 | nc: 12 | ncall: 56416 | eff(%): 2.627 | loglstar: -inf < -0.747 < inf | logz: -13.878 +/- 0.341 | dlogz: 0.324 > 0.109
iter: 1483 | bound: 111 | nc: 6 | ncall: 56422 | eff(%): 2.628 | loglstar: -inf < -0.743 < inf | logz: -13.876 +/- 0.341 | dlogz: 0.320 > 0.109
iter: 1484 | bound: 111 | nc: 7 | ncall: 56429 | eff(%): 2.630 | loglstar: -inf < -0.741 < inf | logz: -13.874 +/- 0.341 | dlogz: 0.317 > 0.109
iter: 1485 | bound: 111 | nc: 3 | ncall: 56432 | eff(%): 2.631 | loglstar: -inf < -0.737 < inf | logz: -13.872 +/- 0.341 | dlogz: 0.314 > 0.109
iter: 1486 | bound: 111 | nc: 1 | ncall: 56433 | eff(%): 2.633 | loglstar: -inf < -0.736 < inf | logz: -13.871 +/- 0.341 | dlogz: 0.311 > 0.109
iter: 1487 | bound: 111 | nc: 4 | ncall: 56437 | eff(%): 2.635 | loglstar: -inf < -0.735 < inf | logz: -13.869 +/- 0.341 | dlogz: 0.308 > 0.109
iter: 1488 | bound: 111 | nc: 4 | ncall: 56441 | eff(%): 2.636 | loglstar: -inf < -0.722 < inf | logz: -13.867 +/- 0.341 | dlogz: 0.305 > 0.109
iter: 1489 | bound: 111 | nc: 1 | ncall: 56442 | eff(%): 2.638 | loglstar: -inf < -0.722 < inf | logz: -13.865 +/- 0.341 | dlogz: 0.301 > 0.109
iter: 1490 | bound: 111 | nc: 3 | ncall: 56445 | eff(%): 2.640 | loglstar: -inf < -0.717 < inf | logz: -13.863 +/- 0.341 | dlogz: 0.298 > 0.109
iter: 1491 | bound: 111 | nc: 4 | ncall: 56449 | eff(%): 2.641 | loglstar: -inf < -0.714 < inf | logz: -13.861 +/- 0.341 | dlogz: 0.295 > 0.109
iter: 1492 | bound: 111 | nc: 1 | ncall: 56450 | eff(%): 2.643 | loglstar: -inf < -0.711 < inf | logz: -13.859 +/- 0.341 | dlogz: 0.292 > 0.109
iter: 1493 | bound: 112 | nc: 13 | ncall: 56463 | eff(%): 2.644 | loglstar: -inf < -0.711 < inf | logz: -13.858 +/- 0.341 | dlogz: 0.289 > 0.109
iter: 1494 | bound: 112 | nc: 6 | ncall: 56469 | eff(%): 2.646 | loglstar: -inf < -0.710 < inf | logz: -13.856 +/- 0.341 | dlogz: 0.286 > 0.109
iter: 1495 | bound: 112 | nc: 4 | ncall: 56473 | eff(%): 2.647 | loglstar: -inf < -0.709 < inf | logz: -13.854 +/- 0.341 | dlogz: 0.284 > 0.109
iter: 1496 | bound: 112 | nc: 8 | ncall: 56481 | eff(%): 2.649 | loglstar: -inf < -0.707 < inf | logz: -13.852 +/- 0.341 | dlogz: 0.281 > 0.109
iter: 1497 | bound: 112 | nc: 1 | ncall: 56482 | eff(%): 2.650 | loglstar: -inf < -0.699 < inf | logz: -13.850 +/- 0.341 | dlogz: 0.278 > 0.109
iter: 1498 | bound: 112 | nc: 4 | ncall: 56486 | eff(%): 2.652 | loglstar: -inf < -0.698 < inf | logz: -13.849 +/- 0.341 | dlogz: 0.275 > 0.109
iter: 1499 | bound: 112 | nc: 1 | ncall: 56487 | eff(%): 2.654 | loglstar: -inf < -0.696 < inf | logz: -13.847 +/- 0.341 | dlogz: 0.272 > 0.109
iter: 1500 | bound: 112 | nc: 5 | ncall: 56492 | eff(%): 2.655 | loglstar: -inf < -0.693 < inf | logz: -13.845 +/- 0.341 | dlogz: 0.269 > 0.109
iter: 1501 | bound: 112 | nc: 4 | ncall: 56496 | eff(%): 2.657 | loglstar: -inf < -0.687 < inf | logz: -13.844 +/- 0.341 | dlogz: 0.270 > 0.109
iter: 1502 | bound: 112 | nc: 2 | ncall: 56498 | eff(%): 2.659 | loglstar: -inf < -0.684 < inf | logz: -13.842 +/- 0.341 | dlogz: 0.267 > 0.109
iter: 1503 | bound: 112 | nc: 5 | ncall: 56503 | eff(%): 2.660 | loglstar: -inf < -0.681 < inf | logz: -13.840 +/- 0.341 | dlogz: 0.264 > 0.109
iter: 1504 | bound: 112 | nc: 3 | ncall: 56506 | eff(%): 2.662 | loglstar: -inf < -0.677 < inf | logz: -13.839 +/- 0.341 | dlogz: 0.261 > 0.109
iter: 1505 | bound: 112 | nc: 1 | ncall: 56507 | eff(%): 2.663 | loglstar: -inf < -0.676 < inf | logz: -13.837 +/- 0.341 | dlogz: 0.259 > 0.109
iter: 1506 | bound: 112 | nc: 2 | ncall: 56509 | eff(%): 2.665 | loglstar: -inf < -0.671 < inf | logz: -13.835 +/- 0.341 | dlogz: 0.256 > 0.109
iter: 1507 | bound: 112 | nc: 5 | ncall: 56514 | eff(%): 2.667 | loglstar: -inf < -0.671 < inf | logz: -13.834 +/- 0.341 | dlogz: 0.253 > 0.109
iter: 1508 | bound: 112 | nc: 7 | ncall: 56521 | eff(%): 2.668 | loglstar: -inf < -0.661 < inf | logz: -13.832 +/- 0.341 | dlogz: 0.251 > 0.109
iter: 1509 | bound: 112 | nc: 1 | ncall: 56522 | eff(%): 2.670 | loglstar: -inf < -0.657 < inf | logz: -13.831 +/- 0.341 | dlogz: 0.248 > 0.109
iter: 1510 | bound: 112 | nc: 3 | ncall: 56525 | eff(%): 2.671 | loglstar: -inf < -0.657 < inf | logz: -13.829 +/- 0.341 | dlogz: 0.246 > 0.109
iter: 1511 | bound: 112 | nc: 6 | ncall: 56531 | eff(%): 2.673 | loglstar: -inf < -0.655 < inf | logz: -13.828 +/- 0.341 | dlogz: 0.243 > 0.109
iter: 1512 | bound: 112 | nc: 7 | ncall: 56538 | eff(%): 2.674 | loglstar: -inf < -0.646 < inf | logz: -13.826 +/- 0.341 | dlogz: 0.241 > 0.109
iter: 1513 | bound: 112 | nc: 5 | ncall: 56543 | eff(%): 2.676 | loglstar: -inf < -0.642 < inf | logz: -13.824 +/- 0.341 | dlogz: 0.238 > 0.109
iter: 1514 | bound: 112 | nc: 2 | ncall: 56545 | eff(%): 2.678 | loglstar: -inf < -0.640 < inf | logz: -13.823 +/- 0.341 | dlogz: 0.236 > 0.109
iter: 1515 | bound: 112 | nc: 2 | ncall: 56547 | eff(%): 2.679 | loglstar: -inf < -0.634 < inf | logz: -13.821 +/- 0.341 | dlogz: 0.234 > 0.109
iter: 1516 | bound: 112 | nc: 7 | ncall: 56554 | eff(%): 2.681 | loglstar: -inf < -0.630 < inf | logz: -13.820 +/- 0.341 | dlogz: 0.231 > 0.109
iter: 1517 | bound: 112 | nc: 2 | ncall: 56556 | eff(%): 2.682 | loglstar: -inf < -0.628 < inf | logz: -13.818 +/- 0.341 | dlogz: 0.229 > 0.109
iter: 1518 | bound: 112 | nc: 3 | ncall: 56559 | eff(%): 2.684 | loglstar: -inf < -0.616 < inf | logz: -13.817 +/- 0.341 | dlogz: 0.227 > 0.109
iter: 1519 | bound: 112 | nc: 2 | ncall: 56561 | eff(%): 2.686 | loglstar: -inf < -0.614 < inf | logz: -13.815 +/- 0.341 | dlogz: 0.224 > 0.109
iter: 1520 | bound: 112 | nc: 1 | ncall: 56562 | eff(%): 2.687 | loglstar: -inf < -0.611 < inf | logz: -13.814 +/- 0.341 | dlogz: 0.222 > 0.109
iter: 1521 | bound: 113 | nc: 4 | ncall: 56566 | eff(%): 2.689 | loglstar: -inf < -0.611 < inf | logz: -13.813 +/- 0.341 | dlogz: 0.220 > 0.109
iter: 1522 | bound: 113 | nc: 5 | ncall: 56571 | eff(%): 2.690 | loglstar: -inf < -0.606 < inf | logz: -13.811 +/- 0.341 | dlogz: 0.217 > 0.109
iter: 1523 | bound: 113 | nc: 3 | ncall: 56574 | eff(%): 2.692 | loglstar: -inf < -0.606 < inf | logz: -13.810 +/- 0.342 | dlogz: 0.215 > 0.109
iter: 1524 | bound: 113 | nc: 3 | ncall: 56577 | eff(%): 2.694 | loglstar: -inf < -0.600 < inf | logz: -13.808 +/- 0.342 | dlogz: 0.213 > 0.109
iter: 1525 | bound: 113 | nc: 2 | ncall: 56579 | eff(%): 2.695 | loglstar: -inf < -0.595 < inf | logz: -13.807 +/- 0.342 | dlogz: 0.211 > 0.109
iter: 1526 | bound: 113 | nc: 3 | ncall: 56582 | eff(%): 2.697 | loglstar: -inf < -0.586 < inf | logz: -13.806 +/- 0.342 | dlogz: 0.209 > 0.109
iter: 1527 | bound: 113 | nc: 6 | ncall: 56588 | eff(%): 2.698 | loglstar: -inf < -0.582 < inf | logz: -13.804 +/- 0.342 | dlogz: 0.207 > 0.109
iter: 1528 | bound: 113 | nc: 5 | ncall: 56593 | eff(%): 2.700 | loglstar: -inf < -0.577 < inf | logz: -13.803 +/- 0.342 | dlogz: 0.204 > 0.109
iter: 1529 | bound: 113 | nc: 1 | ncall: 56594 | eff(%): 2.702 | loglstar: -inf < -0.574 < inf | logz: -13.801 +/- 0.342 | dlogz: 0.202 > 0.109
iter: 1530 | bound: 113 | nc: 3 | ncall: 56597 | eff(%): 2.703 | loglstar: -inf < -0.570 < inf | logz: -13.800 +/- 0.342 | dlogz: 0.200 > 0.109
iter: 1531 | bound: 113 | nc: 2 | ncall: 56599 | eff(%): 2.705 | loglstar: -inf < -0.568 < inf | logz: -13.799 +/- 0.342 | dlogz: 0.198 > 0.109
iter: 1532 | bound: 113 | nc: 1 | ncall: 56600 | eff(%): 2.707 | loglstar: -inf < -0.568 < inf | logz: -13.797 +/- 0.342 | dlogz: 0.196 > 0.109
iter: 1533 | bound: 113 | nc: 2 | ncall: 56602 | eff(%): 2.708 | loglstar: -inf < -0.567 < inf | logz: -13.796 +/- 0.342 | dlogz: 0.194 > 0.109
iter: 1534 | bound: 113 | nc: 4 | ncall: 56606 | eff(%): 2.710 | loglstar: -inf < -0.562 < inf | logz: -13.795 +/- 0.342 | dlogz: 0.192 > 0.109
iter: 1535 | bound: 113 | nc: 4 | ncall: 56610 | eff(%): 2.712 | loglstar: -inf < -0.562 < inf | logz: -13.793 +/- 0.342 | dlogz: 0.190 > 0.109
iter: 1536 | bound: 113 | nc: 6 | ncall: 56616 | eff(%): 2.713 | loglstar: -inf < -0.555 < inf | logz: -13.792 +/- 0.342 | dlogz: 0.188 > 0.109
iter: 1537 | bound: 113 | nc: 5 | ncall: 56621 | eff(%): 2.715 | loglstar: -inf < -0.551 < inf | logz: -13.791 +/- 0.342 | dlogz: 0.186 > 0.109
iter: 1538 | bound: 113 | nc: 1 | ncall: 56622 | eff(%): 2.716 | loglstar: -inf < -0.550 < inf | logz: -13.790 +/- 0.342 | dlogz: 0.185 > 0.109
iter: 1539 | bound: 113 | nc: 6 | ncall: 56628 | eff(%): 2.718 | loglstar: -inf < -0.548 < inf | logz: -13.788 +/- 0.342 | dlogz: 0.183 > 0.109
iter: 1540 | bound: 113 | nc: 2 | ncall: 56630 | eff(%): 2.719 | loglstar: -inf < -0.541 < inf | logz: -13.787 +/- 0.342 | dlogz: 0.181 > 0.109
iter: 1541 | bound: 113 | nc: 4 | ncall: 56634 | eff(%): 2.721 | loglstar: -inf < -0.539 < inf | logz: -13.786 +/- 0.342 | dlogz: 0.179 > 0.109
iter: 1542 | bound: 113 | nc: 7 | ncall: 56641 | eff(%): 2.722 | loglstar: -inf < -0.539 < inf | logz: -13.785 +/- 0.342 | dlogz: 0.177 > 0.109
iter: 1543 | bound: 113 | nc: 2 | ncall: 56643 | eff(%): 2.724 | loglstar: -inf < -0.539 < inf | logz: -13.783 +/- 0.342 | dlogz: 0.175 > 0.109
iter: 1544 | bound: 113 | nc: 1 | ncall: 56644 | eff(%): 2.726 | loglstar: -inf < -0.537 < inf | logz: -13.782 +/- 0.342 | dlogz: 0.174 > 0.109
iter: 1545 | bound: 113 | nc: 14 | ncall: 56658 | eff(%): 2.727 | loglstar: -inf < -0.537 < inf | logz: -13.781 +/- 0.342 | dlogz: 0.172 > 0.109
iter: 1546 | bound: 113 | nc: 2 | ncall: 56660 | eff(%): 2.729 | loglstar: -inf < -0.531 < inf | logz: -13.780 +/- 0.342 | dlogz: 0.170 > 0.109
iter: 1547 | bound: 113 | nc: 1 | ncall: 56661 | eff(%): 2.730 | loglstar: -inf < -0.529 < inf | logz: -13.779 +/- 0.342 | dlogz: 0.168 > 0.109
iter: 1548 | bound: 114 | nc: 23 | ncall: 56684 | eff(%): 2.731 | loglstar: -inf < -0.526 < inf | logz: -13.777 +/- 0.342 | dlogz: 0.167 > 0.109
iter: 1549 | bound: 114 | nc: 2 | ncall: 56686 | eff(%): 2.733 | loglstar: -inf < -0.526 < inf | logz: -13.776 +/- 0.342 | dlogz: 0.165 > 0.109
iter: 1550 | bound: 114 | nc: 2 | ncall: 56688 | eff(%): 2.734 | loglstar: -inf < -0.524 < inf | logz: -13.775 +/- 0.342 | dlogz: 0.163 > 0.109
iter: 1551 | bound: 114 | nc: 7 | ncall: 56695 | eff(%): 2.736 | loglstar: -inf < -0.523 < inf | logz: -13.774 +/- 0.342 | dlogz: 0.162 > 0.109
iter: 1552 | bound: 114 | nc: 1 | ncall: 56696 | eff(%): 2.737 | loglstar: -inf < -0.517 < inf | logz: -13.773 +/- 0.342 | dlogz: 0.160 > 0.109
iter: 1553 | bound: 114 | nc: 5 | ncall: 56701 | eff(%): 2.739 | loglstar: -inf < -0.508 < inf | logz: -13.772 +/- 0.342 | dlogz: 0.158 > 0.109
iter: 1554 | bound: 114 | nc: 3 | ncall: 56704 | eff(%): 2.741 | loglstar: -inf < -0.507 < inf | logz: -13.771 +/- 0.342 | dlogz: 0.157 > 0.109
iter: 1555 | bound: 114 | nc: 1 | ncall: 56705 | eff(%): 2.742 | loglstar: -inf < -0.506 < inf | logz: -13.770 +/- 0.342 | dlogz: 0.155 > 0.109
iter: 1556 | bound: 114 | nc: 2 | ncall: 56707 | eff(%): 2.744 | loglstar: -inf < -0.504 < inf | logz: -13.769 +/- 0.342 | dlogz: 0.153 > 0.109
iter: 1557 | bound: 114 | nc: 1 | ncall: 56708 | eff(%): 2.746 | loglstar: -inf < -0.502 < inf | logz: -13.767 +/- 0.342 | dlogz: 0.152 > 0.109
iter: 1558 | bound: 114 | nc: 5 | ncall: 56713 | eff(%): 2.747 | loglstar: -inf < -0.500 < inf | logz: -13.766 +/- 0.342 | dlogz: 0.150 > 0.109
iter: 1559 | bound: 114 | nc: 1 | ncall: 56714 | eff(%): 2.749 | loglstar: -inf < -0.496 < inf | logz: -13.765 +/- 0.342 | dlogz: 0.149 > 0.109
iter: 1560 | bound: 114 | nc: 3 | ncall: 56717 | eff(%): 2.750 | loglstar: -inf < -0.494 < inf | logz: -13.764 +/- 0.342 | dlogz: 0.147 > 0.109
iter: 1561 | bound: 114 | nc: 3 | ncall: 56720 | eff(%): 2.752 | loglstar: -inf < -0.489 < inf | logz: -13.763 +/- 0.342 | dlogz: 0.146 > 0.109
iter: 1562 | bound: 114 | nc: 4 | ncall: 56724 | eff(%): 2.754 | loglstar: -inf < -0.485 < inf | logz: -13.762 +/- 0.342 | dlogz: 0.144 > 0.109
iter: 1563 | bound: 114 | nc: 2 | ncall: 56726 | eff(%): 2.755 | loglstar: -inf < -0.483 < inf | logz: -13.761 +/- 0.342 | dlogz: 0.143 > 0.109
iter: 1564 | bound: 114 | nc: 2 | ncall: 56728 | eff(%): 2.757 | loglstar: -inf < -0.482 < inf | logz: -13.760 +/- 0.342 | dlogz: 0.141 > 0.109
iter: 1565 | bound: 114 | nc: 2 | ncall: 56730 | eff(%): 2.759 | loglstar: -inf < -0.481 < inf | logz: -13.759 +/- 0.342 | dlogz: 0.140 > 0.109
iter: 1566 | bound: 114 | nc: 1 | ncall: 56731 | eff(%): 2.760 | loglstar: -inf < -0.478 < inf | logz: -13.758 +/- 0.342 | dlogz: 0.139 > 0.109
iter: 1567 | bound: 114 | nc: 2 | ncall: 56733 | eff(%): 2.762 | loglstar: -inf < -0.477 < inf | logz: -13.757 +/- 0.342 | dlogz: 0.137 > 0.109
iter: 1568 | bound: 114 | nc: 1 | ncall: 56734 | eff(%): 2.764 | loglstar: -inf < -0.475 < inf | logz: -13.756 +/- 0.342 | dlogz: 0.136 > 0.109
iter: 1569 | bound: 114 | nc: 5 | ncall: 56739 | eff(%): 2.765 | loglstar: -inf < -0.473 < inf | logz: -13.755 +/- 0.342 | dlogz: 0.134 > 0.109
iter: 1570 | bound: 114 | nc: 13 | ncall: 56752 | eff(%): 2.766 | loglstar: -inf < -0.472 < inf | logz: -13.754 +/- 0.342 | dlogz: 0.133 > 0.109
iter: 1571 | bound: 114 | nc: 5 | ncall: 56757 | eff(%): 2.768 | loglstar: -inf < -0.471 < inf | logz: -13.753 +/- 0.342 | dlogz: 0.132 > 0.109
iter: 1572 | bound: 114 | nc: 2 | ncall: 56759 | eff(%): 2.770 | loglstar: -inf < -0.462 < inf | logz: -13.752 +/- 0.342 | dlogz: 0.130 > 0.109
iter: 1573 | bound: 114 | nc: 3 | ncall: 56762 | eff(%): 2.771 | loglstar: -inf < -0.458 < inf | logz: -13.751 +/- 0.342 | dlogz: 0.129 > 0.109
iter: 1574 | bound: 114 | nc: 2 | ncall: 56764 | eff(%): 2.773 | loglstar: -inf < -0.458 < inf | logz: -13.750 +/- 0.342 | dlogz: 0.128 > 0.109
iter: 1575 | bound: 114 | nc: 5 | ncall: 56769 | eff(%): 2.774 | loglstar: -inf < -0.456 < inf | logz: -13.750 +/- 0.342 | dlogz: 0.126 > 0.109
iter: 1576 | bound: 114 | nc: 3 | ncall: 56772 | eff(%): 2.776 | loglstar: -inf < -0.444 < inf | logz: -13.749 +/- 0.342 | dlogz: 0.125 > 0.109
iter: 1577 | bound: 114 | nc: 1 | ncall: 56773 | eff(%): 2.778 | loglstar: -inf < -0.441 < inf | logz: -13.748 +/- 0.342 | dlogz: 0.124 > 0.109
iter: 1578 | bound: 114 | nc: 2 | ncall: 56775 | eff(%): 2.779 | loglstar: -inf < -0.441 < inf | logz: -13.747 +/- 0.342 | dlogz: 0.123 > 0.109
iter: 1579 | bound: 114 | nc: 1 | ncall: 56776 | eff(%): 2.781 | loglstar: -inf < -0.440 < inf | logz: -13.746 +/- 0.342 | dlogz: 0.121 > 0.109
iter: 1580 | bound: 114 | nc: 6 | ncall: 56782 | eff(%): 2.783 | loglstar: -inf < -0.433 < inf | logz: -13.745 +/- 0.342 | dlogz: 0.120 > 0.109
iter: 1581 | bound: 114 | nc: 1 | ncall: 56783 | eff(%): 2.784 | loglstar: -inf < -0.431 < inf | logz: -13.744 +/- 0.342 | dlogz: 0.119 > 0.109
iter: 1582 | bound: 115 | nc: 2 | ncall: 56785 | eff(%): 2.786 | loglstar: -inf < -0.431 < inf | logz: -13.743 +/- 0.342 | dlogz: 0.118 > 0.109
iter: 1583 | bound: 115 | nc: 1 | ncall: 56786 | eff(%): 2.788 | loglstar: -inf < -0.429 < inf | logz: -13.742 +/- 0.342 | dlogz: 0.116 > 0.109
iter: 1584 | bound: 115 | nc: 1 | ncall: 56787 | eff(%): 2.789 | loglstar: -inf < -0.429 < inf | logz: -13.741 +/- 0.342 | dlogz: 0.115 > 0.109
iter: 1585 | bound: 115 | nc: 1 | ncall: 56788 | eff(%): 2.791 | loglstar: -inf < -0.428 < inf | logz: -13.741 +/- 0.342 | dlogz: 0.114 > 0.109
iter: 1586 | bound: 115 | nc: 1 | ncall: 56789 | eff(%): 2.793 | loglstar: -inf < -0.427 < inf | logz: -13.740 +/- 0.342 | dlogz: 0.113 > 0.109
iter: 1587 | bound: 115 | nc: 1 | ncall: 56790 | eff(%): 2.795 | loglstar: -inf < -0.427 < inf | logz: -13.739 +/- 0.342 | dlogz: 0.112 > 0.109
iter: 1588 | bound: 115 | nc: 4 | ncall: 56794 | eff(%): 2.796 | loglstar: -inf < -0.424 < inf | logz: -13.738 +/- 0.342 | dlogz: 0.111 > 0.109
iter: 1589 | bound: 115 | nc: 4 | ncall: 56798 | eff(%): 2.798 | loglstar: -inf < -0.422 < inf | logz: -13.737 +/- 0.342 | dlogz: 0.110 > 0.109
iter: 1589 | +1 | bound: 115 | nc: 1 | ncall: 56799 | eff(%): 2.799 | loglstar: -inf < -0.416 < inf | logz: -13.736 +/- 0.342 | dlogz: 0.107 > 0.109
iter: 1589 | +2 | bound: 115 | nc: 1 | ncall: 56800 | eff(%): 2.801 | loglstar: -inf < -0.416 < inf | logz: -13.736 +/- 0.342 | dlogz: 0.106 > 0.109
iter: 1589 | +3 | bound: 115 | nc: 1 | ncall: 56801 | eff(%): 2.803 | loglstar: -inf < -0.408 < inf | logz: -13.735 +/- 0.342 | dlogz: 0.105 > 0.109
iter: 1589 | +4 | bound: 115 | nc: 1 | ncall: 56802 | eff(%): 2.805 | loglstar: -inf < -0.408 < inf | logz: -13.734 +/- 0.342 | dlogz: 0.104 > 0.109
iter: 1589 | +5 | bound: 115 | nc: 1 | ncall: 56803 | eff(%): 2.806 | loglstar: -inf < -0.407 < inf | logz: -13.733 +/- 0.342 | dlogz: 0.103 > 0.109
iter: 1589 | +6 | bound: 115 | nc: 1 | ncall: 56804 | eff(%): 2.808 | loglstar: -inf < -0.406 < inf | logz: -13.732 +/- 0.342 | dlogz: 0.102 > 0.109
iter: 1589 | +7 | bound: 115 | nc: 1 | ncall: 56805 | eff(%): 2.810 | loglstar: -inf < -0.398 < inf | logz: -13.731 +/- 0.342 | dlogz: 0.101 > 0.109
iter: 1589 | +8 | bound: 115 | nc: 1 | ncall: 56806 | eff(%): 2.812 | loglstar: -inf < -0.397 < inf | logz: -13.731 +/- 0.342 | dlogz: 0.100 > 0.109
iter: 1589 | +9 | bound: 115 | nc: 1 | ncall: 56807 | eff(%): 2.813 | loglstar: -inf < -0.395 < inf | logz: -13.730 +/- 0.342 | dlogz: 0.099 > 0.109
iter: 1589 | +10 | bound: 115 | nc: 1 | ncall: 56808 | eff(%): 2.815 | loglstar: -inf < -0.394 < inf | logz: -13.729 +/- 0.342 | dlogz: 0.097 > 0.109
iter: 1589 | +11 | bound: 115 | nc: 1 | ncall: 56809 | eff(%): 2.817 | loglstar: -inf < -0.393 < inf | logz: -13.728 +/- 0.342 | dlogz: 0.096 > 0.109
iter: 1589 | +12 | bound: 115 | nc: 1 | ncall: 56810 | eff(%): 2.819 | loglstar: -inf < -0.390 < inf | logz: -13.727 +/- 0.342 | dlogz: 0.095 > 0.109
iter: 1589 | +13 | bound: 115 | nc: 1 | ncall: 56811 | eff(%): 2.821 | loglstar: -inf < -0.383 < inf | logz: -13.726 +/- 0.342 | dlogz: 0.094 > 0.109
iter: 1589 | +14 | bound: 115 | nc: 1 | ncall: 56812 | eff(%): 2.822 | loglstar: -inf < -0.381 < inf | logz: -13.726 +/- 0.342 | dlogz: 0.093 > 0.109
iter: 1589 | +15 | bound: 115 | nc: 1 | ncall: 56813 | eff(%): 2.824 | loglstar: -inf < -0.379 < inf | logz: -13.725 +/- 0.342 | dlogz: 0.092 > 0.109
iter: 1589 | +16 | bound: 115 | nc: 1 | ncall: 56814 | eff(%): 2.826 | loglstar: -inf < -0.377 < inf | logz: -13.724 +/- 0.342 | dlogz: 0.091 > 0.109
iter: 1589 | +17 | bound: 115 | nc: 1 | ncall: 56815 | eff(%): 2.828 | loglstar: -inf < -0.373 < inf | logz: -13.723 +/- 0.342 | dlogz: 0.090 > 0.109
iter: 1589 | +18 | bound: 115 | nc: 1 | ncall: 56816 | eff(%): 2.829 | loglstar: -inf < -0.373 < inf | logz: -13.722 +/- 0.342 | dlogz: 0.089 > 0.109
iter: 1589 | +19 | bound: 115 | nc: 1 | ncall: 56817 | eff(%): 2.831 | loglstar: -inf < -0.371 < inf | logz: -13.721 +/- 0.342 | dlogz: 0.088 > 0.109
iter: 1589 | +20 | bound: 115 | nc: 1 | ncall: 56818 | eff(%): 2.833 | loglstar: -inf < -0.371 < inf | logz: -13.721 +/- 0.342 | dlogz: 0.086 > 0.109
iter: 1589 | +21 | bound: 115 | nc: 1 | ncall: 56819 | eff(%): 2.835 | loglstar: -inf < -0.371 < inf | logz: -13.720 +/- 0.342 | dlogz: 0.085 > 0.109
iter: 1589 | +22 | bound: 115 | nc: 1 | ncall: 56820 | eff(%): 2.836 | loglstar: -inf < -0.370 < inf | logz: -13.719 +/- 0.342 | dlogz: 0.084 > 0.109
iter: 1589 | +23 | bound: 115 | nc: 1 | ncall: 56821 | eff(%): 2.838 | loglstar: -inf < -0.367 < inf | logz: -13.718 +/- 0.342 | dlogz: 0.083 > 0.109
iter: 1589 | +24 | bound: 115 | nc: 1 | ncall: 56822 | eff(%): 2.840 | loglstar: -inf < -0.367 < inf | logz: -13.717 +/- 0.342 | dlogz: 0.082 > 0.109
iter: 1589 | +25 | bound: 115 | nc: 1 | ncall: 56823 | eff(%): 2.842 | loglstar: -inf < -0.363 < inf | logz: -13.716 +/- 0.342 | dlogz: 0.081 > 0.109
iter: 1589 | +26 | bound: 115 | nc: 1 | ncall: 56824 | eff(%): 2.843 | loglstar: -inf < -0.359 < inf | logz: -13.716 +/- 0.342 | dlogz: 0.080 > 0.109
iter: 1589 | +27 | bound: 115 | nc: 1 | ncall: 56825 | eff(%): 2.845 | loglstar: -inf < -0.358 < inf | logz: -13.715 +/- 0.342 | dlogz: 0.079 > 0.109
iter: 1589 | +28 | bound: 115 | nc: 1 | ncall: 56826 | eff(%): 2.847 | loglstar: -inf < -0.358 < inf | logz: -13.714 +/- 0.342 | dlogz: 0.078 > 0.109
iter: 1589 | +29 | bound: 115 | nc: 1 | ncall: 56827 | eff(%): 2.849 | loglstar: -inf < -0.346 < inf | logz: -13.713 +/- 0.342 | dlogz: 0.077 > 0.109
iter: 1589 | +30 | bound: 115 | nc: 1 | ncall: 56828 | eff(%): 2.850 | loglstar: -inf < -0.343 < inf | logz: -13.712 +/- 0.342 | dlogz: 0.076 > 0.109
iter: 1589 | +31 | bound: 115 | nc: 1 | ncall: 56829 | eff(%): 2.852 | loglstar: -inf < -0.339 < inf | logz: -13.711 +/- 0.342 | dlogz: 0.074 > 0.109
iter: 1589 | +32 | bound: 115 | nc: 1 | ncall: 56830 | eff(%): 2.854 | loglstar: -inf < -0.336 < inf | logz: -13.710 +/- 0.342 | dlogz: 0.073 > 0.109
iter: 1589 | +33 | bound: 115 | nc: 1 | ncall: 56831 | eff(%): 2.856 | loglstar: -inf < -0.333 < inf | logz: -13.710 +/- 0.342 | dlogz: 0.072 > 0.109
iter: 1589 | +34 | bound: 115 | nc: 1 | ncall: 56832 | eff(%): 2.857 | loglstar: -inf < -0.331 < inf | logz: -13.709 +/- 0.342 | dlogz: 0.071 > 0.109
iter: 1589 | +35 | bound: 115 | nc: 1 | ncall: 56833 | eff(%): 2.859 | loglstar: -inf < -0.331 < inf | logz: -13.708 +/- 0.342 | dlogz: 0.070 > 0.109
iter: 1589 | +36 | bound: 115 | nc: 1 | ncall: 56834 | eff(%): 2.861 | loglstar: -inf < -0.330 < inf | logz: -13.707 +/- 0.342 | dlogz: 0.069 > 0.109
iter: 1589 | +37 | bound: 115 | nc: 1 | ncall: 56835 | eff(%): 2.863 | loglstar: -inf < -0.327 < inf | logz: -13.706 +/- 0.342 | dlogz: 0.068 > 0.109
iter: 1589 | +38 | bound: 115 | nc: 1 | ncall: 56836 | eff(%): 2.865 | loglstar: -inf < -0.327 < inf | logz: -13.705 +/- 0.342 | dlogz: 0.067 > 0.109
iter: 1589 | +39 | bound: 115 | nc: 1 | ncall: 56837 | eff(%): 2.866 | loglstar: -inf < -0.323 < inf | logz: -13.704 +/- 0.342 | dlogz: 0.066 > 0.109
iter: 1589 | +40 | bound: 115 | nc: 1 | ncall: 56838 | eff(%): 2.868 | loglstar: -inf < -0.323 < inf | logz: -13.703 +/- 0.342 | dlogz: 0.065 > 0.109
iter: 1589 | +41 | bound: 115 | nc: 1 | ncall: 56839 | eff(%): 2.870 | loglstar: -inf < -0.321 < inf | logz: -13.703 +/- 0.342 | dlogz: 0.064 > 0.109
iter: 1589 | +42 | bound: 115 | nc: 1 | ncall: 56840 | eff(%): 2.872 | loglstar: -inf < -0.314 < inf | logz: -13.702 +/- 0.342 | dlogz: 0.063 > 0.109
iter: 1589 | +43 | bound: 115 | nc: 1 | ncall: 56841 | eff(%): 2.873 | loglstar: -inf < -0.308 < inf | logz: -13.701 +/- 0.342 | dlogz: 0.061 > 0.109
iter: 1589 | +44 | bound: 115 | nc: 1 | ncall: 56842 | eff(%): 2.875 | loglstar: -inf < -0.306 < inf | logz: -13.700 +/- 0.342 | dlogz: 0.060 > 0.109
iter: 1589 | +45 | bound: 115 | nc: 1 | ncall: 56843 | eff(%): 2.877 | loglstar: -inf < -0.303 < inf | logz: -13.699 +/- 0.342 | dlogz: 0.059 > 0.109
iter: 1589 | +46 | bound: 115 | nc: 1 | ncall: 56844 | eff(%): 2.879 | loglstar: -inf < -0.302 < inf | logz: -13.698 +/- 0.343 | dlogz: 0.058 > 0.109
iter: 1589 | +47 | bound: 115 | nc: 1 | ncall: 56845 | eff(%): 2.880 | loglstar: -inf < -0.302 < inf | logz: -13.697 +/- 0.343 | dlogz: 0.057 > 0.109
iter: 1589 | +48 | bound: 115 | nc: 1 | ncall: 56846 | eff(%): 2.882 | loglstar: -inf < -0.292 < inf | logz: -13.696 +/- 0.343 | dlogz: 0.056 > 0.109
iter: 1589 | +49 | bound: 115 | nc: 1 | ncall: 56847 | eff(%): 2.884 | loglstar: -inf < -0.290 < inf | logz: -13.695 +/- 0.343 | dlogz: 0.055 > 0.109
iter: 1589 | +50 | bound: 115 | nc: 1 | ncall: 56848 | eff(%): 2.886 | loglstar: -inf < -0.289 < inf | logz: -13.695 +/- 0.343 | dlogz: 0.054 > 0.109
iter: 1589 | +51 | bound: 115 | nc: 1 | ncall: 56849 | eff(%): 2.887 | loglstar: -inf < -0.286 < inf | logz: -13.694 +/- 0.343 | dlogz: 0.053 > 0.109
iter: 1589 | +52 | bound: 115 | nc: 1 | ncall: 56850 | eff(%): 2.889 | loglstar: -inf < -0.284 < inf | logz: -13.693 +/- 0.343 | dlogz: 0.052 > 0.109
iter: 1589 | +53 | bound: 115 | nc: 1 | ncall: 56851 | eff(%): 2.891 | loglstar: -inf < -0.270 < inf | logz: -13.692 +/- 0.343 | dlogz: 0.051 > 0.109
iter: 1589 | +54 | bound: 115 | nc: 1 | ncall: 56852 | eff(%): 2.893 | loglstar: -inf < -0.263 < inf | logz: -13.691 +/- 0.343 | dlogz: 0.050 > 0.109
iter: 1589 | +55 | bound: 115 | nc: 1 | ncall: 56853 | eff(%): 2.894 | loglstar: -inf < -0.258 < inf | logz: -13.690 +/- 0.343 | dlogz: 0.049 > 0.109
iter: 1589 | +56 | bound: 115 | nc: 1 | ncall: 56854 | eff(%): 2.896 | loglstar: -inf < -0.249 < inf | logz: -13.689 +/- 0.343 | dlogz: 0.047 > 0.109
iter: 1589 | +57 | bound: 115 | nc: 1 | ncall: 56855 | eff(%): 2.898 | loglstar: -inf < -0.246 < inf | logz: -13.688 +/- 0.343 | dlogz: 0.046 > 0.109
iter: 1589 | +58 | bound: 115 | nc: 1 | ncall: 56856 | eff(%): 2.900 | loglstar: -inf < -0.244 < inf | logz: -13.687 +/- 0.343 | dlogz: 0.045 > 0.109
iter: 1589 | +59 | bound: 115 | nc: 1 | ncall: 56857 | eff(%): 2.902 | loglstar: -inf < -0.243 < inf | logz: -13.686 +/- 0.343 | dlogz: 0.044 > 0.109
iter: 1589 | +60 | bound: 115 | nc: 1 | ncall: 56858 | eff(%): 2.903 | loglstar: -inf < -0.242 < inf | logz: -13.685 +/- 0.343 | dlogz: 0.043 > 0.109
iter: 1589 | +61 | bound: 115 | nc: 1 | ncall: 56859 | eff(%): 2.905 | loglstar: -inf < -0.240 < inf | logz: -13.685 +/- 0.343 | dlogz: 0.042 > 0.109
iter: 1589 | +62 | bound: 115 | nc: 1 | ncall: 56860 | eff(%): 2.907 | loglstar: -inf < -0.239 < inf | logz: -13.684 +/- 0.343 | dlogz: 0.041 > 0.109
iter: 1589 | +63 | bound: 115 | nc: 1 | ncall: 56861 | eff(%): 2.909 | loglstar: -inf < -0.238 < inf | logz: -13.683 +/- 0.343 | dlogz: 0.040 > 0.109
iter: 1589 | +64 | bound: 115 | nc: 1 | ncall: 56862 | eff(%): 2.910 | loglstar: -inf < -0.238 < inf | logz: -13.682 +/- 0.343 | dlogz: 0.039 > 0.109
iter: 1589 | +65 | bound: 115 | nc: 1 | ncall: 56863 | eff(%): 2.912 | loglstar: -inf < -0.235 < inf | logz: -13.681 +/- 0.343 | dlogz: 0.038 > 0.109
iter: 1589 | +66 | bound: 115 | nc: 1 | ncall: 56864 | eff(%): 2.914 | loglstar: -inf < -0.229 < inf | logz: -13.680 +/- 0.343 | dlogz: 0.037 > 0.109
iter: 1589 | +67 | bound: 115 | nc: 1 | ncall: 56865 | eff(%): 2.916 | loglstar: -inf < -0.228 < inf | logz: -13.679 +/- 0.343 | dlogz: 0.036 > 0.109
iter: 1589 | +68 | bound: 115 | nc: 1 | ncall: 56866 | eff(%): 2.917 | loglstar: -inf < -0.227 < inf | logz: -13.678 +/- 0.343 | dlogz: 0.035 > 0.109
iter: 1589 | +69 | bound: 115 | nc: 1 | ncall: 56867 | eff(%): 2.919 | loglstar: -inf < -0.223 < inf | logz: -13.677 +/- 0.343 | dlogz: 0.034 > 0.109
iter: 1589 | +70 | bound: 115 | nc: 1 | ncall: 56868 | eff(%): 2.921 | loglstar: -inf < -0.221 < inf | logz: -13.676 +/- 0.343 | dlogz: 0.033 > 0.109
iter: 1589 | +71 | bound: 115 | nc: 1 | ncall: 56869 | eff(%): 2.923 | loglstar: -inf < -0.220 < inf | logz: -13.675 +/- 0.343 | dlogz: 0.031 > 0.109
iter: 1589 | +72 | bound: 115 | nc: 1 | ncall: 56870 | eff(%): 2.924 | loglstar: -inf < -0.214 < inf | logz: -13.674 +/- 0.343 | dlogz: 0.030 > 0.109
iter: 1589 | +73 | bound: 115 | nc: 1 | ncall: 56871 | eff(%): 2.926 | loglstar: -inf < -0.213 < inf | logz: -13.673 +/- 0.343 | dlogz: 0.029 > 0.109
iter: 1589 | +74 | bound: 115 | nc: 1 | ncall: 56872 | eff(%): 2.928 | loglstar: -inf < -0.210 < inf | logz: -13.672 +/- 0.343 | dlogz: 0.028 > 0.109
iter: 1589 | +75 | bound: 115 | nc: 1 | ncall: 56873 | eff(%): 2.930 | loglstar: -inf < -0.209 < inf | logz: -13.671 +/- 0.343 | dlogz: 0.027 > 0.109
iter: 1589 | +76 | bound: 115 | nc: 1 | ncall: 56874 | eff(%): 2.931 | loglstar: -inf < -0.207 < inf | logz: -13.670 +/- 0.343 | dlogz: 0.026 > 0.109
iter: 1589 | +77 | bound: 115 | nc: 1 | ncall: 56875 | eff(%): 2.933 | loglstar: -inf < -0.200 < inf | logz: -13.670 +/- 0.343 | dlogz: 0.025 > 0.109
iter: 1589 | +78 | bound: 115 | nc: 1 | ncall: 56876 | eff(%): 2.935 | loglstar: -inf < -0.190 < inf | logz: -13.669 +/- 0.343 | dlogz: 0.024 > 0.109
iter: 1589 | +79 | bound: 115 | nc: 1 | ncall: 56877 | eff(%): 2.937 | loglstar: -inf < -0.181 < inf | logz: -13.668 +/- 0.343 | dlogz: 0.023 > 0.109
iter: 1589 | +80 | bound: 115 | nc: 1 | ncall: 56878 | eff(%): 2.938 | loglstar: -inf < -0.177 < inf | logz: -13.667 +/- 0.343 | dlogz: 0.022 > 0.109
iter: 1589 | +81 | bound: 115 | nc: 1 | ncall: 56879 | eff(%): 2.940 | loglstar: -inf < -0.177 < inf | logz: -13.666 +/- 0.343 | dlogz: 0.021 > 0.109
iter: 1589 | +82 | bound: 115 | nc: 1 | ncall: 56880 | eff(%): 2.942 | loglstar: -inf < -0.176 < inf | logz: -13.665 +/- 0.343 | dlogz: 0.020 > 0.109
iter: 1589 | +83 | bound: 115 | nc: 1 | ncall: 56881 | eff(%): 2.944 | loglstar: -inf < -0.176 < inf | logz: -13.664 +/- 0.344 | dlogz: 0.019 > 0.109
iter: 1589 | +84 | bound: 115 | nc: 1 | ncall: 56882 | eff(%): 2.946 | loglstar: -inf < -0.175 < inf | logz: -13.663 +/- 0.344 | dlogz: 0.018 > 0.109
iter: 1589 | +85 | bound: 115 | nc: 1 | ncall: 56883 | eff(%): 2.947 | loglstar: -inf < -0.171 < inf | logz: -13.662 +/- 0.344 | dlogz: 0.017 > 0.109
iter: 1589 | +86 | bound: 115 | nc: 1 | ncall: 56884 | eff(%): 2.949 | loglstar: -inf < -0.166 < inf | logz: -13.661 +/- 0.344 | dlogz: 0.016 > 0.109
iter: 1589 | +87 | bound: 115 | nc: 1 | ncall: 56885 | eff(%): 2.951 | loglstar: -inf < -0.166 < inf | logz: -13.660 +/- 0.344 | dlogz: 0.015 > 0.109
iter: 1589 | +88 | bound: 115 | nc: 1 | ncall: 56886 | eff(%): 2.953 | loglstar: -inf < -0.158 < inf | logz: -13.659 +/- 0.344 | dlogz: 0.014 > 0.109
iter: 1589 | +89 | bound: 115 | nc: 1 | ncall: 56887 | eff(%): 2.954 | loglstar: -inf < -0.153 < inf | logz: -13.658 +/- 0.344 | dlogz: 0.012 > 0.109
iter: 1589 | +90 | bound: 115 | nc: 1 | ncall: 56888 | eff(%): 2.956 | loglstar: -inf < -0.150 < inf | logz: -13.657 +/- 0.344 | dlogz: 0.011 > 0.109
iter: 1589 | +91 | bound: 115 | nc: 1 | ncall: 56889 | eff(%): 2.958 | loglstar: -inf < -0.148 < inf | logz: -13.656 +/- 0.344 | dlogz: 0.010 > 0.109
iter: 1589 | +92 | bound: 115 | nc: 1 | ncall: 56890 | eff(%): 2.960 | loglstar: -inf < -0.143 < inf | logz: -13.655 +/- 0.344 | dlogz: 0.009 > 0.109
iter: 1589 | +93 | bound: 115 | nc: 1 | ncall: 56891 | eff(%): 2.961 | loglstar: -inf < -0.143 < inf | logz: -13.654 +/- 0.344 | dlogz: 0.008 > 0.109
iter: 1589 | +94 | bound: 115 | nc: 1 | ncall: 56892 | eff(%): 2.963 | loglstar: -inf < -0.130 < inf | logz: -13.653 +/- 0.344 | dlogz: 0.007 > 0.109
iter: 1589 | +95 | bound: 115 | nc: 1 | ncall: 56893 | eff(%): 2.965 | loglstar: -inf < -0.126 < inf | logz: -13.652 +/- 0.345 | dlogz: 0.006 > 0.109
iter: 1589 | +96 | bound: 115 | nc: 1 | ncall: 56894 | eff(%): 2.967 | loglstar: -inf < -0.121 < inf | logz: -13.651 +/- 0.345 | dlogz: 0.005 > 0.109
iter: 1589 | +97 | bound: 115 | nc: 1 | ncall: 56895 | eff(%): 2.968 | loglstar: -inf < -0.116 < inf | logz: -13.650 +/- 0.345 | dlogz: 0.004 > 0.109
iter: 1589 | +98 | bound: 115 | nc: 1 | ncall: 56896 | eff(%): 2.970 | loglstar: -inf < -0.112 < inf | logz: -13.649 +/- 0.345 | dlogz: 0.003 > 0.109
iter: 1589 | +99 | bound: 115 | nc: 1 | ncall: 56897 | eff(%): 2.972 | loglstar: -inf < -0.105 < inf | logz: -13.648 +/- 0.346 | dlogz: 0.002 > 0.109
iter: 1589 | +100 | bound: 115 | nc: 1 | ncall: 56898 | eff(%): 2.974 | loglstar: -inf < -0.093 < inf | logz: -13.647 +/- 0.347 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -23.33%
Elapsed Time for Photometry: 135.69496780400004
Starting 4.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36213833, -69.46193418)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -823755.875 < inf | logz: -823761.184 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -476630.417 < inf | logz: -476635.735 +/- 0.230 | dlogz: 823712.810 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -446246.289 < inf | logz: -446251.618 +/- 0.230 | dlogz: 476587.352 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -398201.069 < inf | logz: -398206.407 +/- 0.230 | dlogz: 446203.224 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -326683.548 < inf | logz: -326688.896 +/- 0.231 | dlogz: 398158.004 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -288513.416 < inf | logz: -288518.774 +/- 0.231 | dlogz: 326640.483 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -266327.276 < inf | logz: -266332.644 +/- 0.231 | dlogz: 288470.351 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -251079.665 < inf | logz: -251085.043 +/- 0.231 | dlogz: 266284.211 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -238229.696 < inf | logz: -238235.084 +/- 0.232 | dlogz: 251036.600 > 0.109
iter: 10 | bound: 0 | nc: 2 | ncall: 111 | eff(%): 9.009 | loglstar: -inf < -161763.199 < inf | logz: -161768.597 +/- 0.232 | dlogz: 238186.630 > 0.109
iter: 11 | bound: 0 | nc: 2 | ncall: 113 | eff(%): 9.735 | loglstar: -inf < -157304.206 < inf | logz: -157309.614 +/- 0.232 | dlogz: 161720.134 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 10.526 | loglstar: -inf < -154228.429 < inf | logz: -154233.847 +/- 0.232 | dlogz: 157261.141 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 11.304 | loglstar: -inf < -138131.917 < inf | logz: -138137.345 +/- 0.232 | dlogz: 154185.364 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 12.069 | loglstar: -inf < -127408.421 < inf | logz: -127413.858 +/- 0.233 | dlogz: 138088.852 > 0.109
iter: 15 | bound: 0 | nc: 2 | ncall: 118 | eff(%): 12.712 | loglstar: -inf < -125470.433 < inf | logz: -125475.881 +/- 0.233 | dlogz: 127365.355 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 13.445 | loglstar: -inf < -123932.269 < inf | logz: -123937.727 +/- 0.233 | dlogz: 125427.368 > 0.109
iter: 17 | bound: 0 | nc: 2 | ncall: 121 | eff(%): 14.050 | loglstar: -inf < -120975.028 < inf | logz: -120980.495 +/- 0.233 | dlogz: 123889.204 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 14.754 | loglstar: -inf < -115936.873 < inf | logz: -115942.351 +/- 0.233 | dlogz: 120931.962 > 0.109
iter: 19 | bound: 0 | nc: 2 | ncall: 124 | eff(%): 15.323 | loglstar: -inf < -111739.639 < inf | logz: -111745.126 +/- 0.234 | dlogz: 115893.808 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 16.000 | loglstar: -inf < -108732.729 < inf | logz: -108738.226 +/- 0.234 | dlogz: 111696.574 > 0.109
iter: 21 | bound: 0 | nc: 2 | ncall: 127 | eff(%): 16.535 | loglstar: -inf < -103694.878 < inf | logz: -103700.386 +/- 0.234 | dlogz: 108689.664 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 17.188 | loglstar: -inf < -103683.390 < inf | logz: -103688.908 +/- 0.234 | dlogz: 103651.813 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 17.829 | loglstar: -inf < -103577.874 < inf | logz: -103583.401 +/- 0.235 | dlogz: 103640.325 > 0.109
iter: 24 | bound: 0 | nc: 3 | ncall: 132 | eff(%): 18.182 | loglstar: -inf < -82043.808 < inf | logz: -82049.346 +/- 0.235 | dlogz: 103534.809 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 18.797 | loglstar: -inf < -76552.704 < inf | logz: -76558.251 +/- 0.235 | dlogz: 82000.743 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 19.403 | loglstar: -inf < -75954.298 < inf | logz: -75959.855 +/- 0.235 | dlogz: 76509.639 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 20.000 | loglstar: -inf < -75722.697 < inf | logz: -75728.264 +/- 0.235 | dlogz: 75911.233 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 20.588 | loglstar: -inf < -75484.460 < inf | logz: -75490.037 +/- 0.236 | dlogz: 75679.632 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 21.168 | loglstar: -inf < -75355.268 < inf | logz: -75360.855 +/- 0.236 | dlogz: 75441.395 > 0.109
iter: 30 | bound: 0 | nc: 2 | ncall: 139 | eff(%): 21.583 | loglstar: -inf < -74640.880 < inf | logz: -74646.477 +/- 0.236 | dlogz: 75312.203 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 22.143 | loglstar: -inf < -65349.828 < inf | logz: -65355.434 +/- 0.236 | dlogz: 74597.814 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 22.695 | loglstar: -inf < -61026.498 < inf | logz: -61032.115 +/- 0.236 | dlogz: 65306.762 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 23.239 | loglstar: -inf < -60666.542 < inf | logz: -60672.168 +/- 0.237 | dlogz: 60983.433 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 23.776 | loglstar: -inf < -55533.129 < inf | logz: -55538.766 +/- 0.237 | dlogz: 60623.476 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 24.306 | loglstar: -inf < -55175.400 < inf | logz: -55181.047 +/- 0.237 | dlogz: 55490.064 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 24.828 | loglstar: -inf < -53423.257 < inf | logz: -53428.913 +/- 0.237 | dlogz: 55132.335 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 25.342 | loglstar: -inf < -52067.322 < inf | logz: -52072.988 +/- 0.237 | dlogz: 53380.192 > 0.109
iter: 38 | bound: 0 | nc: 2 | ncall: 148 | eff(%): 25.676 | loglstar: -inf < -49840.645 < inf | logz: -49846.321 +/- 0.238 | dlogz: 52024.256 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 149 | eff(%): 26.174 | loglstar: -inf < -45115.270 < inf | logz: -45120.956 +/- 0.238 | dlogz: 49797.580 > 0.109
iter: 40 | bound: 0 | nc: 2 | ncall: 151 | eff(%): 26.490 | loglstar: -inf < -44321.385 < inf | logz: -44327.082 +/- 0.238 | dlogz: 45072.205 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 26.974 | loglstar: -inf < -39710.952 < inf | logz: -39716.658 +/- 0.238 | dlogz: 44278.320 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 27.451 | loglstar: -inf < -36531.642 < inf | logz: -36537.359 +/- 0.238 | dlogz: 39667.887 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 27.922 | loglstar: -inf < -35825.674 < inf | logz: -35831.400 +/- 0.239 | dlogz: 36488.577 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 28.387 | loglstar: -inf < -35692.765 < inf | logz: -35698.501 +/- 0.239 | dlogz: 35782.608 > 0.109
iter: 45 | bound: 0 | nc: 2 | ncall: 157 | eff(%): 28.662 | loglstar: -inf < -35610.003 < inf | logz: -35615.749 +/- 0.239 | dlogz: 35649.700 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 29.114 | loglstar: -inf < -33346.697 < inf | logz: -33352.453 +/- 0.239 | dlogz: 35566.938 > 0.109
iter: 47 | bound: 0 | nc: 2 | ncall: 160 | eff(%): 29.375 | loglstar: -inf < -33061.896 < inf | logz: -33067.662 +/- 0.240 | dlogz: 33303.631 > 0.109
iter: 48 | bound: 0 | nc: 2 | ncall: 162 | eff(%): 29.630 | loglstar: -inf < -30798.830 < inf | logz: -30804.606 +/- 0.240 | dlogz: 33018.831 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 163 | eff(%): 30.061 | loglstar: -inf < -30699.654 < inf | logz: -30705.439 +/- 0.240 | dlogz: 30755.765 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 164 | eff(%): 30.488 | loglstar: -inf < -29756.382 < inf | logz: -29762.178 +/- 0.240 | dlogz: 30656.588 > 0.109
iter: 51 | bound: 0 | nc: 2 | ncall: 166 | eff(%): 30.723 | loglstar: -inf < -29105.949 < inf | logz: -29111.754 +/- 0.240 | dlogz: 29713.317 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 167 | eff(%): 31.138 | loglstar: -inf < -28109.224 < inf | logz: -28115.040 +/- 0.241 | dlogz: 29062.883 > 0.109
iter: 53 | bound: 0 | nc: 2 | ncall: 169 | eff(%): 31.361 | loglstar: -inf < -27748.950 < inf | logz: -27754.776 +/- 0.241 | dlogz: 28066.159 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 31.765 | loglstar: -inf < -24302.163 < inf | logz: -24307.999 +/- 0.241 | dlogz: 27705.885 > 0.109
iter: 55 | bound: 0 | nc: 3 | ncall: 173 | eff(%): 31.792 | loglstar: -inf < -23651.647 < inf | logz: -23657.492 +/- 0.241 | dlogz: 24259.098 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 32.184 | loglstar: -inf < -22682.395 < inf | logz: -22688.251 +/- 0.241 | dlogz: 23608.582 > 0.109
iter: 57 | bound: 0 | nc: 3 | ncall: 177 | eff(%): 32.203 | loglstar: -inf < -22585.974 < inf | logz: -22591.840 +/- 0.242 | dlogz: 22639.330 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 178 | eff(%): 32.584 | loglstar: -inf < -21589.924 < inf | logz: -21595.799 +/- 0.242 | dlogz: 22542.909 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 32.961 | loglstar: -inf < -20430.503 < inf | logz: -20436.388 +/- 0.242 | dlogz: 21546.858 > 0.109
iter: 60 | bound: 0 | nc: 3 | ncall: 182 | eff(%): 32.967 | loglstar: -inf < -19940.051 < inf | logz: -19945.946 +/- 0.242 | dlogz: 20387.437 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 183 | eff(%): 33.333 | loglstar: -inf < -19208.154 < inf | logz: -19214.059 +/- 0.242 | dlogz: 19896.985 > 0.109
iter: 62 | bound: 0 | nc: 2 | ncall: 185 | eff(%): 33.514 | loglstar: -inf < -18350.844 < inf | logz: -18356.759 +/- 0.243 | dlogz: 19165.088 > 0.109
iter: 63 | bound: 0 | nc: 2 | ncall: 187 | eff(%): 33.690 | loglstar: -inf < -15225.228 < inf | logz: -15231.154 +/- 0.243 | dlogz: 18307.778 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 188 | eff(%): 34.043 | loglstar: -inf < -14528.461 < inf | logz: -14534.396 +/- 0.243 | dlogz: 15182.163 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 189 | eff(%): 34.392 | loglstar: -inf < -13511.973 < inf | logz: -13517.918 +/- 0.243 | dlogz: 14485.396 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 190 | eff(%): 34.737 | loglstar: -inf < -12777.803 < inf | logz: -12783.758 +/- 0.243 | dlogz: 13468.908 > 0.109
iter: 67 | bound: 0 | nc: 2 | ncall: 192 | eff(%): 34.896 | loglstar: -inf < -12110.861 < inf | logz: -12116.826 +/- 0.244 | dlogz: 12734.737 > 0.109
iter: 68 | bound: 0 | nc: 2 | ncall: 194 | eff(%): 35.052 | loglstar: -inf < -11177.403 < inf | logz: -11183.378 +/- 0.244 | dlogz: 12067.796 > 0.109
iter: 69 | bound: 0 | nc: 5 | ncall: 199 | eff(%): 34.673 | loglstar: -inf < -10804.491 < inf | logz: -10810.476 +/- 0.244 | dlogz: 11134.338 > 0.109
iter: 70 | bound: 0 | nc: 2 | ncall: 201 | eff(%): 34.826 | loglstar: -inf < -9874.687 < inf | logz: -9880.682 +/- 0.244 | dlogz: 10761.426 > 0.109
iter: 71 | bound: 0 | nc: 1 | ncall: 202 | eff(%): 35.149 | loglstar: -inf < -9638.574 < inf | logz: -9644.579 +/- 0.244 | dlogz: 9831.622 > 0.109
iter: 72 | bound: 0 | nc: 1 | ncall: 203 | eff(%): 35.468 | loglstar: -inf < -8413.415 < inf | logz: -8419.430 +/- 0.245 | dlogz: 9595.509 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 205 | eff(%): 35.610 | loglstar: -inf < -7875.382 < inf | logz: -7881.407 +/- 0.245 | dlogz: 8370.350 > 0.109
iter: 74 | bound: 0 | nc: 4 | ncall: 209 | eff(%): 35.407 | loglstar: -inf < -7632.235 < inf | logz: -7638.270 +/- 0.245 | dlogz: 7832.317 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 210 | eff(%): 35.714 | loglstar: -inf < -7485.266 < inf | logz: -7491.310 +/- 0.245 | dlogz: 7589.170 > 0.109
iter: 76 | bound: 0 | nc: 3 | ncall: 213 | eff(%): 35.681 | loglstar: -inf < -7178.767 < inf | logz: -7184.822 +/- 0.245 | dlogz: 7442.200 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 214 | eff(%): 35.981 | loglstar: -inf < -6977.704 < inf | logz: -6983.769 +/- 0.246 | dlogz: 7135.702 > 0.109
iter: 78 | bound: 0 | nc: 2 | ncall: 216 | eff(%): 36.111 | loglstar: -inf < -6404.313 < inf | logz: -6410.387 +/- 0.246 | dlogz: 6934.639 > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 217 | eff(%): 36.406 | loglstar: -inf < -6195.720 < inf | logz: -6201.804 +/- 0.246 | dlogz: 6361.248 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 218 | eff(%): 36.697 | loglstar: -inf < -5931.336 < inf | logz: -5937.431 +/- 0.246 | dlogz: 6152.655 > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 36.986 | loglstar: -inf < -5877.630 < inf | logz: -5883.734 +/- 0.246 | dlogz: 5888.271 > 0.109
iter: 82 | bound: 0 | nc: 2 | ncall: 221 | eff(%): 37.104 | loglstar: -inf < -5595.178 < inf | logz: -5601.292 +/- 0.247 | dlogz: 5834.565 > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 37.387 | loglstar: -inf < -5296.204 < inf | logz: -5302.328 +/- 0.247 | dlogz: 5552.112 > 0.109
iter: 84 | bound: 0 | nc: 2 | ncall: 224 | eff(%): 37.500 | loglstar: -inf < -5149.727 < inf | logz: -5155.861 +/- 0.247 | dlogz: 5253.139 > 0.109
iter: 85 | bound: 0 | nc: 8 | ncall: 232 | eff(%): 36.638 | loglstar: -inf < -4951.325 < inf | logz: -4957.469 +/- 0.247 | dlogz: 5106.662 > 0.109
iter: 86 | bound: 0 | nc: 2 | ncall: 234 | eff(%): 36.752 | loglstar: -inf < -4939.576 < inf | logz: -4945.730 +/- 0.247 | dlogz: 4908.260 > 0.109
iter: 87 | bound: 0 | nc: 5 | ncall: 239 | eff(%): 36.402 | loglstar: -inf < -4384.798 < inf | logz: -4390.962 +/- 0.248 | dlogz: 4896.511 > 0.109
iter: 88 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 36.515 | loglstar: -inf < -4218.419 < inf | logz: -4224.593 +/- 0.248 | dlogz: 4341.733 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 242 | eff(%): 36.777 | loglstar: -inf < -3903.461 < inf | logz: -3909.645 +/- 0.248 | dlogz: 4175.354 > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 243 | eff(%): 37.037 | loglstar: -inf < -3731.717 < inf | logz: -3737.911 +/- 0.248 | dlogz: 3860.395 > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 245 | eff(%): 37.143 | loglstar: -inf < -3634.441 < inf | logz: -3640.645 +/- 0.248 | dlogz: 3688.651 > 0.109
iter: 92 | bound: 0 | nc: 2 | ncall: 247 | eff(%): 37.247 | loglstar: -inf < -3556.580 < inf | logz: -3562.794 +/- 0.249 | dlogz: 3591.376 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 248 | eff(%): 37.500 | loglstar: -inf < -3415.028 < inf | logz: -3421.251 +/- 0.249 | dlogz: 3513.515 > 0.109
iter: 94 | bound: 0 | nc: 1 | ncall: 249 | eff(%): 37.751 | loglstar: -inf < -3362.182 < inf | logz: -3368.416 +/- 0.249 | dlogz: 3371.962 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 250 | eff(%): 38.000 | loglstar: -inf < -3084.714 < inf | logz: -3090.958 +/- 0.249 | dlogz: 3319.117 > 0.109
iter: 96 | bound: 0 | nc: 2 | ncall: 252 | eff(%): 38.095 | loglstar: -inf < -3079.624 < inf | logz: -3085.865 +/- 0.248 | dlogz: 3041.649 > 0.109
iter: 97 | bound: 0 | nc: 2 | ncall: 254 | eff(%): 38.189 | loglstar: -inf < -3027.779 < inf | logz: -3034.042 +/- 0.250 | dlogz: 3036.546 > 0.109
iter: 98 | bound: 0 | nc: 2 | ncall: 256 | eff(%): 38.281 | loglstar: -inf < -3009.799 < inf | logz: -3016.073 +/- 0.250 | dlogz: 2984.713 > 0.109
iter: 99 | bound: 0 | nc: 4 | ncall: 260 | eff(%): 38.077 | loglstar: -inf < -2962.514 < inf | logz: -2968.797 +/- 0.250 | dlogz: 2966.734 > 0.109
iter: 100 | bound: 0 | nc: 4 | ncall: 264 | eff(%): 37.879 | loglstar: -inf < -2932.982 < inf | logz: -2939.275 +/- 0.250 | dlogz: 2919.448 > 0.109
iter: 101 | bound: 0 | nc: 2 | ncall: 266 | eff(%): 37.970 | loglstar: -inf < -2931.119 < inf | logz: -2937.150 +/- 0.236 | dlogz: 2889.917 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 267 | eff(%): 38.202 | loglstar: -inf < -2753.156 < inf | logz: -2759.469 +/- 0.251 | dlogz: 2887.782 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 268 | eff(%): 38.433 | loglstar: -inf < -2714.169 < inf | logz: -2720.492 +/- 0.251 | dlogz: 2710.090 > 0.109
iter: 104 | bound: 0 | nc: 3 | ncall: 271 | eff(%): 38.376 | loglstar: -inf < -2604.524 < inf | logz: -2610.857 +/- 0.251 | dlogz: 2671.104 > 0.109
iter: 105 | bound: 0 | nc: 3 | ncall: 274 | eff(%): 38.321 | loglstar: -inf < -2558.878 < inf | logz: -2565.221 +/- 0.251 | dlogz: 2561.458 > 0.109
iter: 106 | bound: 0 | nc: 6 | ncall: 280 | eff(%): 37.857 | loglstar: -inf < -2484.755 < inf | logz: -2491.108 +/- 0.251 | dlogz: 2515.813 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 281 | eff(%): 38.078 | loglstar: -inf < -2406.100 < inf | logz: -2412.463 +/- 0.252 | dlogz: 2441.690 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 282 | eff(%): 38.298 | loglstar: -inf < -2371.641 < inf | logz: -2378.014 +/- 0.252 | dlogz: 2363.035 > 0.109
iter: 109 | bound: 0 | nc: 8 | ncall: 290 | eff(%): 37.586 | loglstar: -inf < -2275.056 < inf | logz: -2281.439 +/- 0.252 | dlogz: 2328.576 > 0.109
iter: 110 | bound: 0 | nc: 2 | ncall: 292 | eff(%): 37.671 | loglstar: -inf < -2239.210 < inf | logz: -2245.603 +/- 0.252 | dlogz: 2231.990 > 0.109
iter: 111 | bound: 0 | nc: 2 | ncall: 294 | eff(%): 37.755 | loglstar: -inf < -2212.385 < inf | logz: -2218.788 +/- 0.252 | dlogz: 2196.144 > 0.109
iter: 112 | bound: 0 | nc: 3 | ncall: 297 | eff(%): 37.710 | loglstar: -inf < -2171.362 < inf | logz: -2177.775 +/- 0.253 | dlogz: 2169.320 > 0.109
iter: 113 | bound: 0 | nc: 2 | ncall: 299 | eff(%): 37.793 | loglstar: -inf < -2031.887 < inf | logz: -2038.310 +/- 0.253 | dlogz: 2128.297 > 0.109
iter: 114 | bound: 0 | nc: 4 | ncall: 303 | eff(%): 37.624 | loglstar: -inf < -2003.947 < inf | logz: -2010.380 +/- 0.253 | dlogz: 1988.822 > 0.109
iter: 115 | bound: 0 | nc: 1 | ncall: 304 | eff(%): 37.829 | loglstar: -inf < -1973.721 < inf | logz: -1980.164 +/- 0.253 | dlogz: 1960.882 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 305 | eff(%): 38.033 | loglstar: -inf < -1921.524 < inf | logz: -1927.977 +/- 0.253 | dlogz: 1930.656 > 0.109
iter: 117 | bound: 0 | nc: 1 | ncall: 306 | eff(%): 38.235 | loglstar: -inf < -1841.701 < inf | logz: -1848.164 +/- 0.254 | dlogz: 1878.459 > 0.109
iter: 118 | bound: 0 | nc: 4 | ncall: 310 | eff(%): 38.065 | loglstar: -inf < -1766.539 < inf | logz: -1773.011 +/- 0.254 | dlogz: 1798.636 > 0.109
iter: 119 | bound: 0 | nc: 1 | ncall: 311 | eff(%): 38.264 | loglstar: -inf < -1759.151 < inf | logz: -1765.632 +/- 0.254 | dlogz: 1723.473 > 0.109
iter: 120 | bound: 0 | nc: 2 | ncall: 313 | eff(%): 38.339 | loglstar: -inf < -1704.458 < inf | logz: -1710.951 +/- 0.254 | dlogz: 1716.084 > 0.109
iter: 121 | bound: 0 | nc: 11 | ncall: 324 | eff(%): 37.346 | loglstar: -inf < -1611.859 < inf | logz: -1618.361 +/- 0.254 | dlogz: 1661.393 > 0.109
iter: 122 | bound: 0 | nc: 2 | ncall: 326 | eff(%): 37.423 | loglstar: -inf < -1611.821 < inf | logz: -1617.257 +/- 0.232 | dlogz: 1568.794 > 0.109
iter: 123 | bound: 0 | nc: 3 | ncall: 329 | eff(%): 37.386 | loglstar: -inf < -1566.951 < inf | logz: -1573.473 +/- 0.255 | dlogz: 1567.679 > 0.109
iter: 124 | bound: 0 | nc: 1 | ncall: 330 | eff(%): 37.576 | loglstar: -inf < -1551.437 < inf | logz: -1557.969 +/- 0.255 | dlogz: 1523.885 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 331 | eff(%): 37.764 | loglstar: -inf < -1535.620 < inf | logz: -1542.163 +/- 0.255 | dlogz: 1508.372 > 0.109
iter: 126 | bound: 0 | nc: 2 | ncall: 333 | eff(%): 37.838 | loglstar: -inf < -1459.322 < inf | logz: -1465.874 +/- 0.255 | dlogz: 1492.555 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 334 | eff(%): 38.024 | loglstar: -inf < -1410.763 < inf | logz: -1417.325 +/- 0.256 | dlogz: 1416.257 > 0.109
iter: 128 | bound: 0 | nc: 10 | ncall: 344 | eff(%): 37.209 | loglstar: -inf < -1401.716 < inf | logz: -1408.288 +/- 0.256 | dlogz: 1367.698 > 0.109
iter: 129 | bound: 0 | nc: 1 | ncall: 345 | eff(%): 37.391 | loglstar: -inf < -1382.570 < inf | logz: -1389.152 +/- 0.256 | dlogz: 1358.651 > 0.109
iter: 130 | bound: 0 | nc: 3 | ncall: 348 | eff(%): 37.356 | loglstar: -inf < -1294.843 < inf | logz: -1301.435 +/- 0.256 | dlogz: 1339.505 > 0.109
iter: 131 | bound: 0 | nc: 1 | ncall: 349 | eff(%): 37.536 | loglstar: -inf < -1264.240 < inf | logz: -1270.842 +/- 0.256 | dlogz: 1251.778 > 0.109
iter: 132 | bound: 0 | nc: 6 | ncall: 355 | eff(%): 37.183 | loglstar: -inf < -1259.644 < inf | logz: -1266.236 +/- 0.254 | dlogz: 1222.360 > 0.109
iter: 133 | bound: 0 | nc: 1 | ncall: 356 | eff(%): 37.360 | loglstar: -inf < -1109.597 < inf | logz: -1116.219 +/- 0.257 | dlogz: 1217.744 > 0.109
iter: 134 | bound: 0 | nc: 4 | ncall: 360 | eff(%): 37.222 | loglstar: -inf < -1101.977 < inf | logz: -1108.607 +/- 0.257 | dlogz: 1067.717 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 361 | eff(%): 37.396 | loglstar: -inf < -1057.811 < inf | logz: -1064.453 +/- 0.257 | dlogz: 1060.096 > 0.109
iter: 136 | bound: 0 | nc: 1 | ncall: 362 | eff(%): 37.569 | loglstar: -inf < -1017.566 < inf | logz: -1024.218 +/- 0.257 | dlogz: 1015.931 > 0.109
iter: 137 | bound: 0 | nc: 1 | ncall: 363 | eff(%): 37.741 | loglstar: -inf < -1009.313 < inf | logz: -1015.974 +/- 0.257 | dlogz: 975.686 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 364 | eff(%): 37.912 | loglstar: -inf < -990.512 < inf | logz: -997.184 +/- 0.258 | dlogz: 967.432 > 0.109
iter: 139 | bound: 0 | nc: 1 | ncall: 365 | eff(%): 38.082 | loglstar: -inf < -961.062 < inf | logz: -967.743 +/- 0.258 | dlogz: 948.632 > 0.109
iter: 140 | bound: 0 | nc: 1 | ncall: 366 | eff(%): 38.251 | loglstar: -inf < -946.798 < inf | logz: -953.490 +/- 0.258 | dlogz: 919.181 > 0.109
iter: 141 | bound: 0 | nc: 8 | ncall: 374 | eff(%): 37.701 | loglstar: -inf < -934.835 < inf | logz: -941.536 +/- 0.258 | dlogz: 904.918 > 0.109
iter: 142 | bound: 0 | nc: 4 | ncall: 378 | eff(%): 37.566 | loglstar: -inf < -926.392 < inf | logz: -933.103 +/- 0.258 | dlogz: 892.955 > 0.109
iter: 143 | bound: 0 | nc: 2 | ncall: 380 | eff(%): 37.632 | loglstar: -inf < -922.717 < inf | logz: -929.388 +/- 0.254 | dlogz: 884.512 > 0.109
iter: 144 | bound: 0 | nc: 2 | ncall: 382 | eff(%): 37.696 | loglstar: -inf < -921.445 < inf | logz: -927.720 +/- 0.240 | dlogz: 880.787 > 0.109
iter: 145 | bound: 0 | nc: 1 | ncall: 383 | eff(%): 37.859 | loglstar: -inf < -916.527 < inf | logz: -923.249 +/- 0.257 | dlogz: 879.108 > 0.109
iter: 146 | bound: 0 | nc: 5 | ncall: 388 | eff(%): 37.629 | loglstar: -inf < -913.370 < inf | logz: -920.039 +/- 0.253 | dlogz: 874.628 > 0.109
iter: 147 | bound: 0 | nc: 8 | ncall: 396 | eff(%): 37.121 | loglstar: -inf < -887.168 < inf | logz: -893.929 +/- 0.259 | dlogz: 871.407 > 0.109
iter: 148 | bound: 0 | nc: 5 | ncall: 401 | eff(%): 36.908 | loglstar: -inf < -869.919 < inf | logz: -876.690 +/- 0.260 | dlogz: 845.288 > 0.109
iter: 149 | bound: 0 | nc: 4 | ncall: 405 | eff(%): 36.790 | loglstar: -inf < -863.009 < inf | logz: -869.788 +/- 0.259 | dlogz: 828.039 > 0.109
iter: 150 | bound: 0 | nc: 5 | ncall: 410 | eff(%): 36.585 | loglstar: -inf < -792.088 < inf | logz: -798.879 +/- 0.260 | dlogz: 821.126 > 0.109
iter: 151 | bound: 0 | nc: 3 | ncall: 413 | eff(%): 36.562 | loglstar: -inf < -790.099 < inf | logz: -796.657 +/- 0.247 | dlogz: 750.208 > 0.109
iter: 152 | bound: 0 | nc: 3 | ncall: 416 | eff(%): 36.538 | loglstar: -inf < -782.737 < inf | logz: -789.547 +/- 0.260 | dlogz: 747.976 > 0.109
iter: 153 | bound: 0 | nc: 6 | ncall: 422 | eff(%): 36.256 | loglstar: -inf < -782.733 < inf | logz: -788.454 +/- 0.238 | dlogz: 740.856 > 0.109
iter: 154 | bound: 0 | nc: 11 | ncall: 433 | eff(%): 35.566 | loglstar: -inf < -738.601 < inf | logz: -745.432 +/- 0.261 | dlogz: 739.753 > 0.109
iter: 155 | bound: 0 | nc: 4 | ncall: 437 | eff(%): 35.469 | loglstar: -inf < -721.702 < inf | logz: -728.543 +/- 0.261 | dlogz: 696.721 > 0.109
iter: 156 | bound: 0 | nc: 2 | ncall: 439 | eff(%): 35.535 | loglstar: -inf < -718.178 < inf | logz: -724.971 +/- 0.256 | dlogz: 679.822 > 0.109
iter: 157 | bound: 0 | nc: 5 | ncall: 444 | eff(%): 35.360 | loglstar: -inf < -716.435 < inf | logz: -722.986 +/- 0.246 | dlogz: 676.240 > 0.109
iter: 158 | bound: 0 | nc: 3 | ncall: 447 | eff(%): 35.347 | loglstar: -inf < -712.118 < inf | logz: -718.958 +/- 0.258 | dlogz: 674.246 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 450 | eff(%): 35.333 | loglstar: -inf < -709.518 < inf | logz: -716.257 +/- 0.252 | dlogz: 670.207 > 0.109
iter: 160 | bound: 0 | nc: 2 | ncall: 452 | eff(%): 35.398 | loglstar: -inf < -705.353 < inf | logz: -712.210 +/- 0.259 | dlogz: 667.496 > 0.109
iter: 161 | bound: 0 | nc: 4 | ncall: 456 | eff(%): 35.307 | loglstar: -inf < -697.163 < inf | logz: -704.063 +/- 0.262 | dlogz: 663.440 > 0.109
iter: 162 | bound: 0 | nc: 3 | ncall: 459 | eff(%): 35.294 | loglstar: -inf < -689.802 < inf | logz: -696.711 +/- 0.262 | dlogz: 655.282 > 0.109
iter: 163 | bound: 0 | nc: 13 | ncall: 472 | eff(%): 34.534 | loglstar: -inf < -686.461 < inf | logz: -693.313 +/- 0.257 | dlogz: 647.920 > 0.109
iter: 164 | bound: 0 | nc: 4 | ncall: 476 | eff(%): 34.454 | loglstar: -inf < -682.156 < inf | logz: -689.058 +/- 0.260 | dlogz: 644.512 > 0.109
iter: 165 | bound: 0 | nc: 2 | ncall: 478 | eff(%): 34.519 | loglstar: -inf < -676.045 < inf | logz: -682.981 +/- 0.262 | dlogz: 640.248 > 0.109
iter: 166 | bound: 0 | nc: 5 | ncall: 483 | eff(%): 34.369 | loglstar: -inf < -656.759 < inf | logz: -663.709 +/- 0.263 | dlogz: 634.160 > 0.109
iter: 167 | bound: 0 | nc: 7 | ncall: 490 | eff(%): 34.082 | loglstar: -inf < -625.300 < inf | logz: -632.260 +/- 0.263 | dlogz: 614.878 > 0.109
iter: 168 | bound: 0 | nc: 3 | ncall: 493 | eff(%): 34.077 | loglstar: -inf < -625.025 < inf | logz: -631.068 +/- 0.242 | dlogz: 583.420 > 0.109
iter: 169 | bound: 0 | nc: 1 | ncall: 494 | eff(%): 34.211 | loglstar: -inf < -610.878 < inf | logz: -617.858 +/- 0.264 | dlogz: 582.218 > 0.109
iter: 170 | bound: 0 | nc: 17 | ncall: 511 | eff(%): 33.268 | loglstar: -inf < -601.039 < inf | logz: -608.028 +/- 0.264 | dlogz: 568.998 > 0.109
iter: 171 | bound: 0 | nc: 3 | ncall: 514 | eff(%): 33.268 | loglstar: -inf < -596.621 < inf | logz: -603.597 +/- 0.261 | dlogz: 559.158 > 0.109
iter: 172 | bound: 0 | nc: 1 | ncall: 515 | eff(%): 33.398 | loglstar: -inf < -564.428 < inf | logz: -571.438 +/- 0.264 | dlogz: 554.717 > 0.109
iter: 173 | bound: 0 | nc: 7 | ncall: 522 | eff(%): 33.142 | loglstar: -inf < -552.895 < inf | logz: -559.915 +/- 0.264 | dlogz: 522.548 > 0.109
iter: 174 | bound: 0 | nc: 1 | ncall: 523 | eff(%): 33.270 | loglstar: -inf < -535.649 < inf | logz: -542.679 +/- 0.264 | dlogz: 511.015 > 0.109
iter: 175 | bound: 0 | nc: 4 | ncall: 527 | eff(%): 33.207 | loglstar: -inf < -519.423 < inf | logz: -526.463 +/- 0.265 | dlogz: 493.769 > 0.109
iter: 176 | bound: 0 | nc: 20 | ncall: 547 | eff(%): 32.176 | loglstar: -inf < -509.706 < inf | logz: -516.755 +/- 0.265 | dlogz: 477.543 > 0.109
iter: 177 | bound: 0 | nc: 3 | ncall: 550 | eff(%): 32.182 | loglstar: -inf < -504.490 < inf | logz: -511.539 +/- 0.264 | dlogz: 467.826 > 0.109
iter: 178 | bound: 0 | nc: 4 | ncall: 554 | eff(%): 32.130 | loglstar: -inf < -493.191 < inf | logz: -500.260 +/- 0.265 | dlogz: 462.599 > 0.109
iter: 179 | bound: 0 | nc: 2 | ncall: 556 | eff(%): 32.194 | loglstar: -inf < -484.851 < inf | logz: -491.930 +/- 0.265 | dlogz: 451.311 > 0.109
iter: 180 | bound: 0 | nc: 8 | ncall: 564 | eff(%): 31.915 | loglstar: -inf < -468.250 < inf | logz: -475.340 +/- 0.266 | dlogz: 442.970 > 0.109
iter: 181 | bound: 0 | nc: 17 | ncall: 581 | eff(%): 31.153 | loglstar: -inf < -454.811 < inf | logz: -461.910 +/- 0.266 | dlogz: 426.370 > 0.109
iter: 182 | bound: 0 | nc: 1 | ncall: 582 | eff(%): 31.271 | loglstar: -inf < -451.382 < inf | logz: -458.428 +/- 0.261 | dlogz: 412.931 > 0.109
iter: 183 | bound: 0 | nc: 9 | ncall: 591 | eff(%): 30.964 | loglstar: -inf < -433.345 < inf | logz: -440.465 +/- 0.266 | dlogz: 409.439 > 0.109
iter: 184 | bound: 0 | nc: 6 | ncall: 597 | eff(%): 30.821 | loglstar: -inf < -431.473 < inf | logz: -438.333 +/- 0.253 | dlogz: 391.465 > 0.109
iter: 185 | bound: 0 | nc: 7 | ncall: 604 | eff(%): 30.629 | loglstar: -inf < -427.267 < inf | logz: -434.372 +/- 0.263 | dlogz: 389.324 > 0.109
iter: 186 | bound: 0 | nc: 4 | ncall: 608 | eff(%): 30.592 | loglstar: -inf < -419.300 < inf | logz: -426.449 +/- 0.267 | dlogz: 385.353 > 0.109
iter: 187 | bound: 0 | nc: 8 | ncall: 616 | eff(%): 30.357 | loglstar: -inf < -414.523 < inf | logz: -421.665 +/- 0.265 | dlogz: 377.419 > 0.109
iter: 188 | bound: 0 | nc: 1 | ncall: 617 | eff(%): 30.470 | loglstar: -inf < -414.407 < inf | logz: -420.544 +/- 0.245 | dlogz: 372.626 > 0.109
iter: 189 | bound: 0 | nc: 16 | ncall: 633 | eff(%): 29.858 | loglstar: -inf < -401.855 < inf | logz: -409.034 +/- 0.267 | dlogz: 371.495 > 0.109
iter: 190 | bound: 0 | nc: 11 | ncall: 644 | eff(%): 29.503 | loglstar: -inf < -390.218 < inf | logz: -397.407 +/- 0.267 | dlogz: 359.975 > 0.109
iter: 191 | bound: 0 | nc: 1 | ncall: 645 | eff(%): 29.612 | loglstar: -inf < -383.678 < inf | logz: -390.874 +/- 0.267 | dlogz: 348.338 > 0.109
iter: 192 | bound: 0 | nc: 5 | ncall: 650 | eff(%): 29.538 | loglstar: -inf < -369.062 < inf | logz: -376.270 +/- 0.268 | dlogz: 341.795 > 0.109
iter: 193 | bound: 0 | nc: 21 | ncall: 671 | eff(%): 28.763 | loglstar: -inf < -359.915 < inf | logz: -367.133 +/- 0.268 | dlogz: 327.181 > 0.109
iter: 194 | bound: 0 | nc: 6 | ncall: 677 | eff(%): 28.656 | loglstar: -inf < -358.901 < inf | logz: -365.582 +/- 0.249 | dlogz: 318.034 > 0.109
iter: 195 | bound: 0 | nc: 4 | ncall: 681 | eff(%): 28.634 | loglstar: -inf < -358.539 < inf | logz: -364.709 +/- 0.239 | dlogz: 316.473 > 0.109
iter: 196 | bound: 0 | nc: 4 | ncall: 685 | eff(%): 28.613 | loglstar: -inf < -358.357 < inf | logz: -364.150 +/- 0.232 | dlogz: 315.590 > 0.109
iter: 197 | bound: 0 | nc: 9 | ncall: 694 | eff(%): 28.386 | loglstar: -inf < -355.100 < inf | logz: -362.172 +/- 0.254 | dlogz: 315.022 > 0.109
iter: 198 | bound: 0 | nc: 15 | ncall: 709 | eff(%): 27.927 | loglstar: -inf < -350.463 < inf | logz: -357.710 +/- 0.267 | dlogz: 313.033 > 0.109
iter: 199 | bound: 0 | nc: 4 | ncall: 713 | eff(%): 27.910 | loglstar: -inf < -349.791 < inf | logz: -356.358 +/- 0.248 | dlogz: 308.561 > 0.109
iter: 200 | bound: 0 | nc: 22 | ncall: 735 | eff(%): 27.211 | loglstar: -inf < -344.294 < inf | logz: -351.570 +/- 0.268 | dlogz: 307.199 > 0.109
iter: 201 | bound: 0 | nc: 1 | ncall: 736 | eff(%): 27.310 | loglstar: -inf < -342.688 < inf | logz: -349.646 +/- 0.254 | dlogz: 302.402 > 0.109
iter: 202 | bound: 0 | nc: 3 | ncall: 739 | eff(%): 27.334 | loglstar: -inf < -341.593 < inf | logz: -348.308 +/- 0.246 | dlogz: 300.467 > 0.109
iter: 203 | bound: 0 | nc: 11 | ncall: 750 | eff(%): 27.067 | loglstar: -inf < -338.033 < inf | logz: -345.274 +/- 0.263 | dlogz: 299.120 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 751 | eff(%): 27.164 | loglstar: -inf < -337.156 < inf | logz: -343.859 +/- 0.249 | dlogz: 296.076 > 0.109
iter: 205 | bound: 0 | nc: 12 | ncall: 763 | eff(%): 26.868 | loglstar: -inf < -335.239 < inf | logz: -342.224 +/- 0.251 | dlogz: 306.894 > 0.109
iter: 206 | bound: 0 | nc: 11 | ncall: 774 | eff(%): 26.615 | loglstar: -inf < -330.443 < inf | logz: -337.771 +/- 0.268 | dlogz: 305.249 > 0.109
iter: 207 | bound: 0 | nc: 4 | ncall: 778 | eff(%): 26.607 | loglstar: -inf < -329.140 < inf | logz: -336.059 +/- 0.253 | dlogz: 300.787 > 0.109
iter: 208 | bound: 0 | nc: 6 | ncall: 784 | eff(%): 26.531 | loglstar: -inf < -318.168 < inf | logz: -325.536 +/- 0.271 | dlogz: 299.064 > 0.109
iter: 209 | bound: 0 | nc: 11 | ncall: 795 | eff(%): 26.289 | loglstar: -inf < -306.710 < inf | logz: -314.088 +/- 0.271 | dlogz: 288.531 > 0.109
iter: 210 | bound: 0 | nc: 4 | ncall: 799 | eff(%): 26.283 | loglstar: -inf < -303.698 < inf | logz: -310.992 +/- 0.264 | dlogz: 277.074 > 0.109
iter: 211 | bound: 0 | nc: 3 | ncall: 802 | eff(%): 26.309 | loglstar: -inf < -301.044 < inf | logz: -308.303 +/- 0.262 | dlogz: 273.967 > 0.109
iter: 212 | bound: 0 | nc: 5 | ncall: 807 | eff(%): 26.270 | loglstar: -inf < -300.358 < inf | logz: -307.030 +/- 0.249 | dlogz: 271.269 > 0.109
iter: 213 | bound: 0 | nc: 9 | ncall: 816 | eff(%): 26.103 | loglstar: -inf < -294.325 < inf | logz: -301.735 +/- 0.271 | dlogz: 269.986 > 0.109
iter: 214 | bound: 0 | nc: 3 | ncall: 819 | eff(%): 26.129 | loglstar: -inf < -293.664 < inf | logz: -300.378 +/- 0.252 | dlogz: 264.681 > 0.109
iter: 215 | bound: 0 | nc: 1 | ncall: 820 | eff(%): 26.220 | loglstar: -inf < -293.200 < inf | logz: -299.564 +/- 0.242 | dlogz: 263.313 > 0.109
iter: 216 | bound: 0 | nc: 6 | ncall: 826 | eff(%): 26.150 | loglstar: -inf < -283.614 < inf | logz: -291.061 +/- 0.272 | dlogz: 262.490 > 0.109
iter: 217 | bound: 0 | nc: 15 | ncall: 841 | eff(%): 25.803 | loglstar: -inf < -279.551 < inf | logz: -286.975 +/- 0.269 | dlogz: 253.977 > 0.109
iter: 218 | bound: 0 | nc: 1 | ncall: 842 | eff(%): 25.891 | loglstar: -inf < -276.453 < inf | logz: -283.832 +/- 0.266 | dlogz: 249.881 > 0.109
iter: 219 | bound: 0 | nc: 3 | ncall: 845 | eff(%): 25.917 | loglstar: -inf < -273.774 < inf | logz: -281.117 +/- 0.264 | dlogz: 246.728 > 0.109
iter: 220 | bound: 0 | nc: 9 | ncall: 854 | eff(%): 25.761 | loglstar: -inf < -272.419 < inf | logz: -279.465 +/- 0.254 | dlogz: 244.003 > 0.109
iter: 221 | bound: 0 | nc: 7 | ncall: 861 | eff(%): 25.668 | loglstar: -inf < -270.213 < inf | logz: -277.461 +/- 0.258 | dlogz: 242.341 > 0.109
iter: 222 | bound: 0 | nc: 8 | ncall: 869 | eff(%): 25.547 | loglstar: -inf < -266.958 < inf | logz: -274.380 +/- 0.266 | dlogz: 240.327 > 0.109
iter: 223 | bound: 0 | nc: 6 | ncall: 875 | eff(%): 25.486 | loglstar: -inf < -264.744 < inf | logz: -272.055 +/- 0.261 | dlogz: 237.236 > 0.109
iter: 224 | bound: 0 | nc: 9 | ncall: 884 | eff(%): 25.339 | loglstar: -inf < -263.691 < inf | logz: -270.640 +/- 0.252 | dlogz: 234.901 > 0.109
iter: 225 | bound: 0 | nc: 10 | ncall: 894 | eff(%): 25.168 | loglstar: -inf < -262.120 < inf | logz: -269.198 +/- 0.252 | dlogz: 233.476 > 0.109
iter: 226 | bound: 0 | nc: 1 | ncall: 895 | eff(%): 25.251 | loglstar: -inf < -261.289 < inf | logz: -268.079 +/- 0.247 | dlogz: 232.025 > 0.109
iter: 227 | bound: 0 | nc: 3 | ncall: 898 | eff(%): 25.278 | loglstar: -inf < -260.907 < inf | logz: -267.316 +/- 0.241 | dlogz: 230.895 > 0.109
iter: 228 | bound: 0 | nc: 7 | ncall: 905 | eff(%): 25.193 | loglstar: -inf < -259.086 < inf | logz: -266.136 +/- 0.247 | dlogz: 230.122 > 0.109
iter: 229 | bound: 0 | nc: 1 | ncall: 906 | eff(%): 25.276 | loglstar: -inf < -258.514 < inf | logz: -265.166 +/- 0.244 | dlogz: 228.932 > 0.109
iter: 230 | bound: 0 | nc: 4 | ncall: 910 | eff(%): 25.275 | loglstar: -inf < -258.302 < inf | logz: -264.536 +/- 0.238 | dlogz: 227.953 > 0.109
iter: 231 | bound: 0 | nc: 5 | ncall: 915 | eff(%): 25.246 | loglstar: -inf < -258.181 < inf | logz: -264.101 +/- 0.234 | dlogz: 227.313 > 0.109
iter: 232 | bound: 0 | nc: 6 | ncall: 921 | eff(%): 25.190 | loglstar: -inf < -256.053 < inf | logz: -263.093 +/- 0.244 | dlogz: 226.868 > 0.109
iter: 233 | bound: 0 | nc: 14 | ncall: 935 | eff(%): 24.920 | loglstar: -inf < -251.408 < inf | logz: -258.999 +/- 0.272 | dlogz: 225.850 > 0.109
iter: 234 | bound: 0 | nc: 2 | ncall: 937 | eff(%): 24.973 | loglstar: -inf < -244.314 < inf | logz: -251.939 +/- 0.275 | dlogz: 221.745 > 0.109
iter: 235 | bound: 0 | nc: 10 | ncall: 947 | eff(%): 24.815 | loglstar: -inf < -242.652 < inf | logz: -249.965 +/- 0.261 | dlogz: 214.676 > 0.109
iter: 236 | bound: 0 | nc: 11 | ncall: 958 | eff(%): 24.635 | loglstar: -inf < -242.179 < inf | logz: -248.912 +/- 0.250 | dlogz: 212.692 > 0.109
iter: 237 | bound: 0 | nc: 1 | ncall: 959 | eff(%): 24.713 | loglstar: -inf < -223.197 < inf | logz: -230.854 +/- 0.276 | dlogz: 211.629 > 0.109
iter: 238 | bound: 0 | nc: 1 | ncall: 960 | eff(%): 24.792 | loglstar: -inf < -218.880 < inf | logz: -226.520 +/- 0.274 | dlogz: 193.561 > 0.109
iter: 239 | bound: 0 | nc: 3 | ncall: 963 | eff(%): 24.818 | loglstar: -inf < -218.736 < inf | logz: -225.396 +/- 0.255 | dlogz: 189.217 > 0.109
iter: 240 | bound: 0 | nc: 12 | ncall: 975 | eff(%): 24.615 | loglstar: -inf < -216.474 < inf | logz: -223.828 +/- 0.258 | dlogz: 188.083 > 0.109
iter: 241 | bound: 0 | nc: 7 | ncall: 982 | eff(%): 24.542 | loglstar: -inf < -214.940 < inf | logz: -222.218 +/- 0.257 | dlogz: 186.505 > 0.109
iter: 242 | bound: 0 | nc: 15 | ncall: 997 | eff(%): 24.273 | loglstar: -inf < -212.654 < inf | logz: -220.131 +/- 0.263 | dlogz: 184.885 > 0.109
iter: 243 | bound: 0 | nc: 16 | ncall: 1013 | eff(%): 23.988 | loglstar: -inf < -207.509 < inf | logz: -215.212 +/- 0.276 | dlogz: 182.788 > 0.109
iter: 244 | bound: 0 | nc: 2 | ncall: 1015 | eff(%): 24.039 | loglstar: -inf < -207.475 < inf | logz: -214.117 +/- 0.256 | dlogz: 177.859 > 0.109
iter: 245 | bound: 0 | nc: 3 | ncall: 1018 | eff(%): 24.067 | loglstar: -inf < -205.877 < inf | logz: -213.022 +/- 0.253 | dlogz: 176.755 > 0.109
iter: 246 | bound: 0 | nc: 28 | ncall: 1046 | eff(%): 23.518 | loglstar: -inf < -204.284 < inf | logz: -211.576 +/- 0.255 | dlogz: 175.649 > 0.109
iter: 247 | bound: 0 | nc: 26 | ncall: 1072 | eff(%): 23.041 | loglstar: -inf < -204.186 < inf | logz: -210.733 +/- 0.247 | dlogz: 174.193 > 0.109
iter: 248 | bound: 0 | nc: 3 | ncall: 1075 | eff(%): 23.070 | loglstar: -inf < -202.536 < inf | logz: -209.691 +/- 0.250 | dlogz: 186.594 > 0.109
iter: 249 | bound: 0 | nc: 15 | ncall: 1090 | eff(%): 22.844 | loglstar: -inf < -195.715 < inf | logz: -203.488 +/- 0.278 | dlogz: 185.541 > 0.109
iter: 250 | bound: 0 | nc: 9 | ncall: 1099 | eff(%): 22.748 | loglstar: -inf < -194.991 < inf | logz: -202.096 +/- 0.259 | dlogz: 179.328 > 0.109
iter: 251 | bound: 0 | nc: 38 | ncall: 1137 | eff(%): 22.076 | loglstar: -inf < -194.253 < inf | logz: -201.160 +/- 0.251 | dlogz: 177.926 > 0.109
iter: 252 | bound: 0 | nc: 44 | ncall: 1181 | eff(%): 21.338 | loglstar: -inf < -190.143 < inf | logz: -197.894 +/- 0.273 | dlogz: 176.981 > 0.109
iter: 253 | bound: 0 | nc: 14 | ncall: 1195 | eff(%): 21.172 | loglstar: -inf < -187.812 < inf | logz: -195.445 +/- 0.268 | dlogz: 173.704 > 0.109
iter: 254 | bound: 0 | nc: 8 | ncall: 1203 | eff(%): 21.114 | loglstar: -inf < -187.263 < inf | logz: -194.265 +/- 0.256 | dlogz: 171.245 > 0.109
iter: 255 | bound: 0 | nc: 6 | ncall: 1209 | eff(%): 21.092 | loglstar: -inf < -184.849 < inf | logz: -192.426 +/- 0.263 | dlogz: 170.056 > 0.109
iter: 256 | bound: 0 | nc: 17 | ncall: 1226 | eff(%): 20.881 | loglstar: -inf < -184.060 < inf | logz: -191.188 +/- 0.255 | dlogz: 168.206 > 0.109
iter: 257 | bound: 0 | nc: 12 | ncall: 1238 | eff(%): 20.759 | loglstar: -inf < -183.373 < inf | logz: -190.295 +/- 0.250 | dlogz: 166.959 > 0.109
iter: 258 | bound: 0 | nc: 6 | ncall: 1244 | eff(%): 20.740 | loglstar: -inf < -181.312 < inf | logz: -188.803 +/- 0.258 | dlogz: 174.425 > 0.109
iter: 259 | bound: 0 | nc: 22 | ncall: 1266 | eff(%): 20.458 | loglstar: -inf < -180.352 < inf | logz: -187.562 +/- 0.255 | dlogz: 172.923 > 0.109
iter: 260 | bound: 0 | nc: 32 | ncall: 1298 | eff(%): 20.031 | loglstar: -inf < -178.164 < inf | logz: -185.762 +/- 0.263 | dlogz: 171.672 > 0.109
iter: 261 | bound: 0 | nc: 18 | ncall: 1316 | eff(%): 19.833 | loglstar: -inf < -177.477 < inf | logz: -184.593 +/- 0.255 | dlogz: 169.862 > 0.109
iter: 262 | bound: 0 | nc: 15 | ncall: 1331 | eff(%): 19.684 | loglstar: -inf < -174.776 < inf | logz: -182.487 +/- 0.267 | dlogz: 168.683 > 0.109
iter: 263 | bound: 0 | nc: 6 | ncall: 1337 | eff(%): 19.671 | loglstar: -inf < -174.622 < inf | logz: -181.470 +/- 0.255 | dlogz: 166.567 > 0.109
iter: 264 | bound: 0 | nc: 6 | ncall: 1343 | eff(%): 19.657 | loglstar: -inf < -173.825 < inf | logz: -180.730 +/- 0.249 | dlogz: 165.540 > 0.109
iter: 265 | bound: 0 | nc: 5 | ncall: 1348 | eff(%): 19.659 | loglstar: -inf < -173.462 < inf | logz: -180.104 +/- 0.245 | dlogz: 164.790 > 0.109
iter: 266 | bound: 0 | nc: 1 | ncall: 1349 | eff(%): 19.718 | loglstar: -inf < -168.547 < inf | logz: -176.458 +/- 0.277 | dlogz: 164.154 > 0.109
iter: 267 | bound: 0 | nc: 9 | ncall: 1358 | eff(%): 19.661 | loglstar: -inf < -168.308 < inf | logz: -175.303 +/- 0.260 | dlogz: 160.499 > 0.109
iter: 268 | bound: 0 | nc: 8 | ncall: 1366 | eff(%): 19.619 | loglstar: -inf < -167.167 < inf | logz: -174.361 +/- 0.254 | dlogz: 159.334 > 0.109
iter: 269 | bound: 0 | nc: 3 | ncall: 1369 | eff(%): 19.649 | loglstar: -inf < -165.283 < inf | logz: -172.863 +/- 0.260 | dlogz: 158.381 > 0.109
iter: 270 | bound: 0 | nc: 3 | ncall: 1372 | eff(%): 19.679 | loglstar: -inf < -163.637 < inf | logz: -171.229 +/- 0.262 | dlogz: 156.874 > 0.109
iter: 271 | bound: 0 | nc: 3 | ncall: 1375 | eff(%): 19.709 | loglstar: -inf < -163.606 < inf | logz: -170.371 +/- 0.253 | dlogz: 155.229 > 0.109
iter: 272 | bound: 0 | nc: 1 | ncall: 1376 | eff(%): 19.767 | loglstar: -inf < -160.950 < inf | logz: -168.683 +/- 0.265 | dlogz: 154.362 > 0.109
iter: 273 | bound: 0 | nc: 16 | ncall: 1392 | eff(%): 19.612 | loglstar: -inf < -159.517 < inf | logz: -167.091 +/- 0.262 | dlogz: 152.664 > 0.109
iter: 274 | bound: 0 | nc: 7 | ncall: 1399 | eff(%): 19.585 | loglstar: -inf < -159.459 < inf | logz: -166.253 +/- 0.254 | dlogz: 151.061 > 0.109
iter: 275 | bound: 0 | nc: 4 | ncall: 1403 | eff(%): 19.601 | loglstar: -inf < -156.033 < inf | logz: -163.932 +/- 0.272 | dlogz: 150.214 > 0.109
iter: 276 | bound: 0 | nc: 2 | ncall: 1405 | eff(%): 19.644 | loglstar: -inf < -153.693 < inf | logz: -161.549 +/- 0.272 | dlogz: 147.883 > 0.109
iter: 277 | bound: 0 | nc: 10 | ncall: 1415 | eff(%): 19.576 | loglstar: -inf < -153.171 < inf | logz: -160.385 +/- 0.260 | dlogz: 145.490 > 0.109
iter: 278 | bound: 0 | nc: 10 | ncall: 1425 | eff(%): 19.509 | loglstar: -inf < -153.060 < inf | logz: -159.741 +/- 0.252 | dlogz: 144.316 > 0.109
iter: 279 | bound: 0 | nc: 46 | ncall: 1471 | eff(%): 18.967 | loglstar: -inf < -152.887 < inf | logz: -159.307 +/- 0.246 | dlogz: 143.662 > 0.109
iter: 280 | bound: 0 | nc: 13 | ncall: 1484 | eff(%): 18.868 | loglstar: -inf < -151.883 < inf | logz: -158.773 +/- 0.244 | dlogz: 143.218 > 0.109
iter: 281 | bound: 0 | nc: 11 | ncall: 1495 | eff(%): 18.796 | loglstar: -inf < -151.552 < inf | logz: -158.232 +/- 0.242 | dlogz: 142.674 > 0.109
iter: 282 | bound: 0 | nc: 10 | ncall: 1505 | eff(%): 18.738 | loglstar: -inf < -150.633 < inf | logz: -157.620 +/- 0.243 | dlogz: 142.123 > 0.109
iter: 283 | bound: 0 | nc: 7 | ncall: 1512 | eff(%): 18.717 | loglstar: -inf < -147.915 < inf | logz: -155.791 +/- 0.266 | dlogz: 141.502 > 0.109
iter: 284 | bound: 0 | nc: 8 | ncall: 1520 | eff(%): 18.684 | loglstar: -inf < -147.844 < inf | logz: -154.829 +/- 0.257 | dlogz: 139.662 > 0.109
iter: 285 | bound: 0 | nc: 9 | ncall: 1529 | eff(%): 18.640 | loglstar: -inf < -147.724 < inf | logz: -154.314 +/- 0.250 | dlogz: 138.690 > 0.109
iter: 286 | bound: 0 | nc: 12 | ncall: 1541 | eff(%): 18.559 | loglstar: -inf < -146.976 < inf | logz: -153.808 +/- 0.247 | dlogz: 138.165 > 0.109
iter: 287 | bound: 0 | nc: 2 | ncall: 1543 | eff(%): 18.600 | loglstar: -inf < -146.452 < inf | logz: -153.268 +/- 0.244 | dlogz: 137.650 > 0.109
iter: 288 | bound: 0 | nc: 27 | ncall: 1570 | eff(%): 18.344 | loglstar: -inf < -145.797 < inf | logz: -152.703 +/- 0.244 | dlogz: 137.099 > 0.109
iter: 289 | bound: 0 | nc: 5 | ncall: 1575 | eff(%): 18.349 | loglstar: -inf < -143.545 < inf | logz: -151.328 +/- 0.260 | dlogz: 136.524 > 0.109
iter: 290 | bound: 0 | nc: 7 | ncall: 1582 | eff(%): 18.331 | loglstar: -inf < -143.365 < inf | logz: -150.423 +/- 0.255 | dlogz: 135.139 > 0.109
iter: 291 | bound: 0 | nc: 1 | ncall: 1583 | eff(%): 18.383 | loglstar: -inf < -142.647 < inf | logz: -149.740 +/- 0.251 | dlogz: 134.225 > 0.109
iter: 292 | bound: 0 | nc: 8 | ncall: 1591 | eff(%): 18.353 | loglstar: -inf < -142.150 < inf | logz: -149.114 +/- 0.249 | dlogz: 133.532 > 0.109
iter: 293 | bound: 0 | nc: 6 | ncall: 1597 | eff(%): 18.347 | loglstar: -inf < -141.872 < inf | logz: -148.604 +/- 0.246 | dlogz: 132.896 > 0.109
iter: 294 | bound: 0 | nc: 12 | ncall: 1609 | eff(%): 18.272 | loglstar: -inf < -138.872 < inf | logz: -146.856 +/- 0.268 | dlogz: 132.376 > 0.109
iter: 295 | bound: 0 | nc: 17 | ncall: 1626 | eff(%): 18.143 | loglstar: -inf < -138.712 < inf | logz: -145.865 +/- 0.259 | dlogz: 130.618 > 0.109
iter: 296 | bound: 0 | nc: 1 | ncall: 1627 | eff(%): 18.193 | loglstar: -inf < -136.876 < inf | logz: -144.629 +/- 0.263 | dlogz: 129.617 > 0.109
iter: 297 | bound: 0 | nc: 48 | ncall: 1675 | eff(%): 17.731 | loglstar: -inf < -135.597 < inf | logz: -143.298 +/- 0.263 | dlogz: 128.371 > 0.109
iter: 298 | bound: 0 | nc: 20 | ncall: 1695 | eff(%): 17.581 | loglstar: -inf < -134.738 < inf | logz: -142.228 +/- 0.259 | dlogz: 127.030 > 0.109
iter: 299 | bound: 0 | nc: 1 | ncall: 1696 | eff(%): 17.630 | loglstar: -inf < -133.499 < inf | logz: -141.118 +/- 0.260 | dlogz: 125.950 > 0.109
iter: 300 | bound: 0 | nc: 46 | ncall: 1742 | eff(%): 17.222 | loglstar: -inf < -132.384 < inf | logz: -139.992 +/- 0.260 | dlogz: 124.830 > 0.109
iter: 301 | bound: 0 | nc: 9 | ncall: 1751 | eff(%): 17.190 | loglstar: -inf < -131.789 < inf | logz: -139.109 +/- 0.256 | dlogz: 123.694 > 0.109
iter: 302 | bound: 0 | nc: 25 | ncall: 1776 | eff(%): 17.005 | loglstar: -inf < -131.617 < inf | logz: -138.511 +/- 0.252 | dlogz: 122.801 > 0.109
iter: 303 | bound: 0 | nc: 10 | ncall: 1786 | eff(%): 16.965 | loglstar: -inf < -130.746 < inf | logz: -137.912 +/- 0.250 | dlogz: 122.194 > 0.109
iter: 304 | bound: 0 | nc: 14 | ncall: 1800 | eff(%): 16.889 | loglstar: -inf < -128.081 < inf | logz: -136.149 +/- 0.270 | dlogz: 121.585 > 0.109
iter: 305 | bound: 0 | nc: 1 | ncall: 1801 | eff(%): 16.935 | loglstar: -inf < -127.031 < inf | logz: -134.773 +/- 0.265 | dlogz: 119.812 > 0.109
iter: 306 | bound: 0 | nc: 39 | ncall: 1840 | eff(%): 16.630 | loglstar: -inf < -124.808 < inf | logz: -132.884 +/- 0.272 | dlogz: 118.426 > 0.109
iter: 307 | bound: 0 | nc: 23 | ncall: 1863 | eff(%): 16.479 | loglstar: -inf < -124.204 < inf | logz: -131.739 +/- 0.264 | dlogz: 116.527 > 0.109
iter: 308 | bound: 0 | nc: 13 | ncall: 1876 | eff(%): 16.418 | loglstar: -inf < -123.258 < inf | logz: -130.798 +/- 0.260 | dlogz: 115.371 > 0.109
iter: 309 | bound: 0 | nc: 2 | ncall: 1878 | eff(%): 16.454 | loglstar: -inf < -122.599 < inf | logz: -129.976 +/- 0.257 | dlogz: 114.421 > 0.109
iter: 310 | bound: 0 | nc: 47 | ncall: 1925 | eff(%): 16.104 | loglstar: -inf < -121.898 < inf | logz: -129.232 +/- 0.255 | dlogz: 113.589 > 0.109
iter: 311 | bound: 0 | nc: 17 | ncall: 1942 | eff(%): 16.014 | loglstar: -inf < -120.897 < inf | logz: -128.403 +/- 0.256 | dlogz: 112.835 > 0.109
iter: 312 | bound: 0 | nc: 15 | ncall: 1957 | eff(%): 15.943 | loglstar: -inf < -120.777 < inf | logz: -127.779 +/- 0.252 | dlogz: 111.996 > 0.109
iter: 313 | bound: 0 | nc: 67 | ncall: 2024 | eff(%): 15.464 | loglstar: -inf < -119.641 < inf | logz: -127.084 +/- 0.253 | dlogz: 111.361 > 0.109
iter: 314 | bound: 0 | nc: 6 | ncall: 2030 | eff(%): 15.468 | loglstar: -inf < -119.536 < inf | logz: -126.500 +/- 0.251 | dlogz: 110.657 > 0.109
iter: 315 | bound: 0 | nc: 103 | ncall: 2133 | eff(%): 14.768 | loglstar: -inf < -118.985 < inf | logz: -126.012 +/- 0.249 | dlogz: 110.063 > 0.109
iter: 316 | bound: 0 | nc: 27 | ncall: 2160 | eff(%): 14.630 | loglstar: -inf < -117.847 < inf | logz: -125.319 +/- 0.252 | dlogz: 109.565 > 0.109
iter: 317 | bound: 0 | nc: 5 | ncall: 2165 | eff(%): 14.642 | loglstar: -inf < -117.224 < inf | logz: -124.589 +/- 0.253 | dlogz: 108.862 > 0.109
iter: 318 | bound: 0 | nc: 12 | ncall: 2177 | eff(%): 14.607 | loglstar: -inf < -115.119 < inf | logz: -123.185 +/- 0.267 | dlogz: 108.122 > 0.109
iter: 319 | bound: 0 | nc: 21 | ncall: 2198 | eff(%): 14.513 | loglstar: -inf < -114.761 < inf | logz: -122.222 +/- 0.262 | dlogz: 106.708 > 0.109
iter: 320 | bound: 0 | nc: 10 | ncall: 2208 | eff(%): 14.493 | loglstar: -inf < -111.368 < inf | logz: -119.731 +/- 0.281 | dlogz: 105.736 > 0.109
iter: 321 | bound: 0 | nc: 4 | ncall: 2212 | eff(%): 14.512 | loglstar: -inf < -111.325 < inf | logz: -118.703 +/- 0.268 | dlogz: 103.234 > 0.109
iter: 322 | bound: 0 | nc: 3 | ncall: 2215 | eff(%): 14.537 | loglstar: -inf < -111.150 < inf | logz: -118.165 +/- 0.260 | dlogz: 102.196 > 0.109
iter: 323 | bound: 0 | nc: 38 | ncall: 2253 | eff(%): 14.336 | loglstar: -inf < -110.445 < inf | logz: -117.648 +/- 0.255 | dlogz: 101.649 > 0.109
iter: 324 | bound: 0 | nc: 9 | ncall: 2262 | eff(%): 14.324 | loglstar: -inf < -109.526 < inf | logz: -116.987 +/- 0.255 | dlogz: 101.122 > 0.109
iter: 325 | bound: 0 | nc: 31 | ncall: 2293 | eff(%): 14.174 | loglstar: -inf < -109.190 < inf | logz: -116.387 +/- 0.253 | dlogz: 100.450 > 0.109
iter: 326 | bound: 0 | nc: 5 | ncall: 2298 | eff(%): 14.186 | loglstar: -inf < -107.015 < inf | logz: -115.119 +/- 0.266 | dlogz: 99.840 > 0.109
iter: 327 | bound: 0 | nc: 32 | ncall: 2330 | eff(%): 14.034 | loglstar: -inf < -105.056 < inf | logz: -113.300 +/- 0.274 | dlogz: 98.563 > 0.109
iter: 328 | bound: 0 | nc: 121 | ncall: 2451 | eff(%): 13.382 | loglstar: -inf < -103.915 < inf | logz: -111.913 +/- 0.270 | dlogz: 96.733 > 0.109
iter: 329 | bound: 0 | nc: 13 | ncall: 2464 | eff(%): 13.352 | loglstar: -inf < -102.768 < inf | logz: -110.708 +/- 0.268 | dlogz: 95.336 > 0.109
iter: 330 | bound: 0 | nc: 18 | ncall: 2482 | eff(%): 13.296 | loglstar: -inf < -102.402 < inf | logz: -109.881 +/- 0.262 | dlogz: 94.121 > 0.109
iter: 331 | bound: 0 | nc: 4 | ncall: 2486 | eff(%): 13.315 | loglstar: -inf < -102.396 < inf | logz: -109.375 +/- 0.257 | dlogz: 93.285 > 0.109
iter: 332 | bound: 0 | nc: 54 | ncall: 2540 | eff(%): 13.071 | loglstar: -inf < -101.657 < inf | logz: -108.898 +/- 0.254 | dlogz: 92.769 > 0.109
iter: 333 | bound: 0 | nc: 20 | ncall: 2560 | eff(%): 13.008 | loglstar: -inf < -101.500 < inf | logz: -108.459 +/- 0.251 | dlogz: 92.282 > 0.109
iter: 334 | bound: 0 | nc: 28 | ncall: 2588 | eff(%): 12.906 | loglstar: -inf < -100.833 < inf | logz: -108.015 +/- 0.250 | dlogz: 91.833 > 0.109
iter: 335 | bound: 0 | nc: 29 | ncall: 2617 | eff(%): 12.801 | loglstar: -inf < -98.983 < inf | logz: -107.012 +/- 0.261 | dlogz: 91.379 > 0.109
iter: 336 | bound: 0 | nc: 22 | ncall: 2639 | eff(%): 12.732 | loglstar: -inf < -98.798 < inf | logz: -106.226 +/- 0.259 | dlogz: 90.366 > 0.109
iter: 337 | bound: 0 | nc: 1 | ncall: 2640 | eff(%): 12.765 | loglstar: -inf < -98.466 < inf | logz: -105.693 +/- 0.256 | dlogz: 89.570 > 0.109
iter: 338 | bound: 0 | nc: 2 | ncall: 2642 | eff(%): 12.793 | loglstar: -inf < -98.291 < inf | logz: -105.273 +/- 0.253 | dlogz: 89.027 > 0.109
iter: 339 | bound: 0 | nc: 7 | ncall: 2649 | eff(%): 12.797 | loglstar: -inf < -96.663 < inf | logz: -104.519 +/- 0.258 | dlogz: 88.597 > 0.109
iter: 340 | bound: 0 | nc: 5 | ncall: 2654 | eff(%): 12.811 | loglstar: -inf < -94.889 < inf | logz: -103.128 +/- 0.270 | dlogz: 87.834 > 0.109
iter: 341 | bound: 0 | nc: 52 | ncall: 2706 | eff(%): 12.602 | loglstar: -inf < -93.271 < inf | logz: -101.550 +/- 0.274 | dlogz: 86.432 > 0.109
iter: 342 | bound: 0 | nc: 26 | ncall: 2732 | eff(%): 12.518 | loglstar: -inf < -92.115 < inf | logz: -100.232 +/- 0.271 | dlogz: 84.845 > 0.109
iter: 343 | bound: 0 | nc: 15 | ncall: 2747 | eff(%): 12.486 | loglstar: -inf < -90.991 < inf | logz: -99.053 +/- 0.270 | dlogz: 83.516 > 0.109
iter: 344 | bound: 0 | nc: 66 | ncall: 2813 | eff(%): 12.229 | loglstar: -inf < -90.318 < inf | logz: -98.124 +/- 0.266 | dlogz: 82.327 > 0.109
iter: 345 | bound: 0 | nc: 37 | ncall: 2850 | eff(%): 12.105 | loglstar: -inf < -89.983 < inf | logz: -97.456 +/- 0.262 | dlogz: 81.389 > 0.109
iter: 346 | bound: 0 | nc: 47 | ncall: 2897 | eff(%): 11.943 | loglstar: -inf < -89.811 < inf | logz: -96.976 +/- 0.257 | dlogz: 80.710 > 0.109
iter: 347 | bound: 0 | nc: 29 | ncall: 2926 | eff(%): 11.859 | loglstar: -inf < -89.655 < inf | logz: -96.609 +/- 0.254 | dlogz: 80.221 > 0.109
iter: 348 | bound: 0 | nc: 35 | ncall: 2961 | eff(%): 11.753 | loglstar: -inf < -89.609 < inf | logz: -96.319 +/- 0.251 | dlogz: 79.843 > 0.109
iter: 349 | bound: 0 | nc: 41 | ncall: 3002 | eff(%): 11.626 | loglstar: -inf < -89.370 < inf | logz: -96.065 +/- 0.248 | dlogz: 79.544 > 0.109
iter: 350 | bound: 0 | nc: 24 | ncall: 3026 | eff(%): 11.566 | loglstar: -inf < -88.683 < inf | logz: -95.750 +/- 0.247 | dlogz: 79.280 > 0.109
iter: 351 | bound: 0 | nc: 76 | ncall: 3102 | eff(%): 11.315 | loglstar: -inf < -88.396 < inf | logz: -95.402 +/- 0.246 | dlogz: 78.954 > 0.109
iter: 352 | bound: 0 | nc: 79 | ncall: 3181 | eff(%): 11.066 | loglstar: -inf < -86.285 < inf | logz: -94.471 +/- 0.261 | dlogz: 78.597 > 0.109
iter: 353 | bound: 0 | nc: 1 | ncall: 3182 | eff(%): 11.094 | loglstar: -inf < -85.894 < inf | logz: -93.626 +/- 0.262 | dlogz: 77.655 > 0.109
iter: 354 | bound: 0 | nc: 3 | ncall: 3185 | eff(%): 11.115 | loglstar: -inf < -85.644 < inf | logz: -93.056 +/- 0.259 | dlogz: 76.801 > 0.109
iter: 355 | bound: 0 | nc: 27 | ncall: 3212 | eff(%): 11.052 | loglstar: -inf < -85.231 < inf | logz: -92.581 +/- 0.257 | dlogz: 76.221 > 0.109
iter: 356 | bound: 0 | nc: 139 | ncall: 3351 | eff(%): 10.624 | loglstar: -inf < -84.330 < inf | logz: -92.005 +/- 0.257 | dlogz: 75.736 > 0.109
iter: 357 | bound: 0 | nc: 79 | ncall: 3430 | eff(%): 10.408 | loglstar: -inf < -84.113 < inf | logz: -91.479 +/- 0.256 | dlogz: 75.150 > 0.109
iter: 358 | bound: 0 | nc: 101 | ncall: 3531 | eff(%): 10.139 | loglstar: -inf < -84.038 < inf | logz: -91.096 +/- 0.254 | dlogz: 74.614 > 0.109
iter: 359 | bound: 0 | nc: 17 | ncall: 3548 | eff(%): 10.118 | loglstar: -inf < -83.969 < inf | logz: -90.805 +/- 0.251 | dlogz: 74.221 > 0.109
iter: 360 | bound: 0 | nc: 60 | ncall: 3608 | eff(%): 9.978 | loglstar: -inf < -83.775 < inf | logz: -90.553 +/- 0.249 | dlogz: 73.920 > 0.109
iter: 361 | bound: 1 | nc: 41 | ncall: 3649 | eff(%): 9.893 | loglstar: -inf < -83.689 < inf | logz: -90.328 +/- 0.247 | dlogz: 73.658 > 0.109
iter: 362 | bound: 1 | nc: 9 | ncall: 3658 | eff(%): 9.896 | loglstar: -inf < -83.515 < inf | logz: -90.122 +/- 0.245 | dlogz: 73.423 > 0.109
iter: 363 | bound: 2 | nc: 94 | ncall: 3752 | eff(%): 9.675 | loglstar: -inf < -82.945 < inf | logz: -89.878 +/- 0.244 | dlogz: 73.207 > 0.109
iter: 364 | bound: 2 | nc: 63 | ncall: 3815 | eff(%): 9.541 | loglstar: -inf < -82.817 < inf | logz: -89.621 +/- 0.243 | dlogz: 72.953 > 0.109
iter: 365 | bound: 2 | nc: 29 | ncall: 3844 | eff(%): 9.495 | loglstar: -inf < -82.298 < inf | logz: -89.344 +/- 0.244 | dlogz: 72.686 > 0.109
iter: 366 | bound: 3 | nc: 57 | ncall: 3901 | eff(%): 9.382 | loglstar: -inf < -81.786 < inf | logz: -89.006 +/- 0.245 | dlogz: 72.399 > 0.109
iter: 367 | bound: 3 | nc: 21 | ncall: 3922 | eff(%): 9.357 | loglstar: -inf < -80.929 < inf | logz: -88.539 +/- 0.249 | dlogz: 72.052 > 0.109
iter: 368 | bound: 3 | nc: 8 | ncall: 3930 | eff(%): 9.364 | loglstar: -inf < -80.455 < inf | logz: -88.023 +/- 0.252 | dlogz: 71.575 > 0.109
iter: 369 | bound: 3 | nc: 3 | ncall: 3933 | eff(%): 9.382 | loglstar: -inf < -80.303 < inf | logz: -87.596 +/- 0.252 | dlogz: 71.049 > 0.109
iter: 370 | bound: 3 | nc: 17 | ncall: 3950 | eff(%): 9.367 | loglstar: -inf < -79.921 < inf | logz: -87.220 +/- 0.252 | dlogz: 70.612 > 0.109
iter: 371 | bound: 3 | nc: 21 | ncall: 3971 | eff(%): 9.343 | loglstar: -inf < -78.862 < inf | logz: -86.680 +/- 0.255 | dlogz: 70.226 > 0.109
iter: 372 | bound: 4 | nc: 59 | ncall: 4030 | eff(%): 9.231 | loglstar: -inf < -78.797 < inf | logz: -86.189 +/- 0.256 | dlogz: 69.676 > 0.109
iter: 373 | bound: 5 | nc: 100 | ncall: 4130 | eff(%): 9.031 | loglstar: -inf < -78.668 < inf | logz: -85.836 +/- 0.254 | dlogz: 69.175 > 0.109
iter: 374 | bound: 5 | nc: 31 | ncall: 4161 | eff(%): 8.988 | loglstar: -inf < -78.624 < inf | logz: -85.557 +/- 0.252 | dlogz: 68.811 > 0.109
iter: 375 | bound: 5 | nc: 5 | ncall: 4166 | eff(%): 9.001 | loglstar: -inf < -78.574 < inf | logz: -85.332 +/- 0.250 | dlogz: 68.523 > 0.109
iter: 376 | bound: 5 | nc: 23 | ncall: 4189 | eff(%): 8.976 | loglstar: -inf < -78.264 < inf | logz: -85.116 +/- 0.248 | dlogz: 68.288 > 0.109
iter: 377 | bound: 5 | nc: 5 | ncall: 4194 | eff(%): 8.989 | loglstar: -inf < -77.257 < inf | logz: -84.769 +/- 0.249 | dlogz: 68.062 > 0.109
iter: 378 | bound: 5 | nc: 21 | ncall: 4215 | eff(%): 8.968 | loglstar: -inf < -77.235 < inf | logz: -84.411 +/- 0.250 | dlogz: 67.705 > 0.109
iter: 379 | bound: 5 | nc: 8 | ncall: 4223 | eff(%): 8.975 | loglstar: -inf < -77.139 < inf | logz: -84.136 +/- 0.249 | dlogz: 67.337 > 0.109
iter: 380 | bound: 5 | nc: 4 | ncall: 4227 | eff(%): 8.990 | loglstar: -inf < -76.884 < inf | logz: -83.885 +/- 0.248 | dlogz: 67.052 > 0.109
iter: 381 | bound: 6 | nc: 10 | ncall: 4237 | eff(%): 8.992 | loglstar: -inf < -76.574 < inf | logz: -83.628 +/- 0.247 | dlogz: 66.791 > 0.109
iter: 382 | bound: 6 | nc: 16 | ncall: 4253 | eff(%): 8.982 | loglstar: -inf < -76.368 < inf | logz: -83.375 +/- 0.247 | dlogz: 66.525 > 0.109
iter: 383 | bound: 6 | nc: 14 | ncall: 4267 | eff(%): 8.976 | loglstar: -inf < -76.219 < inf | logz: -83.141 +/- 0.246 | dlogz: 66.261 > 0.109
iter: 384 | bound: 6 | nc: 19 | ncall: 4286 | eff(%): 8.959 | loglstar: -inf < -76.019 < inf | logz: -82.920 +/- 0.245 | dlogz: 66.017 > 0.109
iter: 385 | bound: 7 | nc: 100 | ncall: 4386 | eff(%): 8.778 | loglstar: -inf < -75.902 < inf | logz: -82.714 +/- 0.245 | dlogz: 65.787 > 0.109
iter: 386 | bound: 7 | nc: 46 | ncall: 4432 | eff(%): 8.709 | loglstar: -inf < -75.711 < inf | logz: -82.519 +/- 0.244 | dlogz: 65.571 > 0.109
iter: 387 | bound: 7 | nc: 16 | ncall: 4448 | eff(%): 8.701 | loglstar: -inf < -75.277 < inf | logz: -82.300 +/- 0.244 | dlogz: 65.365 > 0.109
iter: 388 | bound: 7 | nc: 9 | ncall: 4457 | eff(%): 8.705 | loglstar: -inf < -75.054 < inf | logz: -82.064 +/- 0.244 | dlogz: 65.137 > 0.109
iter: 389 | bound: 7 | nc: 1 | ncall: 4458 | eff(%): 8.726 | loglstar: -inf < -74.330 < inf | logz: -81.761 +/- 0.246 | dlogz: 64.891 > 0.109
iter: 390 | bound: 7 | nc: 15 | ncall: 4473 | eff(%): 8.719 | loglstar: -inf < -73.336 < inf | logz: -81.264 +/- 0.252 | dlogz: 64.578 > 0.109
iter: 391 | bound: 8 | nc: 40 | ncall: 4513 | eff(%): 8.664 | loglstar: -inf < -73.164 < inf | logz: -80.781 +/- 0.255 | dlogz: 64.070 > 0.109
iter: 392 | bound: 8 | nc: 13 | ncall: 4526 | eff(%): 8.661 | loglstar: -inf < -73.098 < inf | logz: -80.427 +/- 0.255 | dlogz: 63.578 > 0.109
iter: 393 | bound: 8 | nc: 59 | ncall: 4585 | eff(%): 8.571 | loglstar: -inf < -73.094 < inf | logz: -80.160 +/- 0.253 | dlogz: 63.214 > 0.109
iter: 394 | bound: 9 | nc: 98 | ncall: 4683 | eff(%): 8.413 | loglstar: -inf < -72.551 < inf | logz: -79.885 +/- 0.252 | dlogz: 62.937 > 0.109
iter: 395 | bound: 9 | nc: 10 | ncall: 4693 | eff(%): 8.417 | loglstar: -inf < -72.378 < inf | logz: -79.601 +/- 0.252 | dlogz: 62.652 > 0.109
iter: 396 | bound: 9 | nc: 58 | ncall: 4751 | eff(%): 8.335 | loglstar: -inf < -72.146 < inf | logz: -79.338 +/- 0.251 | dlogz: 62.358 > 0.109
iter: 397 | bound: 9 | nc: 2 | ncall: 4753 | eff(%): 8.353 | loglstar: -inf < -72.021 < inf | logz: -79.096 +/- 0.250 | dlogz: 62.085 > 0.109
iter: 398 | bound: 9 | nc: 5 | ncall: 4758 | eff(%): 8.365 | loglstar: -inf < -71.898 < inf | logz: -78.881 +/- 0.249 | dlogz: 61.834 > 0.109
iter: 399 | bound: 9 | nc: 11 | ncall: 4769 | eff(%): 8.367 | loglstar: -inf < -71.165 < inf | logz: -78.609 +/- 0.250 | dlogz: 61.608 > 0.109
iter: 400 | bound: 10 | nc: 30 | ncall: 4799 | eff(%): 8.335 | loglstar: -inf < -70.956 < inf | logz: -78.304 +/- 0.250 | dlogz: 61.326 > 0.109
iter: 401 | bound: 10 | nc: 98 | ncall: 4897 | eff(%): 8.189 | loglstar: -inf < -70.895 < inf | logz: -78.044 +/- 0.250 | dlogz: 61.011 > 0.109
iter: 402 | bound: 10 | nc: 1 | ncall: 4898 | eff(%): 8.207 | loglstar: -inf < -70.771 < inf | logz: -77.822 +/- 0.249 | dlogz: 60.742 > 0.109
iter: 403 | bound: 11 | nc: 187 | ncall: 5085 | eff(%): 7.925 | loglstar: -inf < -70.750 < inf | logz: -77.630 +/- 0.248 | dlogz: 60.510 > 0.109
iter: 404 | bound: 11 | nc: 11 | ncall: 5096 | eff(%): 7.928 | loglstar: -inf < -70.528 < inf | logz: -77.451 +/- 0.247 | dlogz: 60.308 > 0.109
iter: 405 | bound: 11 | nc: 14 | ncall: 5110 | eff(%): 7.926 | loglstar: -inf < -70.425 < inf | logz: -77.277 +/- 0.247 | dlogz: 60.118 > 0.109
iter: 406 | bound: 11 | nc: 1 | ncall: 5111 | eff(%): 7.944 | loglstar: -inf < -70.375 < inf | logz: -77.119 +/- 0.246 | dlogz: 59.934 > 0.109
iter: 407 | bound: 11 | nc: 2 | ncall: 5113 | eff(%): 7.960 | loglstar: -inf < -69.972 < inf | logz: -76.950 +/- 0.245 | dlogz: 59.767 > 0.109
iter: 408 | bound: 11 | nc: 39 | ncall: 5152 | eff(%): 7.919 | loglstar: -inf < -69.550 < inf | logz: -76.740 +/- 0.245 | dlogz: 59.587 > 0.109
iter: 409 | bound: 11 | nc: 18 | ncall: 5170 | eff(%): 7.911 | loglstar: -inf < -69.473 < inf | logz: -76.528 +/- 0.246 | dlogz: 59.367 > 0.109
iter: 410 | bound: 12 | nc: 40 | ncall: 5210 | eff(%): 7.869 | loglstar: -inf < -69.420 < inf | logz: -76.345 +/- 0.245 | dlogz: 59.146 > 0.109
iter: 411 | bound: 12 | nc: 12 | ncall: 5222 | eff(%): 7.871 | loglstar: -inf < -69.088 < inf | logz: -76.159 +/- 0.245 | dlogz: 58.952 > 0.109
iter: 412 | bound: 12 | nc: 62 | ncall: 5284 | eff(%): 7.797 | loglstar: -inf < -69.050 < inf | logz: -75.978 +/- 0.245 | dlogz: 58.757 > 0.109
iter: 413 | bound: 12 | nc: 9 | ncall: 5293 | eff(%): 7.803 | loglstar: -inf < -68.786 < inf | logz: -75.801 +/- 0.245 | dlogz: 58.565 > 0.109
iter: 414 | bound: 13 | nc: 19 | ncall: 5312 | eff(%): 7.794 | loglstar: -inf < -68.396 < inf | logz: -75.599 +/- 0.245 | dlogz: 58.379 > 0.109
iter: 415 | bound: 13 | nc: 16 | ncall: 5328 | eff(%): 7.789 | loglstar: -inf < -68.059 < inf | logz: -75.368 +/- 0.246 | dlogz: 58.167 > 0.109
iter: 416 | bound: 13 | nc: 5 | ncall: 5333 | eff(%): 7.800 | loglstar: -inf < -67.576 < inf | logz: -75.097 +/- 0.248 | dlogz: 57.926 > 0.109
iter: 417 | bound: 14 | nc: 85 | ncall: 5418 | eff(%): 7.697 | loglstar: -inf < -66.765 < inf | logz: -74.709 +/- 0.253 | dlogz: 57.645 > 0.109
iter: 418 | bound: 14 | nc: 41 | ncall: 5459 | eff(%): 7.657 | loglstar: -inf < -66.683 < inf | logz: -74.331 +/- 0.255 | dlogz: 57.247 > 0.109
iter: 419 | bound: 15 | nc: 117 | ncall: 5576 | eff(%): 7.514 | loglstar: -inf < -66.059 < inf | logz: -73.950 +/- 0.257 | dlogz: 56.859 > 0.109
iter: 420 | bound: 15 | nc: 4 | ncall: 5580 | eff(%): 7.527 | loglstar: -inf < -66.053 < inf | logz: -73.606 +/- 0.257 | dlogz: 56.468 > 0.109
iter: 421 | bound: 15 | nc: 41 | ncall: 5621 | eff(%): 7.490 | loglstar: -inf < -65.805 < inf | logz: -73.321 +/- 0.257 | dlogz: 56.114 > 0.109
iter: 422 | bound: 15 | nc: 15 | ncall: 5636 | eff(%): 7.488 | loglstar: -inf < -65.628 < inf | logz: -73.057 +/- 0.256 | dlogz: 55.819 > 0.109
iter: 423 | bound: 15 | nc: 34 | ncall: 5670 | eff(%): 7.460 | loglstar: -inf < -64.827 < inf | logz: -72.718 +/- 0.257 | dlogz: 55.545 > 0.109
iter: 424 | bound: 15 | nc: 3 | ncall: 5673 | eff(%): 7.474 | loglstar: -inf < -64.349 < inf | logz: -72.303 +/- 0.259 | dlogz: 55.196 > 0.109
iter: 425 | bound: 16 | nc: 72 | ncall: 5745 | eff(%): 7.398 | loglstar: -inf < -63.976 < inf | logz: -71.892 +/- 0.261 | dlogz: 54.772 > 0.109
iter: 426 | bound: 16 | nc: 76 | ncall: 5821 | eff(%): 7.318 | loglstar: -inf < -62.957 < inf | logz: -71.335 +/- 0.265 | dlogz: 54.350 > 0.109
iter: 427 | bound: 16 | nc: 15 | ncall: 5836 | eff(%): 7.317 | loglstar: -inf < -62.799 < inf | logz: -70.820 +/- 0.266 | dlogz: 53.784 > 0.109
iter: 428 | bound: 16 | nc: 4 | ncall: 5840 | eff(%): 7.329 | loglstar: -inf < -62.770 < inf | logz: -70.457 +/- 0.264 | dlogz: 53.258 > 0.109
iter: 429 | bound: 16 | nc: 1 | ncall: 5841 | eff(%): 7.345 | loglstar: -inf < -62.608 < inf | logz: -70.171 +/- 0.263 | dlogz: 52.886 > 0.109
iter: 430 | bound: 17 | nc: 52 | ncall: 5893 | eff(%): 7.297 | loglstar: -inf < -62.291 < inf | logz: -69.896 +/- 0.261 | dlogz: 52.589 > 0.109
iter: 431 | bound: 17 | nc: 94 | ncall: 5987 | eff(%): 7.199 | loglstar: -inf < -62.278 < inf | logz: -69.651 +/- 0.260 | dlogz: 52.304 > 0.109
iter: 432 | bound: 18 | nc: 30 | ncall: 6017 | eff(%): 7.180 | loglstar: -inf < -62.012 < inf | logz: -69.428 +/- 0.258 | dlogz: 52.050 > 0.109
iter: 433 | bound: 18 | nc: 8 | ncall: 6025 | eff(%): 7.187 | loglstar: -inf < -62.006 < inf | logz: -69.226 +/- 0.257 | dlogz: 51.817 > 0.109
iter: 434 | bound: 18 | nc: 26 | ncall: 6051 | eff(%): 7.172 | loglstar: -inf < -61.481 < inf | logz: -69.007 +/- 0.256 | dlogz: 51.605 > 0.109
iter: 435 | bound: 19 | nc: 130 | ncall: 6181 | eff(%): 7.038 | loglstar: -inf < -61.315 < inf | logz: -68.770 +/- 0.256 | dlogz: 51.376 > 0.109
iter: 436 | bound: 19 | nc: 58 | ncall: 6239 | eff(%): 6.988 | loglstar: -inf < -61.093 < inf | logz: -68.544 +/- 0.255 | dlogz: 51.129 > 0.109
iter: 437 | bound: 20 | nc: 56 | ncall: 6295 | eff(%): 6.942 | loglstar: -inf < -60.646 < inf | logz: -68.293 +/- 0.255 | dlogz: 50.893 > 0.109
iter: 438 | bound: 20 | nc: 84 | ncall: 6379 | eff(%): 6.866 | loglstar: -inf < -60.640 < inf | logz: -68.055 +/- 0.255 | dlogz: 50.632 > 0.109
iter: 439 | bound: 20 | nc: 12 | ncall: 6391 | eff(%): 6.869 | loglstar: -inf < -60.419 < inf | logz: -67.843 +/- 0.255 | dlogz: 50.384 > 0.109
iter: 440 | bound: 21 | nc: 128 | ncall: 6519 | eff(%): 6.750 | loglstar: -inf < -60.047 < inf | logz: -67.613 +/- 0.255 | dlogz: 50.162 > 0.109
iter: 441 | bound: 21 | nc: 11 | ncall: 6530 | eff(%): 6.753 | loglstar: -inf < -59.842 < inf | logz: -67.376 +/- 0.255 | dlogz: 49.923 > 0.109
iter: 442 | bound: 21 | nc: 20 | ncall: 6550 | eff(%): 6.748 | loglstar: -inf < -59.532 < inf | logz: -67.136 +/- 0.255 | dlogz: 49.676 > 0.109
iter: 443 | bound: 21 | nc: 33 | ncall: 6583 | eff(%): 6.729 | loglstar: -inf < -59.475 < inf | logz: -66.912 +/- 0.255 | dlogz: 49.425 > 0.109
iter: 444 | bound: 21 | nc: 27 | ncall: 6610 | eff(%): 6.717 | loglstar: -inf < -59.133 < inf | logz: -66.691 +/- 0.255 | dlogz: 49.191 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 445 | bound: 22 | nc: 168 | ncall: 6778 | eff(%): 6.565 | loglstar: -inf < -59.124 < inf | logz: -66.484 +/- 0.255 | dlogz: 48.961 > 0.109
iter: 446 | bound: 22 | nc: 23 | ncall: 6801 | eff(%): 6.558 | loglstar: -inf < -59.112 < inf | logz: -66.313 +/- 0.254 | dlogz: 48.744 > 0.109
iter: 447 | bound: 22 | nc: 75 | ncall: 6876 | eff(%): 6.501 | loglstar: -inf < -59.055 < inf | logz: -66.163 +/- 0.253 | dlogz: 48.562 > 0.109
iter: 448 | bound: 23 | nc: 18 | ncall: 6894 | eff(%): 6.498 | loglstar: -inf < -58.798 < inf | logz: -66.013 +/- 0.252 | dlogz: 48.403 > 0.109
iter: 449 | bound: 24 | nc: 217 | ncall: 7111 | eff(%): 6.314 | loglstar: -inf < -58.733 < inf | logz: -65.863 +/- 0.252 | dlogz: 48.242 > 0.109
iter: 450 | bound: 25 | nc: 140 | ncall: 7251 | eff(%): 6.206 | loglstar: -inf < -58.602 < inf | logz: -65.722 +/- 0.251 | dlogz: 48.083 > 0.109
iter: 451 | bound: 25 | nc: 49 | ncall: 7300 | eff(%): 6.178 | loglstar: -inf < -58.597 < inf | logz: -65.591 +/- 0.250 | dlogz: 47.932 > 0.109
iter: 452 | bound: 26 | nc: 267 | ncall: 7567 | eff(%): 5.973 | loglstar: -inf < -58.575 < inf | logz: -65.475 +/- 0.250 | dlogz: 47.791 > 0.109
iter: 453 | bound: 26 | nc: 17 | ncall: 7584 | eff(%): 5.973 | loglstar: -inf < -58.535 < inf | logz: -65.370 +/- 0.249 | dlogz: 47.665 > 0.109
iter: 454 | bound: 26 | nc: 6 | ncall: 7590 | eff(%): 5.982 | loglstar: -inf < -58.056 < inf | logz: -65.245 +/- 0.248 | dlogz: 47.549 > 0.109
iter: 455 | bound: 26 | nc: 3 | ncall: 7593 | eff(%): 5.992 | loglstar: -inf < -57.830 < inf | logz: -65.096 +/- 0.249 | dlogz: 47.415 > 0.109
iter: 456 | bound: 26 | nc: 6 | ncall: 7599 | eff(%): 6.001 | loglstar: -inf < -57.658 < inf | logz: -64.941 +/- 0.249 | dlogz: 47.255 > 0.109
iter: 457 | bound: 26 | nc: 27 | ncall: 7626 | eff(%): 5.993 | loglstar: -inf < -57.567 < inf | logz: -64.791 +/- 0.249 | dlogz: 47.091 > 0.109
iter: 458 | bound: 26 | nc: 19 | ncall: 7645 | eff(%): 5.991 | loglstar: -inf < -57.270 < inf | logz: -64.635 +/- 0.249 | dlogz: 46.931 > 0.109
iter: 459 | bound: 27 | nc: 24 | ncall: 7669 | eff(%): 5.985 | loglstar: -inf < -57.235 < inf | logz: -64.481 +/- 0.249 | dlogz: 46.765 > 0.109
iter: 460 | bound: 27 | nc: 41 | ncall: 7710 | eff(%): 5.966 | loglstar: -inf < -57.138 < inf | logz: -64.340 +/- 0.249 | dlogz: 46.601 > 0.109
iter: 461 | bound: 27 | nc: 32 | ncall: 7742 | eff(%): 5.955 | loglstar: -inf < -56.987 < inf | logz: -64.202 +/- 0.249 | dlogz: 46.450 > 0.109
iter: 462 | bound: 28 | nc: 106 | ncall: 7848 | eff(%): 5.887 | loglstar: -inf < -56.959 < inf | logz: -64.072 +/- 0.249 | dlogz: 46.302 > 0.109
iter: 463 | bound: 28 | nc: 74 | ncall: 7922 | eff(%): 5.844 | loglstar: -inf < -56.791 < inf | logz: -63.946 +/- 0.249 | dlogz: 46.162 > 0.109
iter: 464 | bound: 28 | nc: 22 | ncall: 7944 | eff(%): 5.841 | loglstar: -inf < -56.686 < inf | logz: -63.821 +/- 0.249 | dlogz: 46.026 > 0.109
iter: 465 | bound: 29 | nc: 71 | ncall: 8015 | eff(%): 5.802 | loglstar: -inf < -56.685 < inf | logz: -63.705 +/- 0.248 | dlogz: 45.891 > 0.109
iter: 466 | bound: 29 | nc: 46 | ncall: 8061 | eff(%): 5.781 | loglstar: -inf < -56.598 < inf | logz: -63.598 +/- 0.248 | dlogz: 45.765 > 0.109
iter: 467 | bound: 29 | nc: 43 | ncall: 8104 | eff(%): 5.763 | loglstar: -inf < -56.545 < inf | logz: -63.495 +/- 0.248 | dlogz: 45.648 > 0.109
iter: 468 | bound: 30 | nc: 55 | ncall: 8159 | eff(%): 5.736 | loglstar: -inf < -56.483 < inf | logz: -63.398 +/- 0.247 | dlogz: 45.536 > 0.109
iter: 469 | bound: 30 | nc: 77 | ncall: 8236 | eff(%): 5.695 | loglstar: -inf < -56.285 < inf | logz: -63.298 +/- 0.247 | dlogz: 45.428 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 470 | bound: 31 | nc: 33 | ncall: 8269 | eff(%): 5.684 | loglstar: -inf < -56.052 < inf | logz: -63.187 +/- 0.247 | dlogz: 45.318 > 0.109
iter: 471 | bound: 32 | nc: 197 | ncall: 8466 | eff(%): 5.563 | loglstar: -inf < -56.012 < inf | logz: -63.075 +/- 0.247 | dlogz: 45.198 > 0.109
iter: 472 | bound: 32 | nc: 35 | ncall: 8501 | eff(%): 5.552 | loglstar: -inf < -55.961 < inf | logz: -62.972 +/- 0.247 | dlogz: 45.076 > 0.109
iter: 473 | bound: 32 | nc: 36 | ncall: 8537 | eff(%): 5.541 | loglstar: -inf < -55.925 < inf | logz: -62.874 +/- 0.246 | dlogz: 44.962 > 0.109
iter: 474 | bound: 32 | nc: 1 | ncall: 8538 | eff(%): 5.552 | loglstar: -inf < -55.783 < inf | logz: -62.779 +/- 0.246 | dlogz: 44.855 > 0.109
iter: 475 | bound: 32 | nc: 17 | ncall: 8555 | eff(%): 5.552 | loglstar: -inf < -55.776 < inf | logz: -62.686 +/- 0.246 | dlogz: 44.750 > 0.109
iter: 476 | bound: 32 | nc: 2 | ncall: 8557 | eff(%): 5.563 | loglstar: -inf < -55.706 < inf | logz: -62.599 +/- 0.246 | dlogz: 44.647 > 0.109
iter: 477 | bound: 33 | nc: 15 | ncall: 8572 | eff(%): 5.565 | loglstar: -inf < -55.677 < inf | logz: -62.516 +/- 0.245 | dlogz: 44.550 > 0.109
iter: 478 | bound: 33 | nc: 13 | ncall: 8585 | eff(%): 5.568 | loglstar: -inf < -55.594 < inf | logz: -62.435 +/- 0.245 | dlogz: 44.457 > 0.109
iter: 479 | bound: 33 | nc: 40 | ncall: 8625 | eff(%): 5.554 | loglstar: -inf < -55.547 < inf | logz: -62.357 +/- 0.245 | dlogz: 44.366 > 0.109
iter: 480 | bound: 33 | nc: 5 | ncall: 8630 | eff(%): 5.562 | loglstar: -inf < -55.416 < inf | logz: -62.278 +/- 0.244 | dlogz: 44.278 > 0.109
iter: 481 | bound: 33 | nc: 31 | ncall: 8661 | eff(%): 5.554 | loglstar: -inf < -55.232 < inf | logz: -62.194 +/- 0.244 | dlogz: 44.189 > 0.109
iter: 482 | bound: 34 | nc: 49 | ncall: 8710 | eff(%): 5.534 | loglstar: -inf < -55.200 < inf | logz: -62.109 +/- 0.244 | dlogz: 44.095 > 0.109
iter: 483 | bound: 34 | nc: 4 | ncall: 8714 | eff(%): 5.543 | loglstar: -inf < -55.166 < inf | logz: -62.029 +/- 0.244 | dlogz: 44.000 > 0.109
iter: 484 | bound: 34 | nc: 11 | ncall: 8725 | eff(%): 5.547 | loglstar: -inf < -54.959 < inf | logz: -61.946 +/- 0.244 | dlogz: 43.910 > 0.109
iter: 485 | bound: 34 | nc: 12 | ncall: 8737 | eff(%): 5.551 | loglstar: -inf < -54.904 < inf | logz: -61.861 +/- 0.244 | dlogz: 43.818 > 0.109
iter: 486 | bound: 34 | nc: 32 | ncall: 8769 | eff(%): 5.542 | loglstar: -inf < -54.831 < inf | logz: -61.778 +/- 0.244 | dlogz: 43.722 > 0.109
iter: 487 | bound: 34 | nc: 24 | ncall: 8793 | eff(%): 5.538 | loglstar: -inf < -54.552 < inf | logz: -61.687 +/- 0.244 | dlogz: 43.629 > 0.109
iter: 488 | bound: 34 | nc: 8 | ncall: 8801 | eff(%): 5.545 | loglstar: -inf < -54.467 < inf | logz: -61.590 +/- 0.244 | dlogz: 43.529 > 0.109
iter: 489 | bound: 35 | nc: 19 | ncall: 8820 | eff(%): 5.544 | loglstar: -inf < -54.462 < inf | logz: -61.498 +/- 0.244 | dlogz: 49.394 > 0.109
iter: 490 | bound: 35 | nc: 3 | ncall: 8823 | eff(%): 5.554 | loglstar: -inf < -54.422 < inf | logz: -61.414 +/- 0.244 | dlogz: 49.293 > 0.109
iter: 491 | bound: 35 | nc: 11 | ncall: 8834 | eff(%): 5.558 | loglstar: -inf < -54.393 < inf | logz: -61.334 +/- 0.244 | dlogz: 49.198 > 0.109
iter: 492 | bound: 35 | nc: 3 | ncall: 8837 | eff(%): 5.568 | loglstar: -inf < -54.286 < inf | logz: -61.255 +/- 0.244 | dlogz: 49.108 > 0.109
iter: 493 | bound: 35 | nc: 40 | ncall: 8877 | eff(%): 5.554 | loglstar: -inf < -54.197 < inf | logz: -61.176 +/- 0.244 | dlogz: 49.020 > 0.109
iter: 494 | bound: 35 | nc: 10 | ncall: 8887 | eff(%): 5.559 | loglstar: -inf < -54.186 < inf | logz: -61.100 +/- 0.244 | dlogz: 48.931 > 0.109
iter: 495 | bound: 35 | nc: 16 | ncall: 8903 | eff(%): 5.560 | loglstar: -inf < -54.100 < inf | logz: -61.026 +/- 0.244 | dlogz: 48.844 > 0.109
iter: 496 | bound: 36 | nc: 43 | ncall: 8946 | eff(%): 5.544 | loglstar: -inf < -53.985 < inf | logz: -60.951 +/- 0.244 | dlogz: 48.761 > 0.109
iter: 497 | bound: 36 | nc: 96 | ncall: 9042 | eff(%): 5.497 | loglstar: -inf < -53.836 < inf | logz: -60.873 +/- 0.244 | dlogz: 48.676 > 0.109
iter: 498 | bound: 37 | nc: 53 | ncall: 9095 | eff(%): 5.476 | loglstar: -inf < -53.804 < inf | logz: -60.795 +/- 0.244 | dlogz: 48.588 > 0.109
iter: 499 | bound: 37 | nc: 12 | ncall: 9107 | eff(%): 5.479 | loglstar: -inf < -53.782 < inf | logz: -60.721 +/- 0.244 | dlogz: 48.500 > 0.109
iter: 500 | bound: 37 | nc: 11 | ncall: 9118 | eff(%): 5.484 | loglstar: -inf < -53.746 < inf | logz: -60.651 +/- 0.244 | dlogz: 48.416 > 0.109
iter: 501 | bound: 37 | nc: 7 | ncall: 9125 | eff(%): 5.490 | loglstar: -inf < -53.540 < inf | logz: -60.577 +/- 0.244 | dlogz: 48.336 > 0.109
iter: 502 | bound: 37 | nc: 42 | ncall: 9167 | eff(%): 5.476 | loglstar: -inf < -53.539 < inf | logz: -60.503 +/- 0.244 | dlogz: 48.253 > 0.109
iter: 503 | bound: 37 | nc: 19 | ncall: 9186 | eff(%): 5.476 | loglstar: -inf < -53.530 < inf | logz: -60.434 +/- 0.244 | dlogz: 48.168 > 0.109
iter: 504 | bound: 38 | nc: 10 | ncall: 9196 | eff(%): 5.481 | loglstar: -inf < -53.507 < inf | logz: -60.370 +/- 0.244 | dlogz: 48.090 > 0.109
iter: 505 | bound: 38 | nc: 3 | ncall: 9199 | eff(%): 5.490 | loglstar: -inf < -53.432 < inf | logz: -60.306 +/- 0.244 | dlogz: 48.015 > 0.109
iter: 506 | bound: 38 | nc: 4 | ncall: 9203 | eff(%): 5.498 | loglstar: -inf < -53.402 < inf | logz: -60.244 +/- 0.244 | dlogz: 47.942 > 0.109
iter: 507 | bound: 38 | nc: 7 | ncall: 9210 | eff(%): 5.505 | loglstar: -inf < -53.312 < inf | logz: -60.183 +/- 0.243 | dlogz: 47.870 > 0.109
iter: 508 | bound: 38 | nc: 40 | ncall: 9250 | eff(%): 5.492 | loglstar: -inf < -53.302 < inf | logz: -60.123 +/- 0.243 | dlogz: 47.799 > 0.109
iter: 509 | bound: 39 | nc: 109 | ncall: 9359 | eff(%): 5.439 | loglstar: -inf < -53.272 < inf | logz: -60.066 +/- 0.243 | dlogz: 47.729 > 0.109
iter: 510 | bound: 39 | nc: 8 | ncall: 9367 | eff(%): 5.445 | loglstar: -inf < -53.221 < inf | logz: -60.010 +/- 0.243 | dlogz: 47.662 > 0.109
iter: 511 | bound: 39 | nc: 3 | ncall: 9370 | eff(%): 5.454 | loglstar: -inf < -53.194 < inf | logz: -59.956 +/- 0.243 | dlogz: 47.596 > 0.109
iter: 512 | bound: 39 | nc: 9 | ncall: 9379 | eff(%): 5.459 | loglstar: -inf < -53.141 < inf | logz: -59.903 +/- 0.243 | dlogz: 47.532 > 0.109
iter: 513 | bound: 39 | nc: 16 | ncall: 9395 | eff(%): 5.460 | loglstar: -inf < -53.132 < inf | logz: -59.852 +/- 0.242 | dlogz: 47.469 > 0.109
iter: 514 | bound: 39 | nc: 8 | ncall: 9403 | eff(%): 5.466 | loglstar: -inf < -52.987 < inf | logz: -59.799 +/- 0.242 | dlogz: 47.407 > 0.109
iter: 515 | bound: 39 | nc: 3 | ncall: 9406 | eff(%): 5.475 | loglstar: -inf < -52.960 < inf | logz: -59.746 +/- 0.242 | dlogz: 47.345 > 0.109
iter: 516 | bound: 39 | nc: 48 | ncall: 9454 | eff(%): 5.458 | loglstar: -inf < -52.880 < inf | logz: -59.693 +/- 0.242 | dlogz: 47.282 > 0.109
iter: 517 | bound: 40 | nc: 6 | ncall: 9460 | eff(%): 5.465 | loglstar: -inf < -52.871 < inf | logz: -59.641 +/- 0.242 | dlogz: 47.219 > 0.109
iter: 518 | bound: 40 | nc: 3 | ncall: 9463 | eff(%): 5.474 | loglstar: -inf < -52.847 < inf | logz: -59.591 +/- 0.242 | dlogz: 47.157 > 0.109
iter: 519 | bound: 40 | nc: 1 | ncall: 9464 | eff(%): 5.484 | loglstar: -inf < -52.704 < inf | logz: -59.540 +/- 0.242 | dlogz: 47.097 > 0.109
iter: 520 | bound: 40 | nc: 5 | ncall: 9469 | eff(%): 5.492 | loglstar: -inf < -52.695 < inf | logz: -59.489 +/- 0.242 | dlogz: 47.037 > 0.109
iter: 521 | bound: 41 | nc: 91 | ncall: 9560 | eff(%): 5.450 | loglstar: -inf < -52.566 < inf | logz: -59.437 +/- 0.242 | dlogz: 46.975 > 0.109
iter: 522 | bound: 41 | nc: 44 | ncall: 9604 | eff(%): 5.435 | loglstar: -inf < -52.520 < inf | logz: -59.383 +/- 0.242 | dlogz: 46.913 > 0.109
iter: 523 | bound: 41 | nc: 9 | ncall: 9613 | eff(%): 5.441 | loglstar: -inf < -52.435 < inf | logz: -59.330 +/- 0.242 | dlogz: 46.850 > 0.109
iter: 524 | bound: 42 | nc: 91 | ncall: 9704 | eff(%): 5.400 | loglstar: -inf < -52.404 < inf | logz: -59.277 +/- 0.242 | dlogz: 46.786 > 0.109
iter: 525 | bound: 42 | nc: 5 | ncall: 9709 | eff(%): 5.407 | loglstar: -inf < -52.140 < inf | logz: -59.219 +/- 0.242 | dlogz: 46.723 > 0.109
iter: 526 | bound: 42 | nc: 3 | ncall: 9712 | eff(%): 5.416 | loglstar: -inf < -52.042 < inf | logz: -59.154 +/- 0.242 | dlogz: 46.655 > 0.109
iter: 527 | bound: 42 | nc: 11 | ncall: 9723 | eff(%): 5.420 | loglstar: -inf < -51.997 < inf | logz: -59.090 +/- 0.242 | dlogz: 46.581 > 0.109
iter: 528 | bound: 42 | nc: 2 | ncall: 9725 | eff(%): 5.429 | loglstar: -inf < -51.926 < inf | logz: -59.027 +/- 0.243 | dlogz: 46.507 > 0.109
iter: 529 | bound: 42 | nc: 3 | ncall: 9728 | eff(%): 5.438 | loglstar: -inf < -51.915 < inf | logz: -58.966 +/- 0.243 | dlogz: 46.433 > 0.109
iter: 530 | bound: 42 | nc: 13 | ncall: 9741 | eff(%): 5.441 | loglstar: -inf < -51.913 < inf | logz: -58.908 +/- 0.243 | dlogz: 46.362 > 0.109
iter: 531 | bound: 42 | nc: 10 | ncall: 9751 | eff(%): 5.446 | loglstar: -inf < -51.779 < inf | logz: -58.851 +/- 0.243 | dlogz: 46.295 > 0.109
iter: 532 | bound: 42 | nc: 11 | ncall: 9762 | eff(%): 5.450 | loglstar: -inf < -51.639 < inf | logz: -58.789 +/- 0.243 | dlogz: 46.227 > 0.109
iter: 533 | bound: 42 | nc: 6 | ncall: 9768 | eff(%): 5.457 | loglstar: -inf < -51.541 < inf | logz: -58.724 +/- 0.244 | dlogz: 46.156 > 0.109
iter: 534 | bound: 42 | nc: 18 | ncall: 9786 | eff(%): 5.457 | loglstar: -inf < -51.538 < inf | logz: -58.661 +/- 0.244 | dlogz: 46.081 > 0.109
iter: 535 | bound: 42 | nc: 7 | ncall: 9793 | eff(%): 5.463 | loglstar: -inf < -51.379 < inf | logz: -58.598 +/- 0.244 | dlogz: 46.008 > 0.109
iter: 536 | bound: 42 | nc: 7 | ncall: 9800 | eff(%): 5.469 | loglstar: -inf < -51.330 < inf | logz: -58.532 +/- 0.244 | dlogz: 45.935 > 0.109
iter: 537 | bound: 43 | nc: 22 | ncall: 9822 | eff(%): 5.467 | loglstar: -inf < -51.314 < inf | logz: -58.470 +/- 0.245 | dlogz: 45.859 > 0.109
iter: 538 | bound: 43 | nc: 1 | ncall: 9823 | eff(%): 5.477 | loglstar: -inf < -51.302 < inf | logz: -58.411 +/- 0.245 | dlogz: 45.787 > 0.109
iter: 539 | bound: 43 | nc: 2 | ncall: 9825 | eff(%): 5.486 | loglstar: -inf < -51.260 < inf | logz: -58.354 +/- 0.245 | dlogz: 45.718 > 0.109
iter: 540 | bound: 43 | nc: 13 | ncall: 9838 | eff(%): 5.489 | loglstar: -inf < -51.091 < inf | logz: -58.295 +/- 0.245 | dlogz: 45.651 > 0.109
iter: 541 | bound: 43 | nc: 9 | ncall: 9847 | eff(%): 5.494 | loglstar: -inf < -51.089 < inf | logz: -58.235 +/- 0.245 | dlogz: 45.582 > 0.109
iter: 542 | bound: 43 | nc: 2 | ncall: 9849 | eff(%): 5.503 | loglstar: -inf < -51.042 < inf | logz: -58.177 +/- 0.245 | dlogz: 45.512 > 0.109
iter: 543 | bound: 43 | nc: 10 | ncall: 9859 | eff(%): 5.508 | loglstar: -inf < -50.939 < inf | logz: -58.119 +/- 0.245 | dlogz: 45.444 > 0.109
iter: 544 | bound: 43 | nc: 4 | ncall: 9863 | eff(%): 5.516 | loglstar: -inf < -50.894 < inf | logz: -58.061 +/- 0.246 | dlogz: 45.376 > 0.109
iter: 545 | bound: 43 | nc: 7 | ncall: 9870 | eff(%): 5.522 | loglstar: -inf < -50.885 < inf | logz: -58.005 +/- 0.246 | dlogz: 45.308 > 0.109
iter: 546 | bound: 43 | nc: 5 | ncall: 9875 | eff(%): 5.529 | loglstar: -inf < -50.857 < inf | logz: -57.952 +/- 0.246 | dlogz: 45.243 > 0.109
iter: 547 | bound: 43 | nc: 12 | ncall: 9887 | eff(%): 5.533 | loglstar: -inf < -50.846 < inf | logz: -57.901 +/- 0.246 | dlogz: 45.179 > 0.109
iter: 548 | bound: 43 | nc: 3 | ncall: 9890 | eff(%): 5.541 | loglstar: -inf < -50.845 < inf | logz: -57.852 +/- 0.246 | dlogz: 45.118 > 0.109
iter: 549 | bound: 43 | nc: 8 | ncall: 9898 | eff(%): 5.547 | loglstar: -inf < -50.836 < inf | logz: -57.806 +/- 0.246 | dlogz: 45.060 > 0.109
iter: 550 | bound: 44 | nc: 56 | ncall: 9954 | eff(%): 5.525 | loglstar: -inf < -50.739 < inf | logz: -57.760 +/- 0.246 | dlogz: 45.004 > 0.109
iter: 551 | bound: 44 | nc: 26 | ncall: 9980 | eff(%): 5.521 | loglstar: -inf < -50.611 < inf | logz: -57.712 +/- 0.246 | dlogz: 44.948 > 0.109
iter: 552 | bound: 44 | nc: 12 | ncall: 9992 | eff(%): 5.524 | loglstar: -inf < -50.579 < inf | logz: -57.662 +/- 0.246 | dlogz: 44.889 > 0.109
iter: 553 | bound: 45 | nc: 147 | ncall: 10139 | eff(%): 5.454 | loglstar: -inf < -50.542 < inf | logz: -57.614 +/- 0.246 | dlogz: 44.830 > 0.109
iter: 554 | bound: 46 | nc: 144 | ncall: 10283 | eff(%): 5.388 | loglstar: -inf < -50.462 < inf | logz: -57.566 +/- 0.246 | dlogz: 44.772 > 0.109
iter: 555 | bound: 46 | nc: 7 | ncall: 10290 | eff(%): 5.394 | loglstar: -inf < -50.339 < inf | logz: -57.515 +/- 0.246 | dlogz: 44.713 > 0.109
iter: 556 | bound: 46 | nc: 7 | ncall: 10297 | eff(%): 5.400 | loglstar: -inf < -50.239 < inf | logz: -57.462 +/- 0.246 | dlogz: 44.653 > 0.109
iter: 557 | bound: 46 | nc: 6 | ncall: 10303 | eff(%): 5.406 | loglstar: -inf < -50.146 < inf | logz: -57.407 +/- 0.246 | dlogz: 44.590 > 0.109
iter: 558 | bound: 46 | nc: 17 | ncall: 10320 | eff(%): 5.407 | loglstar: -inf < -49.929 < inf | logz: -57.347 +/- 0.246 | dlogz: 44.525 > 0.109
iter: 559 | bound: 46 | nc: 1 | ncall: 10321 | eff(%): 5.416 | loglstar: -inf < -49.899 < inf | logz: -57.284 +/- 0.247 | dlogz: 44.455 > 0.109
iter: 560 | bound: 46 | nc: 23 | ncall: 10344 | eff(%): 5.414 | loglstar: -inf < -49.861 < inf | logz: -57.224 +/- 0.247 | dlogz: 44.382 > 0.109
iter: 561 | bound: 46 | nc: 21 | ncall: 10365 | eff(%): 5.412 | loglstar: -inf < -49.822 < inf | logz: -57.165 +/- 0.247 | dlogz: 44.312 > 0.109
iter: 562 | bound: 46 | nc: 4 | ncall: 10369 | eff(%): 5.420 | loglstar: -inf < -49.782 < inf | logz: -57.108 +/- 0.247 | dlogz: 44.243 > 0.109
iter: 563 | bound: 46 | nc: 3 | ncall: 10372 | eff(%): 5.428 | loglstar: -inf < -49.762 < inf | logz: -57.053 +/- 0.248 | dlogz: 44.176 > 0.109
iter: 564 | bound: 46 | nc: 3 | ncall: 10375 | eff(%): 5.436 | loglstar: -inf < -49.687 < inf | logz: -56.999 +/- 0.248 | dlogz: 44.111 > 0.109
iter: 565 | bound: 47 | nc: 9 | ncall: 10384 | eff(%): 5.441 | loglstar: -inf < -49.687 < inf | logz: -56.946 +/- 0.248 | dlogz: 44.047 > 0.109
iter: 566 | bound: 47 | nc: 33 | ncall: 10417 | eff(%): 5.433 | loglstar: -inf < -49.589 < inf | logz: -56.894 +/- 0.248 | dlogz: 43.984 > 0.109
iter: 567 | bound: 47 | nc: 63 | ncall: 10480 | eff(%): 5.410 | loglstar: -inf < -49.530 < inf | logz: -56.841 +/- 0.248 | dlogz: 43.922 > 0.109
iter: 568 | bound: 48 | nc: 8 | ncall: 10488 | eff(%): 5.416 | loglstar: -inf < -49.523 < inf | logz: -56.789 +/- 0.248 | dlogz: 43.859 > 0.109
iter: 569 | bound: 48 | nc: 31 | ncall: 10519 | eff(%): 5.409 | loglstar: -inf < -49.516 < inf | logz: -56.741 +/- 0.248 | dlogz: 43.798 > 0.109
iter: 570 | bound: 48 | nc: 2 | ncall: 10521 | eff(%): 5.418 | loglstar: -inf < -49.501 < inf | logz: -56.694 +/- 0.248 | dlogz: 43.739 > 0.109
iter: 571 | bound: 49 | nc: 87 | ncall: 10608 | eff(%): 5.383 | loglstar: -inf < -49.305 < inf | logz: -56.645 +/- 0.248 | dlogz: 43.683 > 0.109
iter: 572 | bound: 49 | nc: 9 | ncall: 10617 | eff(%): 5.388 | loglstar: -inf < -49.263 < inf | logz: -56.593 +/- 0.249 | dlogz: 43.624 > 0.109
iter: 573 | bound: 49 | nc: 19 | ncall: 10636 | eff(%): 5.387 | loglstar: -inf < -49.090 < inf | logz: -56.539 +/- 0.249 | dlogz: 43.562 > 0.109
iter: 574 | bound: 49 | nc: 10 | ncall: 10646 | eff(%): 5.392 | loglstar: -inf < -48.904 < inf | logz: -56.478 +/- 0.249 | dlogz: 43.498 > 0.109
iter: 575 | bound: 49 | nc: 1 | ncall: 10647 | eff(%): 5.401 | loglstar: -inf < -48.876 < inf | logz: -56.416 +/- 0.249 | dlogz: 43.427 > 0.109
iter: 576 | bound: 49 | nc: 4 | ncall: 10651 | eff(%): 5.408 | loglstar: -inf < -48.869 < inf | logz: -56.356 +/- 0.250 | dlogz: 43.355 > 0.109
iter: 577 | bound: 49 | nc: 2 | ncall: 10653 | eff(%): 5.416 | loglstar: -inf < -48.866 < inf | logz: -56.301 +/- 0.250 | dlogz: 43.285 > 0.109
iter: 578 | bound: 49 | nc: 13 | ncall: 10666 | eff(%): 5.419 | loglstar: -inf < -48.837 < inf | logz: -56.247 +/- 0.250 | dlogz: 43.219 > 0.109
iter: 579 | bound: 49 | nc: 3 | ncall: 10669 | eff(%): 5.427 | loglstar: -inf < -48.586 < inf | logz: -56.190 +/- 0.250 | dlogz: 43.156 > 0.109
iter: 580 | bound: 49 | nc: 6 | ncall: 10675 | eff(%): 5.433 | loglstar: -inf < -48.520 < inf | logz: -56.127 +/- 0.251 | dlogz: 43.089 > 0.109
iter: 581 | bound: 49 | nc: 8 | ncall: 10683 | eff(%): 5.439 | loglstar: -inf < -48.454 < inf | logz: -56.065 +/- 0.251 | dlogz: 43.016 > 0.109
iter: 582 | bound: 49 | nc: 7 | ncall: 10690 | eff(%): 5.444 | loglstar: -inf < -48.397 < inf | logz: -56.003 +/- 0.251 | dlogz: 42.944 > 0.109
iter: 583 | bound: 49 | nc: 9 | ncall: 10699 | eff(%): 5.449 | loglstar: -inf < -48.364 < inf | logz: -55.943 +/- 0.252 | dlogz: 42.872 > 0.109
iter: 584 | bound: 49 | nc: 3 | ncall: 10702 | eff(%): 5.457 | loglstar: -inf < -48.306 < inf | logz: -55.885 +/- 0.252 | dlogz: 42.802 > 0.109
iter: 585 | bound: 50 | nc: 10 | ncall: 10712 | eff(%): 5.461 | loglstar: -inf < -48.209 < inf | logz: -55.825 +/- 0.252 | dlogz: 42.734 > 0.109
iter: 586 | bound: 50 | nc: 8 | ncall: 10720 | eff(%): 5.466 | loglstar: -inf < -48.144 < inf | logz: -55.766 +/- 0.252 | dlogz: 42.665 > 0.109
iter: 587 | bound: 50 | nc: 77 | ncall: 10797 | eff(%): 5.437 | loglstar: -inf < -48.049 < inf | logz: -55.705 +/- 0.253 | dlogz: 42.595 > 0.109
iter: 588 | bound: 51 | nc: 26 | ncall: 10823 | eff(%): 5.433 | loglstar: -inf < -47.818 < inf | logz: -55.639 +/- 0.253 | dlogz: 42.525 > 0.109
iter: 589 | bound: 51 | nc: 3 | ncall: 10826 | eff(%): 5.441 | loglstar: -inf < -47.791 < inf | logz: -55.569 +/- 0.254 | dlogz: 42.448 > 0.109
iter: 590 | bound: 51 | nc: 5 | ncall: 10831 | eff(%): 5.447 | loglstar: -inf < -47.767 < inf | logz: -55.503 +/- 0.254 | dlogz: 42.369 > 0.109
iter: 591 | bound: 51 | nc: 11 | ncall: 10842 | eff(%): 5.451 | loglstar: -inf < -47.739 < inf | logz: -55.440 +/- 0.254 | dlogz: 42.293 > 0.109
iter: 592 | bound: 51 | nc: 1 | ncall: 10843 | eff(%): 5.460 | loglstar: -inf < -47.709 < inf | logz: -55.380 +/- 0.254 | dlogz: 42.220 > 0.109
iter: 593 | bound: 51 | nc: 55 | ncall: 10898 | eff(%): 5.441 | loglstar: -inf < -47.677 < inf | logz: -55.322 +/- 0.255 | dlogz: 42.150 > 0.109
iter: 594 | bound: 51 | nc: 7 | ncall: 10905 | eff(%): 5.447 | loglstar: -inf < -47.652 < inf | logz: -55.266 +/- 0.255 | dlogz: 42.082 > 0.109
iter: 595 | bound: 51 | nc: 6 | ncall: 10911 | eff(%): 5.453 | loglstar: -inf < -47.612 < inf | logz: -55.212 +/- 0.255 | dlogz: 42.016 > 0.109
iter: 596 | bound: 51 | nc: 1 | ncall: 10912 | eff(%): 5.462 | loglstar: -inf < -47.581 < inf | logz: -55.160 +/- 0.255 | dlogz: 41.952 > 0.109
iter: 597 | bound: 52 | nc: 38 | ncall: 10950 | eff(%): 5.452 | loglstar: -inf < -47.503 < inf | logz: -55.108 +/- 0.255 | dlogz: 41.890 > 0.109
iter: 598 | bound: 52 | nc: 12 | ncall: 10962 | eff(%): 5.455 | loglstar: -inf < -47.501 < inf | logz: -55.057 +/- 0.255 | dlogz: 41.828 > 0.109
iter: 599 | bound: 52 | nc: 1 | ncall: 10963 | eff(%): 5.464 | loglstar: -inf < -47.493 < inf | logz: -55.008 +/- 0.255 | dlogz: 41.767 > 0.109
iter: 600 | bound: 52 | nc: 1 | ncall: 10964 | eff(%): 5.472 | loglstar: -inf < -47.449 < inf | logz: -54.961 +/- 0.255 | dlogz: 41.708 > 0.109
iter: 601 | bound: 52 | nc: 7 | ncall: 10971 | eff(%): 5.478 | loglstar: -inf < -47.434 < inf | logz: -54.916 +/- 0.255 | dlogz: 41.651 > 0.109
iter: 602 | bound: 52 | nc: 8 | ncall: 10979 | eff(%): 5.483 | loglstar: -inf < -47.321 < inf | logz: -54.870 +/- 0.255 | dlogz: 41.596 > 0.109
iter: 603 | bound: 52 | nc: 6 | ncall: 10985 | eff(%): 5.489 | loglstar: -inf < -47.250 < inf | logz: -54.822 +/- 0.255 | dlogz: 41.540 > 0.109
iter: 604 | bound: 52 | nc: 7 | ncall: 10992 | eff(%): 5.495 | loglstar: -inf < -47.186 < inf | logz: -54.774 +/- 0.255 | dlogz: 41.482 > 0.109
iter: 605 | bound: 52 | nc: 10 | ncall: 11002 | eff(%): 5.499 | loglstar: -inf < -47.179 < inf | logz: -54.727 +/- 0.255 | dlogz: 41.424 > 0.109
iter: 606 | bound: 52 | nc: 1 | ncall: 11003 | eff(%): 5.508 | loglstar: -inf < -47.159 < inf | logz: -54.682 +/- 0.255 | dlogz: 41.367 > 0.109
iter: 607 | bound: 53 | nc: 63 | ncall: 11066 | eff(%): 5.485 | loglstar: -inf < -47.009 < inf | logz: -54.635 +/- 0.255 | dlogz: 41.312 > 0.109
iter: 608 | bound: 53 | nc: 37 | ncall: 11103 | eff(%): 5.476 | loglstar: -inf < -47.003 < inf | logz: -54.588 +/- 0.255 | dlogz: 41.256 > 0.109
iter: 609 | bound: 53 | nc: 21 | ncall: 11124 | eff(%): 5.475 | loglstar: -inf < -46.833 < inf | logz: -54.539 +/- 0.255 | dlogz: 41.198 > 0.109
iter: 610 | bound: 53 | nc: 13 | ncall: 11137 | eff(%): 5.477 | loglstar: -inf < -46.750 < inf | logz: -54.487 +/- 0.255 | dlogz: 41.139 > 0.109
iter: 611 | bound: 53 | nc: 22 | ncall: 11159 | eff(%): 5.475 | loglstar: -inf < -46.739 < inf | logz: -54.435 +/- 0.256 | dlogz: 41.077 > 0.109
iter: 612 | bound: 54 | nc: 13 | ncall: 11172 | eff(%): 5.478 | loglstar: -inf < -46.664 < inf | logz: -54.385 +/- 0.256 | dlogz: 41.016 > 0.109
iter: 613 | bound: 54 | nc: 9 | ncall: 11181 | eff(%): 5.483 | loglstar: -inf < -46.528 < inf | logz: -54.332 +/- 0.256 | dlogz: 40.955 > 0.109
iter: 614 | bound: 54 | nc: 6 | ncall: 11187 | eff(%): 5.489 | loglstar: -inf < -46.527 < inf | logz: -54.279 +/- 0.256 | dlogz: 40.893 > 0.109
iter: 615 | bound: 54 | nc: 1 | ncall: 11188 | eff(%): 5.497 | loglstar: -inf < -46.505 < inf | logz: -54.229 +/- 0.256 | dlogz: 40.830 > 0.109
iter: 616 | bound: 54 | nc: 19 | ncall: 11207 | eff(%): 5.497 | loglstar: -inf < -46.492 < inf | logz: -54.180 +/- 0.256 | dlogz: 40.769 > 0.109
iter: 617 | bound: 54 | nc: 3 | ncall: 11210 | eff(%): 5.504 | loglstar: -inf < -46.466 < inf | logz: -54.134 +/- 0.256 | dlogz: 40.711 > 0.109
iter: 618 | bound: 54 | nc: 21 | ncall: 11231 | eff(%): 5.503 | loglstar: -inf < -46.450 < inf | logz: -54.089 +/- 0.256 | dlogz: 40.654 > 0.109
iter: 619 | bound: 54 | nc: 3 | ncall: 11234 | eff(%): 5.510 | loglstar: -inf < -46.424 < inf | logz: -54.045 +/- 0.256 | dlogz: 40.600 > 0.109
iter: 620 | bound: 54 | nc: 4 | ncall: 11238 | eff(%): 5.517 | loglstar: -inf < -46.378 < inf | logz: -54.002 +/- 0.256 | dlogz: 40.546 > 0.109
iter: 621 | bound: 54 | nc: 2 | ncall: 11240 | eff(%): 5.525 | loglstar: -inf < -46.317 < inf | logz: -53.959 +/- 0.256 | dlogz: 40.493 > 0.109
iter: 622 | bound: 54 | nc: 2 | ncall: 11242 | eff(%): 5.533 | loglstar: -inf < -46.204 < inf | logz: -53.915 +/- 0.257 | dlogz: 40.441 > 0.109
iter: 623 | bound: 55 | nc: 41 | ncall: 11283 | eff(%): 5.522 | loglstar: -inf < -46.084 < inf | logz: -53.868 +/- 0.257 | dlogz: 40.386 > 0.109
iter: 624 | bound: 55 | nc: 4 | ncall: 11287 | eff(%): 5.528 | loglstar: -inf < -46.069 < inf | logz: -53.820 +/- 0.257 | dlogz: 40.329 > 0.109
iter: 625 | bound: 55 | nc: 8 | ncall: 11295 | eff(%): 5.533 | loglstar: -inf < -46.058 < inf | logz: -53.775 +/- 0.257 | dlogz: 40.272 > 0.109
iter: 626 | bound: 55 | nc: 9 | ncall: 11304 | eff(%): 5.538 | loglstar: -inf < -46.039 < inf | logz: -53.731 +/- 0.257 | dlogz: 40.216 > 0.109
iter: 627 | bound: 55 | nc: 2 | ncall: 11306 | eff(%): 5.546 | loglstar: -inf < -46.025 < inf | logz: -53.689 +/- 0.257 | dlogz: 40.163 > 0.109
iter: 628 | bound: 55 | nc: 4 | ncall: 11310 | eff(%): 5.553 | loglstar: -inf < -45.906 < inf | logz: -53.646 +/- 0.257 | dlogz: 40.110 > 0.109
iter: 629 | bound: 55 | nc: 19 | ncall: 11329 | eff(%): 5.552 | loglstar: -inf < -45.788 < inf | logz: -53.601 +/- 0.257 | dlogz: 40.058 > 0.109
iter: 630 | bound: 55 | nc: 3 | ncall: 11332 | eff(%): 5.559 | loglstar: -inf < -45.679 < inf | logz: -53.552 +/- 0.257 | dlogz: 40.002 > 0.109
iter: 631 | bound: 55 | nc: 1 | ncall: 11333 | eff(%): 5.568 | loglstar: -inf < -45.604 < inf | logz: -53.502 +/- 0.258 | dlogz: 39.944 > 0.109
iter: 632 | bound: 55 | nc: 21 | ncall: 11354 | eff(%): 5.566 | loglstar: -inf < -45.560 < inf | logz: -53.452 +/- 0.258 | dlogz: 39.884 > 0.109
iter: 633 | bound: 55 | nc: 4 | ncall: 11358 | eff(%): 5.573 | loglstar: -inf < -45.472 < inf | logz: -53.402 +/- 0.258 | dlogz: 39.824 > 0.109
iter: 634 | bound: 55 | nc: 2 | ncall: 11360 | eff(%): 5.581 | loglstar: -inf < -45.457 < inf | logz: -53.352 +/- 0.258 | dlogz: 39.764 > 0.109
iter: 635 | bound: 55 | nc: 8 | ncall: 11368 | eff(%): 5.586 | loglstar: -inf < -45.400 < inf | logz: -53.304 +/- 0.258 | dlogz: 39.704 > 0.109
iter: 636 | bound: 55 | nc: 4 | ncall: 11372 | eff(%): 5.593 | loglstar: -inf < -45.344 < inf | logz: -53.255 +/- 0.259 | dlogz: 39.646 > 0.109
iter: 637 | bound: 55 | nc: 10 | ncall: 11382 | eff(%): 5.597 | loglstar: -inf < -45.168 < inf | logz: -53.204 +/- 0.259 | dlogz: 39.587 > 0.109
iter: 638 | bound: 56 | nc: 24 | ncall: 11406 | eff(%): 5.594 | loglstar: -inf < -45.122 < inf | logz: -53.150 +/- 0.259 | dlogz: 39.526 > 0.109
iter: 639 | bound: 56 | nc: 8 | ncall: 11414 | eff(%): 5.598 | loglstar: -inf < -44.958 < inf | logz: -53.094 +/- 0.259 | dlogz: 39.462 > 0.109
iter: 640 | bound: 56 | nc: 18 | ncall: 11432 | eff(%): 5.598 | loglstar: -inf < -44.750 < inf | logz: -53.030 +/- 0.260 | dlogz: 39.396 > 0.109
iter: 641 | bound: 56 | nc: 3 | ncall: 11435 | eff(%): 5.606 | loglstar: -inf < -44.745 < inf | logz: -52.965 +/- 0.261 | dlogz: 39.322 > 0.109
iter: 642 | bound: 56 | nc: 10 | ncall: 11445 | eff(%): 5.609 | loglstar: -inf < -44.707 < inf | logz: -52.904 +/- 0.261 | dlogz: 39.247 > 0.109
iter: 643 | bound: 56 | nc: 1 | ncall: 11446 | eff(%): 5.618 | loglstar: -inf < -44.675 < inf | logz: -52.844 +/- 0.261 | dlogz: 39.176 > 0.109
iter: 644 | bound: 56 | nc: 15 | ncall: 11461 | eff(%): 5.619 | loglstar: -inf < -44.616 < inf | logz: -52.786 +/- 0.262 | dlogz: 39.106 > 0.109
iter: 645 | bound: 56 | nc: 17 | ncall: 11478 | eff(%): 5.619 | loglstar: -inf < -44.577 < inf | logz: -52.729 +/- 0.262 | dlogz: 39.038 > 0.109
iter: 646 | bound: 56 | nc: 15 | ncall: 11493 | eff(%): 5.621 | loglstar: -inf < -44.459 < inf | logz: -52.671 +/- 0.262 | dlogz: 38.971 > 0.109
iter: 647 | bound: 56 | nc: 10 | ncall: 11503 | eff(%): 5.625 | loglstar: -inf < -44.325 < inf | logz: -52.610 +/- 0.263 | dlogz: 38.903 > 0.109
iter: 648 | bound: 57 | nc: 3 | ncall: 11506 | eff(%): 5.632 | loglstar: -inf < -44.260 < inf | logz: -52.547 +/- 0.263 | dlogz: 38.832 > 0.109
iter: 649 | bound: 57 | nc: 26 | ncall: 11532 | eff(%): 5.628 | loglstar: -inf < -44.215 < inf | logz: -52.485 +/- 0.263 | dlogz: 38.759 > 0.109
iter: 650 | bound: 57 | nc: 13 | ncall: 11545 | eff(%): 5.630 | loglstar: -inf < -44.114 < inf | logz: -52.423 +/- 0.264 | dlogz: 38.687 > 0.109
iter: 651 | bound: 58 | nc: 88 | ncall: 11633 | eff(%): 5.596 | loglstar: -inf < -44.016 < inf | logz: -52.359 +/- 0.264 | dlogz: 38.616 > 0.109
iter: 652 | bound: 58 | nc: 22 | ncall: 11655 | eff(%): 5.594 | loglstar: -inf < -43.970 < inf | logz: -52.296 +/- 0.265 | dlogz: 38.542 > 0.109
iter: 653 | bound: 58 | nc: 33 | ncall: 11688 | eff(%): 5.587 | loglstar: -inf < -43.959 < inf | logz: -52.235 +/- 0.265 | dlogz: 39.280 > 0.109
iter: 654 | bound: 59 | nc: 227 | ncall: 11915 | eff(%): 5.489 | loglstar: -inf < -43.915 < inf | logz: -52.177 +/- 0.265 | dlogz: 39.209 > 0.109
iter: 655 | bound: 59 | nc: 12 | ncall: 11927 | eff(%): 5.492 | loglstar: -inf < -43.786 < inf | logz: -52.118 +/- 0.265 | dlogz: 39.141 > 0.109
iter: 656 | bound: 59 | nc: 24 | ncall: 11951 | eff(%): 5.489 | loglstar: -inf < -43.754 < inf | logz: -52.058 +/- 0.266 | dlogz: 39.072 > 0.109
iter: 657 | bound: 59 | nc: 3 | ncall: 11954 | eff(%): 5.496 | loglstar: -inf < -43.637 < inf | logz: -51.998 +/- 0.266 | dlogz: 39.002 > 0.109
iter: 658 | bound: 59 | nc: 3 | ncall: 11957 | eff(%): 5.503 | loglstar: -inf < -43.622 < inf | logz: -51.938 +/- 0.266 | dlogz: 38.932 > 0.109
iter: 659 | bound: 59 | nc: 1 | ncall: 11958 | eff(%): 5.511 | loglstar: -inf < -43.622 < inf | logz: -51.881 +/- 0.266 | dlogz: 38.862 > 0.109
iter: 660 | bound: 59 | nc: 3 | ncall: 11961 | eff(%): 5.518 | loglstar: -inf < -43.620 < inf | logz: -51.828 +/- 0.266 | dlogz: 38.795 > 0.109
iter: 661 | bound: 59 | nc: 29 | ncall: 11990 | eff(%): 5.513 | loglstar: -inf < -43.568 < inf | logz: -51.777 +/- 0.266 | dlogz: 38.733 > 0.109
iter: 662 | bound: 59 | nc: 3 | ncall: 11993 | eff(%): 5.520 | loglstar: -inf < -43.513 < inf | logz: -51.726 +/- 0.267 | dlogz: 38.671 > 0.109
iter: 663 | bound: 59 | nc: 1 | ncall: 11994 | eff(%): 5.528 | loglstar: -inf < -43.506 < inf | logz: -51.677 +/- 0.267 | dlogz: 38.611 > 0.109
iter: 664 | bound: 59 | nc: 2 | ncall: 11996 | eff(%): 5.535 | loglstar: -inf < -43.472 < inf | logz: -51.630 +/- 0.267 | dlogz: 38.552 > 0.109
iter: 665 | bound: 59 | nc: 3 | ncall: 11999 | eff(%): 5.542 | loglstar: -inf < -43.442 < inf | logz: -51.583 +/- 0.267 | dlogz: 38.494 > 0.109
iter: 666 | bound: 60 | nc: 20 | ncall: 12019 | eff(%): 5.541 | loglstar: -inf < -43.414 < inf | logz: -51.538 +/- 0.267 | dlogz: 38.438 > 0.109
iter: 667 | bound: 60 | nc: 30 | ncall: 12049 | eff(%): 5.536 | loglstar: -inf < -43.332 < inf | logz: -51.493 +/- 0.267 | dlogz: 38.383 > 0.109
iter: 668 | bound: 60 | nc: 9 | ncall: 12058 | eff(%): 5.540 | loglstar: -inf < -43.290 < inf | logz: -51.448 +/- 0.267 | dlogz: 38.328 > 0.109
iter: 669 | bound: 60 | nc: 16 | ncall: 12074 | eff(%): 5.541 | loglstar: -inf < -43.193 < inf | logz: -51.402 +/- 0.267 | dlogz: 38.272 > 0.109
iter: 670 | bound: 60 | nc: 27 | ncall: 12101 | eff(%): 5.537 | loglstar: -inf < -43.191 < inf | logz: -51.356 +/- 0.267 | dlogz: 38.216 > 0.109
iter: 671 | bound: 61 | nc: 40 | ncall: 12141 | eff(%): 5.527 | loglstar: -inf < -43.057 < inf | logz: -51.310 +/- 0.267 | dlogz: 38.161 > 0.109
iter: 672 | bound: 62 | nc: 113 | ncall: 12254 | eff(%): 5.484 | loglstar: -inf < -43.040 < inf | logz: -51.262 +/- 0.267 | dlogz: 38.104 > 0.109
iter: 673 | bound: 63 | nc: 116 | ncall: 12370 | eff(%): 5.441 | loglstar: -inf < -42.971 < inf | logz: -51.216 +/- 0.267 | dlogz: 38.047 > 0.109
iter: 674 | bound: 63 | nc: 5 | ncall: 12375 | eff(%): 5.446 | loglstar: -inf < -42.711 < inf | logz: -51.164 +/- 0.267 | dlogz: 37.991 > 0.109
iter: 675 | bound: 63 | nc: 28 | ncall: 12403 | eff(%): 5.442 | loglstar: -inf < -42.640 < inf | logz: -51.107 +/- 0.267 | dlogz: 37.929 > 0.109
iter: 676 | bound: 63 | nc: 20 | ncall: 12423 | eff(%): 5.442 | loglstar: -inf < -42.514 < inf | logz: -51.048 +/- 0.268 | dlogz: 37.862 > 0.109
iter: 677 | bound: 63 | nc: 2 | ncall: 12425 | eff(%): 5.449 | loglstar: -inf < -42.425 < inf | logz: -50.986 +/- 0.268 | dlogz: 37.793 > 0.109
iter: 678 | bound: 63 | nc: 3 | ncall: 12428 | eff(%): 5.455 | loglstar: -inf < -42.397 < inf | logz: -50.926 +/- 0.268 | dlogz: 37.721 > 0.109
iter: 679 | bound: 63 | nc: 9 | ncall: 12437 | eff(%): 5.460 | loglstar: -inf < -42.396 < inf | logz: -50.869 +/- 0.269 | dlogz: 38.580 > 0.109
iter: 680 | bound: 64 | nc: 47 | ncall: 12484 | eff(%): 5.447 | loglstar: -inf < -42.376 < inf | logz: -50.815 +/- 0.269 | dlogz: 38.513 > 0.109
iter: 681 | bound: 64 | nc: 8 | ncall: 12492 | eff(%): 5.451 | loglstar: -inf < -42.244 < inf | logz: -50.760 +/- 0.269 | dlogz: 38.449 > 0.109
iter: 682 | bound: 64 | nc: 13 | ncall: 12505 | eff(%): 5.454 | loglstar: -inf < -42.215 < inf | logz: -50.704 +/- 0.269 | dlogz: 38.384 > 0.109
iter: 683 | bound: 65 | nc: 129 | ncall: 12634 | eff(%): 5.406 | loglstar: -inf < -42.213 < inf | logz: -50.651 +/- 0.270 | dlogz: 38.319 > 0.109
iter: 684 | bound: 65 | nc: 9 | ncall: 12643 | eff(%): 5.410 | loglstar: -inf < -42.185 < inf | logz: -50.600 +/- 0.270 | dlogz: 38.256 > 0.109
iter: 685 | bound: 65 | nc: 5 | ncall: 12648 | eff(%): 5.416 | loglstar: -inf < -42.097 < inf | logz: -50.550 +/- 0.270 | dlogz: 38.195 > 0.109
iter: 686 | bound: 65 | nc: 35 | ncall: 12683 | eff(%): 5.409 | loglstar: -inf < -41.924 < inf | logz: -50.496 +/- 0.270 | dlogz: 38.135 > 0.109
iter: 687 | bound: 65 | nc: 6 | ncall: 12689 | eff(%): 5.414 | loglstar: -inf < -41.778 < inf | logz: -50.436 +/- 0.270 | dlogz: 38.070 > 0.109
iter: 688 | bound: 65 | nc: 12 | ncall: 12701 | eff(%): 5.417 | loglstar: -inf < -41.737 < inf | logz: -50.376 +/- 0.271 | dlogz: 38.001 > 0.109
iter: 689 | bound: 65 | nc: 18 | ncall: 12719 | eff(%): 5.417 | loglstar: -inf < -41.703 < inf | logz: -50.317 +/- 0.271 | dlogz: 37.931 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 690 | bound: 66 | nc: 26 | ncall: 12745 | eff(%): 5.414 | loglstar: -inf < -41.643 < inf | logz: -50.259 +/- 0.271 | dlogz: 37.862 > 0.109
iter: 691 | bound: 67 | nc: 122 | ncall: 12867 | eff(%): 5.370 | loglstar: -inf < -41.579 < inf | logz: -50.202 +/- 0.271 | dlogz: 37.794 > 0.109
iter: 692 | bound: 67 | nc: 1 | ncall: 12868 | eff(%): 5.378 | loglstar: -inf < -41.543 < inf | logz: -50.146 +/- 0.272 | dlogz: 37.727 > 0.109
iter: 693 | bound: 67 | nc: 12 | ncall: 12880 | eff(%): 5.380 | loglstar: -inf < -41.448 < inf | logz: -50.090 +/- 0.272 | dlogz: 37.661 > 0.109
iter: 694 | bound: 67 | nc: 14 | ncall: 12894 | eff(%): 5.382 | loglstar: -inf < -41.407 < inf | logz: -50.033 +/- 0.272 | dlogz: 37.595 > 0.109
iter: 695 | bound: 67 | nc: 13 | ncall: 12907 | eff(%): 5.385 | loglstar: -inf < -41.353 < inf | logz: -49.978 +/- 0.272 | dlogz: 37.528 > 0.109
iter: 696 | bound: 67 | nc: 3 | ncall: 12910 | eff(%): 5.391 | loglstar: -inf < -41.331 < inf | logz: -49.924 +/- 0.272 | dlogz: 37.463 > 0.109
iter: 697 | bound: 67 | nc: 14 | ncall: 12924 | eff(%): 5.393 | loglstar: -inf < -41.174 < inf | logz: -49.869 +/- 0.273 | dlogz: 37.399 > 0.109
iter: 698 | bound: 67 | nc: 11 | ncall: 12935 | eff(%): 5.396 | loglstar: -inf < -41.065 < inf | logz: -49.810 +/- 0.273 | dlogz: 37.334 > 0.109
iter: 699 | bound: 67 | nc: 2 | ncall: 12937 | eff(%): 5.403 | loglstar: -inf < -41.027 < inf | logz: -49.751 +/- 0.273 | dlogz: 37.265 > 0.109
iter: 700 | bound: 67 | nc: 5 | ncall: 12942 | eff(%): 5.409 | loglstar: -inf < -40.858 < inf | logz: -49.689 +/- 0.273 | dlogz: 37.196 > 0.109
iter: 701 | bound: 68 | nc: 45 | ncall: 12987 | eff(%): 5.398 | loglstar: -inf < -40.845 < inf | logz: -49.627 +/- 0.274 | dlogz: 37.125 > 0.109
iter: 702 | bound: 68 | nc: 3 | ncall: 12990 | eff(%): 5.404 | loglstar: -inf < -40.712 < inf | logz: -49.564 +/- 0.274 | dlogz: 37.052 > 0.109
iter: 703 | bound: 68 | nc: 30 | ncall: 13020 | eff(%): 5.399 | loglstar: -inf < -40.561 < inf | logz: -49.497 +/- 0.274 | dlogz: 36.980 > 0.109
iter: 704 | bound: 68 | nc: 6 | ncall: 13026 | eff(%): 5.405 | loglstar: -inf < -40.482 < inf | logz: -49.428 +/- 0.275 | dlogz: 36.903 > 0.109
iter: 705 | bound: 68 | nc: 9 | ncall: 13035 | eff(%): 5.409 | loglstar: -inf < -40.423 < inf | logz: -49.359 +/- 0.275 | dlogz: 36.823 > 0.109
iter: 706 | bound: 68 | nc: 9 | ncall: 13044 | eff(%): 5.412 | loglstar: -inf < -40.417 < inf | logz: -49.294 +/- 0.276 | dlogz: 36.745 > 0.109
iter: 707 | bound: 68 | nc: 1 | ncall: 13045 | eff(%): 5.420 | loglstar: -inf < -40.313 < inf | logz: -49.229 +/- 0.276 | dlogz: 36.669 > 0.109
iter: 708 | bound: 68 | nc: 34 | ncall: 13079 | eff(%): 5.413 | loglstar: -inf < -40.289 < inf | logz: -49.165 +/- 0.276 | dlogz: 36.595 > 0.109
iter: 709 | bound: 68 | nc: 4 | ncall: 13083 | eff(%): 5.419 | loglstar: -inf < -40.065 < inf | logz: -49.098 +/- 0.277 | dlogz: 36.521 > 0.109
iter: 710 | bound: 69 | nc: 16 | ncall: 13099 | eff(%): 5.420 | loglstar: -inf < -40.044 < inf | logz: -49.028 +/- 0.277 | dlogz: 36.444 > 0.109
iter: 711 | bound: 69 | nc: 1 | ncall: 13100 | eff(%): 5.427 | loglstar: -inf < -39.955 < inf | logz: -48.960 +/- 0.277 | dlogz: 36.364 > 0.109
iter: 712 | bound: 69 | nc: 40 | ncall: 13140 | eff(%): 5.419 | loglstar: -inf < -39.946 < inf | logz: -48.894 +/- 0.278 | dlogz: 36.286 > 0.109
iter: 713 | bound: 69 | nc: 3 | ncall: 13143 | eff(%): 5.425 | loglstar: -inf < -39.773 < inf | logz: -48.826 +/- 0.278 | dlogz: 36.210 > 0.109
iter: 714 | bound: 69 | nc: 15 | ncall: 13158 | eff(%): 5.426 | loglstar: -inf < -39.737 < inf | logz: -48.757 +/- 0.278 | dlogz: 36.132 > 0.109
iter: 715 | bound: 69 | nc: 21 | ncall: 13179 | eff(%): 5.425 | loglstar: -inf < -39.706 < inf | logz: -48.691 +/- 0.278 | dlogz: 36.053 > 0.109
iter: 716 | bound: 69 | nc: 15 | ncall: 13194 | eff(%): 5.427 | loglstar: -inf < -39.652 < inf | logz: -48.627 +/- 0.279 | dlogz: 35.977 > 0.109
iter: 717 | bound: 70 | nc: 13 | ncall: 13207 | eff(%): 5.429 | loglstar: -inf < -39.422 < inf | logz: -48.558 +/- 0.279 | dlogz: 35.903 > 0.109
iter: 718 | bound: 71 | nc: 909 | ncall: 14116 | eff(%): 5.086 | loglstar: -inf < -39.343 < inf | logz: -48.485 +/- 0.279 | dlogz: 35.825 > 0.109
iter: 719 | bound: 72 | nc: 143 | ncall: 14259 | eff(%): 5.042 | loglstar: -inf < -39.307 < inf | logz: -48.413 +/- 0.280 | dlogz: 35.741 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 720 | bound: 73 | nc: 173 | ncall: 14432 | eff(%): 4.989 | loglstar: -inf < -39.291 < inf | logz: -48.345 +/- 0.280 | dlogz: 35.660 > 0.109
iter: 721 | bound: 74 | nc: 4297 | ncall: 18729 | eff(%): 3.850 | loglstar: -inf < -39.280 < inf | logz: -48.282 +/- 0.280 | dlogz: 35.582 > 0.109
iter: 722 | bound: 75 | nc: 132 | ncall: 18861 | eff(%): 3.828 | loglstar: -inf < -39.123 < inf | logz: -48.217 +/- 0.280 | dlogz: 35.508 > 0.109
iter: 723 | bound: 76 | nc: 121 | ncall: 18982 | eff(%): 3.809 | loglstar: -inf < -38.881 < inf | logz: -48.144 +/- 0.281 | dlogz: 35.433 > 0.109
iter: 724 | bound: 77 | nc: 438 | ncall: 19420 | eff(%): 3.728 | loglstar: -inf < -38.696 < inf | logz: -48.061 +/- 0.281 | dlogz: 35.350 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 725 | bound: 78 | nc: 516 | ncall: 19936 | eff(%): 3.637 | loglstar: -inf < -38.629 < inf | logz: -47.976 +/- 0.282 | dlogz: 35.258 > 0.109
iter: 726 | bound: 79 | nc: 266 | ncall: 20202 | eff(%): 3.594 | loglstar: -inf < -38.628 < inf | logz: -47.895 +/- 0.282 | dlogz: 35.162 > 0.109
iter: 727 | bound: 80 | nc: 818 | ncall: 21020 | eff(%): 3.459 | loglstar: -inf < -38.556 < inf | logz: -47.819 +/- 0.283 | dlogz: 35.072 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 728 | bound: 81 | nc: 474 | ncall: 21494 | eff(%): 3.387 | loglstar: -inf < -38.551 < inf | logz: -47.746 +/- 0.283 | dlogz: 34.986 > 0.109
iter: 729 | bound: 82 | nc: 2378 | ncall: 23872 | eff(%): 3.054 | loglstar: -inf < -38.534 < inf | logz: -47.679 +/- 0.283 | dlogz: 34.903 > 0.109
iter: 730 | bound: 82 | nc: 7 | ncall: 23879 | eff(%): 3.057 | loglstar: -inf < -38.473 < inf | logz: -47.613 +/- 0.283 | dlogz: 34.825 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 731 | bound: 83 | nc: 155 | ncall: 24034 | eff(%): 3.042 | loglstar: -inf < -38.424 < inf | logz: -47.549 +/- 0.283 | dlogz: 34.750 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 732 | bound: 84 | nc: 993 | ncall: 25027 | eff(%): 2.925 | loglstar: -inf < -38.326 < inf | logz: -47.485 +/- 0.283 | dlogz: 34.676 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 733 | bound: 85 | nc: 2317 | ncall: 27344 | eff(%): 2.681 | loglstar: -inf < -38.305 < inf | logz: -47.422 +/- 0.283 | dlogz: 34.602 > 0.109
iter: 734 | bound: 85 | nc: 9 | ncall: 27353 | eff(%): 2.683 | loglstar: -inf < -38.224 < inf | logz: -47.360 +/- 0.283 | dlogz: 34.529 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 735 | bound: 86 | nc: 1111 | ncall: 28464 | eff(%): 2.582 | loglstar: -inf < -38.107 < inf | logz: -47.296 +/- 0.284 | dlogz: 34.457 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 736 | bound: 87 | nc: 1354 | ncall: 29818 | eff(%): 2.468 | loglstar: -inf < -38.100 < inf | logz: -47.233 +/- 0.284 | dlogz: 34.383 > 0.109
iter: 737 | bound: 88 | nc: 311 | ncall: 30129 | eff(%): 2.446 | loglstar: -inf < -38.001 < inf | logz: -47.172 +/- 0.284 | dlogz: 34.310 > 0.109
iter: 738 | bound: 88 | nc: 17 | ncall: 30146 | eff(%): 2.448 | loglstar: -inf < -37.953 < inf | logz: -47.110 +/- 0.284 | dlogz: 34.239 > 0.109
iter: 739 | bound: 88 | nc: 8 | ncall: 30154 | eff(%): 2.451 | loglstar: -inf < -37.528 < inf | logz: -47.036 +/- 0.284 | dlogz: 34.167 > 0.109
iter: 740 | bound: 88 | nc: 3 | ncall: 30157 | eff(%): 2.454 | loglstar: -inf < -37.331 < inf | logz: -46.945 +/- 0.285 | dlogz: 34.083 > 0.109
iter: 741 | bound: 88 | nc: 16 | ncall: 30173 | eff(%): 2.456 | loglstar: -inf < -37.313 < inf | logz: -46.855 +/- 0.285 | dlogz: 33.983 > 0.109
iter: 742 | bound: 88 | nc: 2 | ncall: 30175 | eff(%): 2.459 | loglstar: -inf < -37.223 < inf | logz: -46.768 +/- 0.286 | dlogz: 33.882 > 0.109
iter: 743 | bound: 88 | nc: 20 | ncall: 30195 | eff(%): 2.461 | loglstar: -inf < -37.060 < inf | logz: -46.678 +/- 0.287 | dlogz: 33.785 > 0.109
iter: 744 | bound: 88 | nc: 5 | ncall: 30200 | eff(%): 2.464 | loglstar: -inf < -36.915 < inf | logz: -46.584 +/- 0.287 | dlogz: 33.686 > 0.109
iter: 745 | bound: 88 | nc: 17 | ncall: 30217 | eff(%): 2.465 | loglstar: -inf < -36.857 < inf | logz: -46.490 +/- 0.288 | dlogz: 33.582 > 0.109
iter: 746 | bound: 89 | nc: 18 | ncall: 30235 | eff(%): 2.467 | loglstar: -inf < -36.648 < inf | logz: -46.393 +/- 0.288 | dlogz: 33.478 > 0.109
iter: 747 | bound: 89 | nc: 1 | ncall: 30236 | eff(%): 2.471 | loglstar: -inf < -36.551 < inf | logz: -46.293 +/- 0.289 | dlogz: 33.371 > 0.109
iter: 748 | bound: 89 | nc: 1 | ncall: 30237 | eff(%): 2.474 | loglstar: -inf < -36.472 < inf | logz: -46.194 +/- 0.290 | dlogz: 33.260 > 0.109
iter: 749 | bound: 89 | nc: 1 | ncall: 30238 | eff(%): 2.477 | loglstar: -inf < -35.941 < inf | logz: -46.071 +/- 0.291 | dlogz: 33.152 > 0.109
iter: 750 | bound: 89 | nc: 1 | ncall: 30239 | eff(%): 2.480 | loglstar: -inf < -35.752 < inf | logz: -45.924 +/- 0.292 | dlogz: 33.019 > 0.109
iter: 751 | bound: 89 | nc: 2 | ncall: 30241 | eff(%): 2.483 | loglstar: -inf < -35.591 < inf | logz: -45.774 +/- 0.294 | dlogz: 32.862 > 0.109
iter: 752 | bound: 89 | nc: 1 | ncall: 30242 | eff(%): 2.487 | loglstar: -inf < -35.502 < inf | logz: -45.629 +/- 0.295 | dlogz: 32.702 > 0.109
iter: 753 | bound: 89 | nc: 2 | ncall: 30244 | eff(%): 2.490 | loglstar: -inf < -35.200 < inf | logz: -45.477 +/- 0.296 | dlogz: 32.547 > 0.109
iter: 754 | bound: 89 | nc: 2 | ncall: 30246 | eff(%): 2.493 | loglstar: -inf < -35.182 < inf | logz: -45.327 +/- 0.297 | dlogz: 32.385 > 0.109
iter: 755 | bound: 89 | nc: 4 | ncall: 30250 | eff(%): 2.496 | loglstar: -inf < -34.935 < inf | logz: -45.180 +/- 0.298 | dlogz: 32.225 > 0.109
iter: 756 | bound: 89 | nc: 4 | ncall: 30254 | eff(%): 2.499 | loglstar: -inf < -34.880 < inf | logz: -45.035 +/- 0.298 | dlogz: 32.068 > 0.109
iter: 757 | bound: 89 | nc: 2 | ncall: 30256 | eff(%): 2.502 | loglstar: -inf < -34.667 < inf | logz: -44.891 +/- 0.299 | dlogz: 31.913 > 0.109
iter: 758 | bound: 89 | nc: 2 | ncall: 30258 | eff(%): 2.505 | loglstar: -inf < -34.620 < inf | logz: -44.752 +/- 0.299 | dlogz: 31.760 > 0.109
iter: 759 | bound: 89 | nc: 3 | ncall: 30261 | eff(%): 2.508 | loglstar: -inf < -34.581 < inf | logz: -44.626 +/- 0.299 | dlogz: 31.610 > 0.109
iter: 760 | bound: 89 | nc: 10 | ncall: 30271 | eff(%): 2.511 | loglstar: -inf < -34.562 < inf | logz: -44.512 +/- 0.299 | dlogz: 31.474 > 0.109
iter: 761 | bound: 89 | nc: 8 | ncall: 30279 | eff(%): 2.513 | loglstar: -inf < -34.524 < inf | logz: -44.408 +/- 0.299 | dlogz: 31.350 > 0.109
iter: 762 | bound: 89 | nc: 1 | ncall: 30280 | eff(%): 2.517 | loglstar: -inf < -34.428 < inf | logz: -44.308 +/- 0.299 | dlogz: 31.236 > 0.109
iter: 763 | bound: 89 | nc: 2 | ncall: 30282 | eff(%): 2.520 | loglstar: -inf < -34.407 < inf | logz: -44.213 +/- 0.299 | dlogz: 31.126 > 0.109
iter: 764 | bound: 89 | nc: 1 | ncall: 30283 | eff(%): 2.523 | loglstar: -inf < -34.275 < inf | logz: -44.120 +/- 0.299 | dlogz: 31.021 > 0.109
iter: 765 | bound: 89 | nc: 7 | ncall: 30290 | eff(%): 2.526 | loglstar: -inf < -34.041 < inf | logz: -44.020 +/- 0.299 | dlogz: 30.919 > 0.109
iter: 766 | bound: 89 | nc: 2 | ncall: 30292 | eff(%): 2.529 | loglstar: -inf < -33.977 < inf | logz: -43.916 +/- 0.299 | dlogz: 30.809 > 0.109
iter: 767 | bound: 89 | nc: 2 | ncall: 30294 | eff(%): 2.532 | loglstar: -inf < -33.865 < inf | logz: -43.815 +/- 0.299 | dlogz: 30.695 > 0.109
iter: 768 | bound: 89 | nc: 4 | ncall: 30298 | eff(%): 2.535 | loglstar: -inf < -33.781 < inf | logz: -43.715 +/- 0.299 | dlogz: 30.584 > 0.109
iter: 769 | bound: 89 | nc: 1 | ncall: 30299 | eff(%): 2.538 | loglstar: -inf < -33.568 < inf | logz: -43.611 +/- 0.299 | dlogz: 30.474 > 0.109
iter: 770 | bound: 89 | nc: 2 | ncall: 30301 | eff(%): 2.541 | loglstar: -inf < -33.524 < inf | logz: -43.506 +/- 0.299 | dlogz: 30.360 > 0.109
iter: 771 | bound: 89 | nc: 6 | ncall: 30307 | eff(%): 2.544 | loglstar: -inf < -33.414 < inf | logz: -43.405 +/- 0.299 | dlogz: 30.245 > 0.109
iter: 772 | bound: 89 | nc: 1 | ncall: 30308 | eff(%): 2.547 | loglstar: -inf < -33.289 < inf | logz: -43.303 +/- 0.299 | dlogz: 30.134 > 0.109
iter: 773 | bound: 89 | nc: 3 | ncall: 30311 | eff(%): 2.550 | loglstar: -inf < -33.027 < inf | logz: -43.192 +/- 0.299 | dlogz: 30.022 > 0.109
iter: 774 | bound: 89 | nc: 7 | ncall: 30318 | eff(%): 2.553 | loglstar: -inf < -32.792 < inf | logz: -43.067 +/- 0.300 | dlogz: 29.901 > 0.109
iter: 775 | bound: 89 | nc: 9 | ncall: 30327 | eff(%): 2.555 | loglstar: -inf < -32.743 < inf | logz: -42.942 +/- 0.300 | dlogz: 29.766 > 0.109
iter: 776 | bound: 89 | nc: 3 | ncall: 30330 | eff(%): 2.559 | loglstar: -inf < -32.684 < inf | logz: -42.826 +/- 0.300 | dlogz: 29.631 > 0.109
iter: 777 | bound: 89 | nc: 3 | ncall: 30333 | eff(%): 2.562 | loglstar: -inf < -32.550 < inf | logz: -42.714 +/- 0.300 | dlogz: 29.506 > 0.109
iter: 778 | bound: 89 | nc: 1 | ncall: 30334 | eff(%): 2.565 | loglstar: -inf < -32.447 < inf | logz: -42.601 +/- 0.301 | dlogz: 29.383 > 0.109
iter: 779 | bound: 90 | nc: 3 | ncall: 30337 | eff(%): 2.568 | loglstar: -inf < -32.151 < inf | logz: -42.480 +/- 0.301 | dlogz: 29.261 > 0.109
iter: 780 | bound: 90 | nc: 2 | ncall: 30339 | eff(%): 2.571 | loglstar: -inf < -32.127 < inf | logz: -42.356 +/- 0.301 | dlogz: 29.129 > 0.109
iter: 781 | bound: 90 | nc: 5 | ncall: 30344 | eff(%): 2.574 | loglstar: -inf < -32.120 < inf | logz: -42.245 +/- 0.301 | dlogz: 28.995 > 0.109
iter: 782 | bound: 90 | nc: 3 | ncall: 30347 | eff(%): 2.577 | loglstar: -inf < -31.886 < inf | logz: -42.133 +/- 0.301 | dlogz: 28.874 > 0.109
iter: 783 | bound: 90 | nc: 5 | ncall: 30352 | eff(%): 2.580 | loglstar: -inf < -31.836 < inf | logz: -42.020 +/- 0.302 | dlogz: 28.753 > 0.109
iter: 784 | bound: 90 | nc: 3 | ncall: 30355 | eff(%): 2.583 | loglstar: -inf < -31.514 < inf | logz: -41.899 +/- 0.302 | dlogz: 28.630 > 0.109
iter: 785 | bound: 90 | nc: 5 | ncall: 30360 | eff(%): 2.586 | loglstar: -inf < -31.425 < inf | logz: -41.770 +/- 0.302 | dlogz: 28.499 > 0.109
iter: 786 | bound: 90 | nc: 1 | ncall: 30361 | eff(%): 2.589 | loglstar: -inf < -31.413 < inf | logz: -41.652 +/- 0.303 | dlogz: 28.360 > 0.109
iter: 787 | bound: 90 | nc: 1 | ncall: 30362 | eff(%): 2.592 | loglstar: -inf < -31.345 < inf | logz: -41.543 +/- 0.303 | dlogz: 28.232 > 0.109
iter: 788 | bound: 90 | nc: 17 | ncall: 30379 | eff(%): 2.594 | loglstar: -inf < -31.273 < inf | logz: -41.439 +/- 0.303 | dlogz: 28.113 > 0.109
iter: 789 | bound: 90 | nc: 2 | ncall: 30381 | eff(%): 2.597 | loglstar: -inf < -31.236 < inf | logz: -41.341 +/- 0.302 | dlogz: 27.999 > 0.109
iter: 790 | bound: 90 | nc: 5 | ncall: 30386 | eff(%): 2.600 | loglstar: -inf < -31.116 < inf | logz: -41.245 +/- 0.302 | dlogz: 27.891 > 0.109
iter: 791 | bound: 90 | nc: 1 | ncall: 30387 | eff(%): 2.603 | loglstar: -inf < -31.092 < inf | logz: -41.153 +/- 0.302 | dlogz: 27.785 > 0.109
iter: 792 | bound: 90 | nc: 1 | ncall: 30388 | eff(%): 2.606 | loglstar: -inf < -30.841 < inf | logz: -41.057 +/- 0.302 | dlogz: 27.683 > 0.109
iter: 793 | bound: 90 | nc: 4 | ncall: 30392 | eff(%): 2.609 | loglstar: -inf < -30.699 < inf | logz: -40.952 +/- 0.302 | dlogz: 27.577 > 0.109
iter: 794 | bound: 90 | nc: 4 | ncall: 30396 | eff(%): 2.612 | loglstar: -inf < -30.640 < inf | logz: -40.849 +/- 0.302 | dlogz: 27.462 > 0.109
iter: 795 | bound: 90 | nc: 11 | ncall: 30407 | eff(%): 2.615 | loglstar: -inf < -30.552 < inf | logz: -40.750 +/- 0.302 | dlogz: 27.349 > 0.109
iter: 796 | bound: 90 | nc: 4 | ncall: 30411 | eff(%): 2.617 | loglstar: -inf < -30.394 < inf | logz: -40.650 +/- 0.302 | dlogz: 27.240 > 0.109
iter: 797 | bound: 90 | nc: 6 | ncall: 30417 | eff(%): 2.620 | loglstar: -inf < -30.233 < inf | logz: -40.544 +/- 0.303 | dlogz: 27.130 > 0.109
iter: 798 | bound: 90 | nc: 3 | ncall: 30420 | eff(%): 2.623 | loglstar: -inf < -30.054 < inf | logz: -40.433 +/- 0.303 | dlogz: 27.014 > 0.109
iter: 799 | bound: 90 | nc: 7 | ncall: 30427 | eff(%): 2.626 | loglstar: -inf < -30.012 < inf | logz: -40.323 +/- 0.303 | dlogz: 26.893 > 0.109
iter: 800 | bound: 91 | nc: 11 | ncall: 30438 | eff(%): 2.628 | loglstar: -inf < -29.378 < inf | logz: -40.182 +/- 0.304 | dlogz: 26.774 > 0.109
iter: 801 | bound: 91 | nc: 1 | ncall: 30439 | eff(%): 2.631 | loglstar: -inf < -29.354 < inf | logz: -40.023 +/- 0.305 | dlogz: 26.623 > 0.109
iter: 802 | bound: 91 | nc: 2 | ncall: 30441 | eff(%): 2.635 | loglstar: -inf < -29.318 < inf | logz: -39.884 +/- 0.306 | dlogz: 26.454 > 0.109
iter: 803 | bound: 91 | nc: 2 | ncall: 30443 | eff(%): 2.638 | loglstar: -inf < -29.311 < inf | logz: -39.760 +/- 0.306 | dlogz: 26.304 > 0.109
iter: 804 | bound: 91 | nc: 3 | ncall: 30446 | eff(%): 2.641 | loglstar: -inf < -29.138 < inf | logz: -39.641 +/- 0.306 | dlogz: 26.170 > 0.109
iter: 805 | bound: 91 | nc: 1 | ncall: 30447 | eff(%): 2.644 | loglstar: -inf < -29.087 < inf | logz: -39.524 +/- 0.306 | dlogz: 26.041 > 0.109
iter: 806 | bound: 91 | nc: 3 | ncall: 30450 | eff(%): 2.647 | loglstar: -inf < -28.916 < inf | logz: -39.408 +/- 0.306 | dlogz: 25.914 > 0.109
iter: 807 | bound: 91 | nc: 3 | ncall: 30453 | eff(%): 2.650 | loglstar: -inf < -28.825 < inf | logz: -39.292 +/- 0.306 | dlogz: 25.789 > 0.109
iter: 808 | bound: 91 | nc: 6 | ncall: 30459 | eff(%): 2.653 | loglstar: -inf < -28.753 < inf | logz: -39.181 +/- 0.306 | dlogz: 25.663 > 0.109
iter: 809 | bound: 91 | nc: 8 | ncall: 30467 | eff(%): 2.655 | loglstar: -inf < -28.605 < inf | logz: -39.071 +/- 0.306 | dlogz: 25.542 > 0.109
iter: 810 | bound: 91 | nc: 2 | ncall: 30469 | eff(%): 2.658 | loglstar: -inf < -28.604 < inf | logz: -38.966 +/- 0.306 | dlogz: 25.422 > 0.109
iter: 811 | bound: 91 | nc: 4 | ncall: 30473 | eff(%): 2.661 | loglstar: -inf < -28.593 < inf | logz: -38.871 +/- 0.306 | dlogz: 25.306 > 0.109
iter: 812 | bound: 91 | nc: 4 | ncall: 30477 | eff(%): 2.664 | loglstar: -inf < -28.590 < inf | logz: -38.784 +/- 0.306 | dlogz: 25.202 > 0.109
iter: 813 | bound: 91 | nc: 4 | ncall: 30481 | eff(%): 2.667 | loglstar: -inf < -28.531 < inf | logz: -38.703 +/- 0.306 | dlogz: 25.105 > 0.109
iter: 814 | bound: 91 | nc: 3 | ncall: 30484 | eff(%): 2.670 | loglstar: -inf < -28.411 < inf | logz: -38.622 +/- 0.305 | dlogz: 25.014 > 0.109
iter: 815 | bound: 91 | nc: 3 | ncall: 30487 | eff(%): 2.673 | loglstar: -inf < -28.382 < inf | logz: -38.542 +/- 0.305 | dlogz: 24.923 > 0.109
iter: 816 | bound: 91 | nc: 2 | ncall: 30489 | eff(%): 2.676 | loglstar: -inf < -28.118 < inf | logz: -38.457 +/- 0.305 | dlogz: 24.833 > 0.109
iter: 817 | bound: 91 | nc: 4 | ncall: 30493 | eff(%): 2.679 | loglstar: -inf < -28.117 < inf | logz: -38.370 +/- 0.305 | dlogz: 24.739 > 0.109
iter: 818 | bound: 91 | nc: 7 | ncall: 30500 | eff(%): 2.682 | loglstar: -inf < -27.912 < inf | logz: -38.282 +/- 0.305 | dlogz: 24.641 > 0.109
iter: 819 | bound: 91 | nc: 4 | ncall: 30504 | eff(%): 2.685 | loglstar: -inf < -27.753 < inf | logz: -38.186 +/- 0.305 | dlogz: 24.543 > 0.109
iter: 820 | bound: 91 | nc: 2 | ncall: 30506 | eff(%): 2.688 | loglstar: -inf < -27.669 < inf | logz: -38.090 +/- 0.305 | dlogz: 27.004 > 0.109
iter: 821 | bound: 91 | nc: 7 | ncall: 30513 | eff(%): 2.691 | loglstar: -inf < -27.630 < inf | logz: -37.997 +/- 0.305 | dlogz: 26.897 > 0.109
iter: 822 | bound: 91 | nc: 3 | ncall: 30516 | eff(%): 2.694 | loglstar: -inf < -27.523 < inf | logz: -37.907 +/- 0.305 | dlogz: 26.794 > 0.109
iter: 823 | bound: 91 | nc: 7 | ncall: 30523 | eff(%): 2.696 | loglstar: -inf < -27.261 < inf | logz: -37.809 +/- 0.305 | dlogz: 26.694 > 0.109
iter: 824 | bound: 91 | nc: 3 | ncall: 30526 | eff(%): 2.699 | loglstar: -inf < -27.165 < inf | logz: -37.705 +/- 0.306 | dlogz: 26.586 > 0.109
iter: 825 | bound: 92 | nc: 14 | ncall: 30540 | eff(%): 2.701 | loglstar: -inf < -27.109 < inf | logz: -37.604 +/- 0.306 | dlogz: 26.472 > 0.109
iter: 826 | bound: 92 | nc: 13 | ncall: 30553 | eff(%): 2.703 | loglstar: -inf < -27.063 < inf | logz: -37.509 +/- 0.306 | dlogz: 26.361 > 0.109
iter: 827 | bound: 92 | nc: 2 | ncall: 30555 | eff(%): 2.707 | loglstar: -inf < -26.706 < inf | logz: -37.403 +/- 0.306 | dlogz: 26.256 > 0.109
iter: 828 | bound: 92 | nc: 3 | ncall: 30558 | eff(%): 2.710 | loglstar: -inf < -26.606 < inf | logz: -37.287 +/- 0.307 | dlogz: 26.141 > 0.109
iter: 829 | bound: 92 | nc: 4 | ncall: 30562 | eff(%): 2.713 | loglstar: -inf < -26.497 < inf | logz: -37.174 +/- 0.307 | dlogz: 26.015 > 0.109
iter: 830 | bound: 92 | nc: 6 | ncall: 30568 | eff(%): 2.715 | loglstar: -inf < -26.481 < inf | logz: -37.066 +/- 0.307 | dlogz: 25.891 > 0.109
iter: 831 | bound: 92 | nc: 2 | ncall: 30570 | eff(%): 2.718 | loglstar: -inf < -26.460 < inf | logz: -36.969 +/- 0.307 | dlogz: 25.774 > 0.109
iter: 832 | bound: 92 | nc: 10 | ncall: 30580 | eff(%): 2.721 | loglstar: -inf < -26.386 < inf | logz: -36.877 +/- 0.307 | dlogz: 25.666 > 0.109
iter: 833 | bound: 92 | nc: 7 | ncall: 30587 | eff(%): 2.723 | loglstar: -inf < -26.244 < inf | logz: -36.784 +/- 0.307 | dlogz: 25.564 > 0.109
iter: 834 | bound: 92 | nc: 3 | ncall: 30590 | eff(%): 2.726 | loglstar: -inf < -26.173 < inf | logz: -36.691 +/- 0.308 | dlogz: 25.461 > 0.109
iter: 835 | bound: 92 | nc: 2 | ncall: 30592 | eff(%): 2.729 | loglstar: -inf < -25.896 < inf | logz: -36.590 +/- 0.308 | dlogz: 25.358 > 0.109
iter: 836 | bound: 92 | nc: 6 | ncall: 30598 | eff(%): 2.732 | loglstar: -inf < -25.881 < inf | logz: -36.487 +/- 0.308 | dlogz: 25.248 > 0.109
iter: 837 | bound: 92 | nc: 9 | ncall: 30607 | eff(%): 2.735 | loglstar: -inf < -25.617 < inf | logz: -36.381 +/- 0.308 | dlogz: 25.135 > 0.109
iter: 838 | bound: 92 | nc: 6 | ncall: 30613 | eff(%): 2.737 | loglstar: -inf < -25.606 < inf | logz: -36.273 +/- 0.308 | dlogz: 25.019 > 0.109
iter: 839 | bound: 92 | nc: 7 | ncall: 30620 | eff(%): 2.740 | loglstar: -inf < -25.606 < inf | logz: -36.176 +/- 0.309 | dlogz: 24.901 > 0.109
iter: 840 | bound: 92 | nc: 7 | ncall: 30627 | eff(%): 2.743 | loglstar: -inf < -25.470 < inf | logz: -36.083 +/- 0.309 | dlogz: 24.794 > 0.109
iter: 841 | bound: 92 | nc: 3 | ncall: 30630 | eff(%): 2.746 | loglstar: -inf < -25.451 < inf | logz: -35.992 +/- 0.309 | dlogz: 24.691 > 0.109
iter: 842 | bound: 92 | nc: 2 | ncall: 30632 | eff(%): 2.749 | loglstar: -inf < -25.419 < inf | logz: -35.907 +/- 0.309 | dlogz: 24.590 > 0.109
iter: 843 | bound: 92 | nc: 4 | ncall: 30636 | eff(%): 2.752 | loglstar: -inf < -25.020 < inf | logz: -35.810 +/- 0.309 | dlogz: 24.495 > 0.109
iter: 844 | bound: 93 | nc: 4 | ncall: 30640 | eff(%): 2.755 | loglstar: -inf < -24.915 < inf | logz: -35.701 +/- 0.309 | dlogz: 24.389 > 0.109
iter: 845 | bound: 93 | nc: 1 | ncall: 30641 | eff(%): 2.758 | loglstar: -inf < -24.889 < inf | logz: -35.597 +/- 0.309 | dlogz: 24.269 > 0.109
iter: 846 | bound: 93 | nc: 6 | ncall: 30647 | eff(%): 2.760 | loglstar: -inf < -24.862 < inf | logz: -35.502 +/- 0.309 | dlogz: 24.156 > 0.109
iter: 847 | bound: 93 | nc: 1 | ncall: 30648 | eff(%): 2.764 | loglstar: -inf < -24.823 < inf | logz: -35.413 +/- 0.309 | dlogz: 24.050 > 0.109
iter: 848 | bound: 93 | nc: 11 | ncall: 30659 | eff(%): 2.766 | loglstar: -inf < -24.753 < inf | logz: -35.328 +/- 0.309 | dlogz: 23.951 > 0.109
iter: 849 | bound: 93 | nc: 1 | ncall: 30660 | eff(%): 2.769 | loglstar: -inf < -24.659 < inf | logz: -35.243 +/- 0.309 | dlogz: 23.856 > 0.109
iter: 850 | bound: 93 | nc: 4 | ncall: 30664 | eff(%): 2.772 | loglstar: -inf < -24.618 < inf | logz: -35.161 +/- 0.309 | dlogz: 23.762 > 0.109
iter: 851 | bound: 93 | nc: 9 | ncall: 30673 | eff(%): 2.774 | loglstar: -inf < -24.578 < inf | logz: -35.083 +/- 0.309 | dlogz: 23.670 > 0.109
iter: 852 | bound: 93 | nc: 1 | ncall: 30674 | eff(%): 2.778 | loglstar: -inf < -24.467 < inf | logz: -35.006 +/- 0.309 | dlogz: 23.582 > 0.109
iter: 853 | bound: 93 | nc: 3 | ncall: 30677 | eff(%): 2.781 | loglstar: -inf < -24.412 < inf | logz: -34.929 +/- 0.309 | dlogz: 23.494 > 0.109
iter: 854 | bound: 93 | nc: 1 | ncall: 30678 | eff(%): 2.784 | loglstar: -inf < -24.398 < inf | logz: -34.856 +/- 0.309 | dlogz: 23.407 > 0.109
iter: 855 | bound: 93 | nc: 31 | ncall: 30709 | eff(%): 2.784 | loglstar: -inf < -24.220 < inf | logz: -34.781 +/- 0.309 | dlogz: 23.324 > 0.109
iter: 856 | bound: 93 | nc: 2 | ncall: 30711 | eff(%): 2.787 | loglstar: -inf < -24.125 < inf | logz: -34.703 +/- 0.309 | dlogz: 23.240 > 0.109
iter: 857 | bound: 93 | nc: 3 | ncall: 30714 | eff(%): 2.790 | loglstar: -inf < -24.119 < inf | logz: -34.628 +/- 0.309 | dlogz: 23.152 > 0.109
iter: 858 | bound: 93 | nc: 4 | ncall: 30718 | eff(%): 2.793 | loglstar: -inf < -23.962 < inf | logz: -34.553 +/- 0.309 | dlogz: 23.067 > 0.109
iter: 859 | bound: 93 | nc: 4 | ncall: 30722 | eff(%): 2.796 | loglstar: -inf < -23.937 < inf | logz: -34.478 +/- 0.309 | dlogz: 23.498 > 0.109
iter: 860 | bound: 93 | nc: 4 | ncall: 30726 | eff(%): 2.799 | loglstar: -inf < -23.919 < inf | logz: -34.407 +/- 0.309 | dlogz: 23.413 > 0.109
iter: 861 | bound: 94 | nc: 19 | ncall: 30745 | eff(%): 2.800 | loglstar: -inf < -23.852 < inf | logz: -34.339 +/- 0.308 | dlogz: 23.332 > 0.109
iter: 862 | bound: 94 | nc: 3 | ncall: 30748 | eff(%): 2.803 | loglstar: -inf < -23.670 < inf | logz: -34.267 +/- 0.308 | dlogz: 23.254 > 0.109
iter: 863 | bound: 94 | nc: 2 | ncall: 30750 | eff(%): 2.807 | loglstar: -inf < -23.567 < inf | logz: -34.191 +/- 0.309 | dlogz: 23.172 > 0.109
iter: 864 | bound: 94 | nc: 6 | ncall: 30756 | eff(%): 2.809 | loglstar: -inf < -23.488 < inf | logz: -34.115 +/- 0.309 | dlogz: 23.086 > 0.109
iter: 865 | bound: 94 | nc: 1 | ncall: 30757 | eff(%): 2.812 | loglstar: -inf < -23.403 < inf | logz: -34.040 +/- 0.309 | dlogz: 23.000 > 0.109
iter: 866 | bound: 94 | nc: 2 | ncall: 30759 | eff(%): 2.815 | loglstar: -inf < -22.857 < inf | logz: -33.942 +/- 0.309 | dlogz: 22.915 > 0.109
iter: 867 | bound: 94 | nc: 5 | ncall: 30764 | eff(%): 2.818 | loglstar: -inf < -22.841 < inf | logz: -33.830 +/- 0.310 | dlogz: 22.807 > 0.109
iter: 868 | bound: 94 | nc: 1 | ncall: 30765 | eff(%): 2.821 | loglstar: -inf < -22.828 < inf | logz: -33.730 +/- 0.310 | dlogz: 22.686 > 0.109
iter: 869 | bound: 94 | nc: 1 | ncall: 30766 | eff(%): 2.825 | loglstar: -inf < -22.589 < inf | logz: -33.627 +/- 0.311 | dlogz: 22.575 > 0.109
iter: 870 | bound: 94 | nc: 2 | ncall: 30768 | eff(%): 2.828 | loglstar: -inf < -22.518 < inf | logz: -33.521 +/- 0.311 | dlogz: 22.462 > 0.109
iter: 871 | bound: 94 | nc: 3 | ncall: 30771 | eff(%): 2.831 | loglstar: -inf < -22.440 < inf | logz: -33.419 +/- 0.312 | dlogz: 22.346 > 0.109
iter: 872 | bound: 94 | nc: 2 | ncall: 30773 | eff(%): 2.834 | loglstar: -inf < -22.409 < inf | logz: -33.322 +/- 0.312 | dlogz: 22.234 > 0.109
iter: 873 | bound: 94 | nc: 4 | ncall: 30777 | eff(%): 2.837 | loglstar: -inf < -22.363 < inf | logz: -33.231 +/- 0.312 | dlogz: 22.127 > 0.109
iter: 874 | bound: 94 | nc: 1 | ncall: 30778 | eff(%): 2.840 | loglstar: -inf < -22.339 < inf | logz: -33.146 +/- 0.312 | dlogz: 22.027 > 0.109
iter: 875 | bound: 94 | nc: 1 | ncall: 30779 | eff(%): 2.843 | loglstar: -inf < -22.273 < inf | logz: -33.065 +/- 0.312 | dlogz: 21.932 > 0.109
iter: 876 | bound: 94 | nc: 5 | ncall: 30784 | eff(%): 2.846 | loglstar: -inf < -22.131 < inf | logz: -32.983 +/- 0.312 | dlogz: 21.841 > 0.109
iter: 877 | bound: 94 | nc: 7 | ncall: 30791 | eff(%): 2.848 | loglstar: -inf < -21.985 < inf | logz: -32.896 +/- 0.312 | dlogz: 21.748 > 0.109
iter: 878 | bound: 94 | nc: 1 | ncall: 30792 | eff(%): 2.851 | loglstar: -inf < -21.909 < inf | logz: -32.809 +/- 0.313 | dlogz: 21.652 > 0.109
iter: 879 | bound: 94 | nc: 2 | ncall: 30794 | eff(%): 2.854 | loglstar: -inf < -21.871 < inf | logz: -32.724 +/- 0.313 | dlogz: 21.554 > 0.109
iter: 880 | bound: 94 | nc: 1 | ncall: 30795 | eff(%): 2.858 | loglstar: -inf < -21.682 < inf | logz: -32.638 +/- 0.313 | dlogz: 21.460 > 0.109
iter: 881 | bound: 94 | nc: 14 | ncall: 30809 | eff(%): 2.860 | loglstar: -inf < -21.652 < inf | logz: -32.552 +/- 0.313 | dlogz: 21.364 > 0.109
iter: 882 | bound: 94 | nc: 1 | ncall: 30810 | eff(%): 2.863 | loglstar: -inf < -21.630 < inf | logz: -32.470 +/- 0.313 | dlogz: 21.267 > 0.109
iter: 883 | bound: 94 | nc: 9 | ncall: 30819 | eff(%): 2.865 | loglstar: -inf < -21.623 < inf | logz: -32.395 +/- 0.313 | dlogz: 21.176 > 0.109
iter: 884 | bound: 94 | nc: 1 | ncall: 30820 | eff(%): 2.868 | loglstar: -inf < -21.471 < inf | logz: -32.320 +/- 0.313 | dlogz: 21.091 > 0.109
iter: 885 | bound: 94 | nc: 1 | ncall: 30821 | eff(%): 2.871 | loglstar: -inf < -21.283 < inf | logz: -32.238 +/- 0.313 | dlogz: 21.006 > 0.109
iter: 886 | bound: 94 | nc: 2 | ncall: 30823 | eff(%): 2.874 | loglstar: -inf < -21.146 < inf | logz: -32.151 +/- 0.313 | dlogz: 20.914 > 0.109
iter: 887 | bound: 94 | nc: 5 | ncall: 30828 | eff(%): 2.877 | loglstar: -inf < -20.991 < inf | logz: -32.059 +/- 0.313 | dlogz: 20.817 > 0.109
iter: 888 | bound: 94 | nc: 5 | ncall: 30833 | eff(%): 2.880 | loglstar: -inf < -20.860 < inf | logz: -31.964 +/- 0.314 | dlogz: 20.716 > 0.109
iter: 889 | bound: 94 | nc: 1 | ncall: 30834 | eff(%): 2.883 | loglstar: -inf < -20.839 < inf | logz: -31.872 +/- 0.314 | dlogz: 20.611 > 0.109
iter: 890 | bound: 94 | nc: 2 | ncall: 30836 | eff(%): 2.886 | loglstar: -inf < -20.779 < inf | logz: -31.785 +/- 0.314 | dlogz: 20.508 > 0.109
iter: 891 | bound: 95 | nc: 10 | ncall: 30846 | eff(%): 2.889 | loglstar: -inf < -20.689 < inf | logz: -31.700 +/- 0.314 | dlogz: 20.411 > 0.109
iter: 892 | bound: 95 | nc: 4 | ncall: 30850 | eff(%): 2.891 | loglstar: -inf < -20.676 < inf | logz: -31.618 +/- 0.314 | dlogz: 20.316 > 0.109
iter: 893 | bound: 95 | nc: 2 | ncall: 30852 | eff(%): 2.894 | loglstar: -inf < -20.560 < inf | logz: -31.538 +/- 0.314 | dlogz: 20.224 > 0.109
iter: 894 | bound: 95 | nc: 1 | ncall: 30853 | eff(%): 2.898 | loglstar: -inf < -20.377 < inf | logz: -31.454 +/- 0.314 | dlogz: 20.135 > 0.109
iter: 895 | bound: 95 | nc: 1 | ncall: 30854 | eff(%): 2.901 | loglstar: -inf < -20.107 < inf | logz: -31.357 +/- 0.315 | dlogz: 20.040 > 0.109
iter: 896 | bound: 95 | nc: 1 | ncall: 30855 | eff(%): 2.904 | loglstar: -inf < -20.068 < inf | logz: -31.257 +/- 0.315 | dlogz: 21.032 > 0.109
iter: 897 | bound: 95 | nc: 2 | ncall: 30857 | eff(%): 2.907 | loglstar: -inf < -20.021 < inf | logz: -31.163 +/- 0.315 | dlogz: 20.922 > 0.109
iter: 898 | bound: 95 | nc: 2 | ncall: 30859 | eff(%): 2.910 | loglstar: -inf < -20.006 < inf | logz: -31.076 +/- 0.316 | dlogz: 20.818 > 0.109
iter: 899 | bound: 95 | nc: 5 | ncall: 30864 | eff(%): 2.913 | loglstar: -inf < -19.871 < inf | logz: -30.990 +/- 0.316 | dlogz: 20.721 > 0.109
iter: 900 | bound: 95 | nc: 4 | ncall: 30868 | eff(%): 2.916 | loglstar: -inf < -19.869 < inf | logz: -30.906 +/- 0.316 | dlogz: 20.625 > 0.109
iter: 901 | bound: 95 | nc: 2 | ncall: 30870 | eff(%): 2.919 | loglstar: -inf < -19.650 < inf | logz: -30.821 +/- 0.316 | dlogz: 20.531 > 0.109
iter: 902 | bound: 95 | nc: 2 | ncall: 30872 | eff(%): 2.922 | loglstar: -inf < -19.608 < inf | logz: -30.733 +/- 0.316 | dlogz: 20.436 > 0.109
iter: 903 | bound: 95 | nc: 1 | ncall: 30873 | eff(%): 2.925 | loglstar: -inf < -19.593 < inf | logz: -30.651 +/- 0.316 | dlogz: 20.338 > 0.109
iter: 904 | bound: 95 | nc: 4 | ncall: 30877 | eff(%): 2.928 | loglstar: -inf < -19.517 < inf | logz: -30.572 +/- 0.316 | dlogz: 20.246 > 0.109
iter: 905 | bound: 95 | nc: 11 | ncall: 30888 | eff(%): 2.930 | loglstar: -inf < -19.483 < inf | logz: -30.496 +/- 0.316 | dlogz: 20.158 > 0.109
iter: 906 | bound: 95 | nc: 1 | ncall: 30889 | eff(%): 2.933 | loglstar: -inf < -19.400 < inf | logz: -30.422 +/- 0.316 | dlogz: 20.072 > 0.109
iter: 907 | bound: 95 | nc: 9 | ncall: 30898 | eff(%): 2.935 | loglstar: -inf < -19.397 < inf | logz: -30.351 +/- 0.316 | dlogz: 19.988 > 0.109
iter: 908 | bound: 95 | nc: 11 | ncall: 30909 | eff(%): 2.938 | loglstar: -inf < -19.368 < inf | logz: -30.284 +/- 0.316 | dlogz: 19.907 > 0.109
iter: 909 | bound: 95 | nc: 4 | ncall: 30913 | eff(%): 2.941 | loglstar: -inf < -19.365 < inf | logz: -30.221 +/- 0.316 | dlogz: 19.830 > 0.109
iter: 910 | bound: 95 | nc: 1 | ncall: 30914 | eff(%): 2.944 | loglstar: -inf < -19.275 < inf | logz: -30.160 +/- 0.316 | dlogz: 19.757 > 0.109
iter: 911 | bound: 95 | nc: 4 | ncall: 30918 | eff(%): 2.947 | loglstar: -inf < -19.191 < inf | logz: -30.097 +/- 0.316 | dlogz: 19.685 > 0.109
iter: 912 | bound: 95 | nc: 2 | ncall: 30920 | eff(%): 2.950 | loglstar: -inf < -19.115 < inf | logz: -30.034 +/- 0.315 | dlogz: 19.613 > 0.109
iter: 913 | bound: 95 | nc: 4 | ncall: 30924 | eff(%): 2.952 | loglstar: -inf < -18.885 < inf | logz: -29.966 +/- 0.315 | dlogz: 19.540 > 0.109
iter: 914 | bound: 95 | nc: 2 | ncall: 30926 | eff(%): 2.955 | loglstar: -inf < -18.836 < inf | logz: -29.894 +/- 0.316 | dlogz: 19.462 > 0.109
iter: 915 | bound: 95 | nc: 2 | ncall: 30928 | eff(%): 2.958 | loglstar: -inf < -18.762 < inf | logz: -29.823 +/- 0.316 | dlogz: 19.380 > 0.109
iter: 916 | bound: 95 | nc: 8 | ncall: 30936 | eff(%): 2.961 | loglstar: -inf < -18.732 < inf | logz: -29.754 +/- 0.316 | dlogz: 19.299 > 0.109
iter: 917 | bound: 95 | nc: 1 | ncall: 30937 | eff(%): 2.964 | loglstar: -inf < -18.714 < inf | logz: -29.689 +/- 0.316 | dlogz: 19.221 > 0.109
iter: 918 | bound: 95 | nc: 1 | ncall: 30938 | eff(%): 2.967 | loglstar: -inf < -18.662 < inf | logz: -29.627 +/- 0.316 | dlogz: 19.145 > 0.109
iter: 919 | bound: 95 | nc: 3 | ncall: 30941 | eff(%): 2.970 | loglstar: -inf < -18.625 < inf | logz: -29.566 +/- 0.316 | dlogz: 19.073 > 0.109
iter: 920 | bound: 95 | nc: 1 | ncall: 30942 | eff(%): 2.973 | loglstar: -inf < -18.247 < inf | logz: -29.495 +/- 0.316 | dlogz: 19.002 > 0.109
iter: 921 | bound: 95 | nc: 2 | ncall: 30944 | eff(%): 2.976 | loglstar: -inf < -18.143 < inf | logz: -29.413 +/- 0.316 | dlogz: 18.921 > 0.109
iter: 922 | bound: 95 | nc: 1 | ncall: 30945 | eff(%): 2.979 | loglstar: -inf < -18.050 < inf | logz: -29.332 +/- 0.316 | dlogz: 18.830 > 0.109
iter: 923 | bound: 96 | nc: 1 | ncall: 30946 | eff(%): 2.983 | loglstar: -inf < -18.046 < inf | logz: -29.253 +/- 0.316 | dlogz: 18.738 > 0.109
iter: 924 | bound: 96 | nc: 4 | ncall: 30950 | eff(%): 2.985 | loglstar: -inf < -18.034 < inf | logz: -29.181 +/- 0.317 | dlogz: 18.650 > 0.109
iter: 925 | bound: 96 | nc: 3 | ncall: 30953 | eff(%): 2.988 | loglstar: -inf < -17.977 < inf | logz: -29.111 +/- 0.317 | dlogz: 18.567 > 0.109
iter: 926 | bound: 96 | nc: 7 | ncall: 30960 | eff(%): 2.991 | loglstar: -inf < -17.972 < inf | logz: -29.045 +/- 0.317 | dlogz: 18.488 > 0.109
iter: 927 | bound: 96 | nc: 1 | ncall: 30961 | eff(%): 2.994 | loglstar: -inf < -17.936 < inf | logz: -28.982 +/- 0.317 | dlogz: 18.412 > 0.109
iter: 928 | bound: 96 | nc: 3 | ncall: 30964 | eff(%): 2.997 | loglstar: -inf < -17.884 < inf | logz: -28.921 +/- 0.317 | dlogz: 18.339 > 0.109
iter: 929 | bound: 96 | nc: 2 | ncall: 30966 | eff(%): 3.000 | loglstar: -inf < -17.832 < inf | logz: -28.861 +/- 0.317 | dlogz: 18.268 > 0.109
iter: 930 | bound: 96 | nc: 2 | ncall: 30968 | eff(%): 3.003 | loglstar: -inf < -17.830 < inf | logz: -28.804 +/- 0.317 | dlogz: 18.198 > 0.109
iter: 931 | bound: 96 | nc: 1 | ncall: 30969 | eff(%): 3.006 | loglstar: -inf < -17.740 < inf | logz: -28.748 +/- 0.316 | dlogz: 18.131 > 0.109
iter: 932 | bound: 96 | nc: 2 | ncall: 30971 | eff(%): 3.009 | loglstar: -inf < -17.689 < inf | logz: -28.691 +/- 0.316 | dlogz: 18.065 > 0.109
iter: 933 | bound: 96 | nc: 3 | ncall: 30974 | eff(%): 3.012 | loglstar: -inf < -17.540 < inf | logz: -28.633 +/- 0.316 | dlogz: 17.998 > 0.109
iter: 934 | bound: 96 | nc: 3 | ncall: 30977 | eff(%): 3.015 | loglstar: -inf < -17.471 < inf | logz: -28.572 +/- 0.316 | dlogz: 17.930 > 0.109
iter: 935 | bound: 96 | nc: 1 | ncall: 30978 | eff(%): 3.018 | loglstar: -inf < -17.358 < inf | logz: -28.510 +/- 0.317 | dlogz: 17.859 > 0.109
iter: 936 | bound: 96 | nc: 1 | ncall: 30979 | eff(%): 3.021 | loglstar: -inf < -17.223 < inf | logz: -28.445 +/- 0.317 | dlogz: 17.787 > 0.109
iter: 937 | bound: 96 | nc: 9 | ncall: 30988 | eff(%): 3.024 | loglstar: -inf < -16.908 < inf | logz: -28.369 +/- 0.317 | dlogz: 17.712 > 0.109
iter: 938 | bound: 96 | nc: 1 | ncall: 30989 | eff(%): 3.027 | loglstar: -inf < -16.852 < inf | logz: -28.286 +/- 0.317 | dlogz: 17.626 > 0.109
iter: 939 | bound: 96 | nc: 1 | ncall: 30990 | eff(%): 3.030 | loglstar: -inf < -16.796 < inf | logz: -28.206 +/- 0.318 | dlogz: 17.533 > 0.109
iter: 940 | bound: 96 | nc: 2 | ncall: 30992 | eff(%): 3.033 | loglstar: -inf < -16.787 < inf | logz: -28.130 +/- 0.318 | dlogz: 17.443 > 0.109
iter: 941 | bound: 96 | nc: 1 | ncall: 30993 | eff(%): 3.036 | loglstar: -inf < -16.566 < inf | logz: -28.052 +/- 0.318 | dlogz: 17.358 > 0.109
iter: 942 | bound: 96 | nc: 2 | ncall: 30995 | eff(%): 3.039 | loglstar: -inf < -16.548 < inf | logz: -27.972 +/- 0.319 | dlogz: 17.269 > 0.109
iter: 943 | bound: 96 | nc: 19 | ncall: 31014 | eff(%): 3.041 | loglstar: -inf < -16.508 < inf | logz: -27.896 +/- 0.319 | dlogz: 17.179 > 0.109
iter: 944 | bound: 96 | nc: 6 | ncall: 31020 | eff(%): 3.043 | loglstar: -inf < -16.388 < inf | logz: -27.821 +/- 0.319 | dlogz: 17.094 > 0.109
iter: 945 | bound: 96 | nc: 1 | ncall: 31021 | eff(%): 3.046 | loglstar: -inf < -16.278 < inf | logz: -27.743 +/- 0.319 | dlogz: 17.008 > 0.109
iter: 946 | bound: 96 | nc: 2 | ncall: 31023 | eff(%): 3.049 | loglstar: -inf < -16.276 < inf | logz: -27.668 +/- 0.320 | dlogz: 16.921 > 0.109
iter: 947 | bound: 96 | nc: 7 | ncall: 31030 | eff(%): 3.052 | loglstar: -inf < -16.217 < inf | logz: -27.597 +/- 0.320 | dlogz: 16.836 > 0.109
iter: 948 | bound: 96 | nc: 3 | ncall: 31033 | eff(%): 3.055 | loglstar: -inf < -16.109 < inf | logz: -27.526 +/- 0.320 | dlogz: 16.755 > 0.109
iter: 949 | bound: 96 | nc: 6 | ncall: 31039 | eff(%): 3.057 | loglstar: -inf < -16.084 < inf | logz: -27.455 +/- 0.320 | dlogz: 16.673 > 0.109
iter: 950 | bound: 96 | nc: 1 | ncall: 31040 | eff(%): 3.061 | loglstar: -inf < -16.049 < inf | logz: -27.388 +/- 0.320 | dlogz: 16.593 > 0.109
iter: 951 | bound: 96 | nc: 4 | ncall: 31044 | eff(%): 3.063 | loglstar: -inf < -16.003 < inf | logz: -27.324 +/- 0.320 | dlogz: 16.516 > 0.109
iter: 952 | bound: 97 | nc: 4 | ncall: 31048 | eff(%): 3.066 | loglstar: -inf < -15.994 < inf | logz: -27.262 +/- 0.320 | dlogz: 16.441 > 0.109
iter: 953 | bound: 97 | nc: 2 | ncall: 31050 | eff(%): 3.069 | loglstar: -inf < -15.981 < inf | logz: -27.204 +/- 0.320 | dlogz: 16.370 > 0.109
iter: 954 | bound: 97 | nc: 3 | ncall: 31053 | eff(%): 3.072 | loglstar: -inf < -15.878 < inf | logz: -27.146 +/- 0.320 | dlogz: 16.301 > 0.109
iter: 955 | bound: 97 | nc: 3 | ncall: 31056 | eff(%): 3.075 | loglstar: -inf < -15.509 < inf | logz: -27.077 +/- 0.320 | dlogz: 16.234 > 0.109
iter: 956 | bound: 97 | nc: 3 | ncall: 31059 | eff(%): 3.078 | loglstar: -inf < -15.351 < inf | logz: -26.995 +/- 0.321 | dlogz: 16.155 > 0.109
iter: 957 | bound: 97 | nc: 2 | ncall: 31061 | eff(%): 3.081 | loglstar: -inf < -15.269 < inf | logz: -26.912 +/- 0.321 | dlogz: 16.063 > 0.109
iter: 958 | bound: 97 | nc: 1 | ncall: 31062 | eff(%): 3.084 | loglstar: -inf < -15.100 < inf | logz: -26.826 +/- 0.321 | dlogz: 15.970 > 0.109
iter: 959 | bound: 97 | nc: 4 | ncall: 31066 | eff(%): 3.087 | loglstar: -inf < -14.927 < inf | logz: -26.733 +/- 0.322 | dlogz: 15.874 > 0.109
iter: 960 | bound: 97 | nc: 2 | ncall: 31068 | eff(%): 3.090 | loglstar: -inf < -14.761 < inf | logz: -26.634 +/- 0.323 | dlogz: 15.771 > 0.109
iter: 961 | bound: 97 | nc: 3 | ncall: 31071 | eff(%): 3.093 | loglstar: -inf < -14.676 < inf | logz: -26.534 +/- 0.323 | dlogz: 15.662 > 0.109
iter: 962 | bound: 97 | nc: 4 | ncall: 31075 | eff(%): 3.096 | loglstar: -inf < -14.602 < inf | logz: -26.437 +/- 0.324 | dlogz: 15.552 > 0.109
iter: 963 | bound: 97 | nc: 2 | ncall: 31077 | eff(%): 3.099 | loglstar: -inf < -14.556 < inf | logz: -26.344 +/- 0.324 | dlogz: 15.445 > 0.109
iter: 964 | bound: 97 | nc: 7 | ncall: 31084 | eff(%): 3.101 | loglstar: -inf < -14.504 < inf | logz: -26.256 +/- 0.324 | dlogz: 15.342 > 0.109
iter: 965 | bound: 97 | nc: 2 | ncall: 31086 | eff(%): 3.104 | loglstar: -inf < -14.481 < inf | logz: -26.172 +/- 0.324 | dlogz: 15.244 > 0.109
iter: 966 | bound: 97 | nc: 1 | ncall: 31087 | eff(%): 3.107 | loglstar: -inf < -14.469 < inf | logz: -26.095 +/- 0.325 | dlogz: 15.151 > 0.109
iter: 967 | bound: 97 | nc: 1 | ncall: 31088 | eff(%): 3.111 | loglstar: -inf < -14.212 < inf | logz: -26.013 +/- 0.325 | dlogz: 15.064 > 0.109
iter: 968 | bound: 97 | nc: 2 | ncall: 31090 | eff(%): 3.114 | loglstar: -inf < -14.099 < inf | logz: -25.925 +/- 0.325 | dlogz: 14.972 > 0.109
iter: 969 | bound: 97 | nc: 13 | ncall: 31103 | eff(%): 3.115 | loglstar: -inf < -14.039 < inf | logz: -25.837 +/- 0.325 | dlogz: 14.873 > 0.109
iter: 970 | bound: 97 | nc: 1 | ncall: 31104 | eff(%): 3.119 | loglstar: -inf < -13.976 < inf | logz: -25.752 +/- 0.325 | dlogz: 14.776 > 0.109
iter: 971 | bound: 97 | nc: 6 | ncall: 31110 | eff(%): 3.121 | loglstar: -inf < -13.823 < inf | logz: -25.666 +/- 0.326 | dlogz: 14.681 > 0.109
iter: 972 | bound: 97 | nc: 2 | ncall: 31112 | eff(%): 3.124 | loglstar: -inf < -13.781 < inf | logz: -25.581 +/- 0.326 | dlogz: 14.585 > 0.109
iter: 973 | bound: 97 | nc: 3 | ncall: 31115 | eff(%): 3.127 | loglstar: -inf < -13.742 < inf | logz: -25.499 +/- 0.326 | dlogz: 14.489 > 0.109
iter: 974 | bound: 97 | nc: 7 | ncall: 31122 | eff(%): 3.130 | loglstar: -inf < -13.737 < inf | logz: -25.423 +/- 0.326 | dlogz: 14.398 > 0.109
iter: 975 | bound: 97 | nc: 6 | ncall: 31128 | eff(%): 3.132 | loglstar: -inf < -13.713 < inf | logz: -25.352 +/- 0.326 | dlogz: 14.312 > 0.109
iter: 976 | bound: 97 | nc: 6 | ncall: 31134 | eff(%): 3.135 | loglstar: -inf < -13.653 < inf | logz: -25.284 +/- 0.326 | dlogz: 14.231 > 0.109
iter: 977 | bound: 97 | nc: 1 | ncall: 31135 | eff(%): 3.138 | loglstar: -inf < -13.603 < inf | logz: -25.217 +/- 0.326 | dlogz: 14.153 > 0.109
iter: 978 | bound: 97 | nc: 1 | ncall: 31136 | eff(%): 3.141 | loglstar: -inf < -13.554 < inf | logz: -25.151 +/- 0.326 | dlogz: 14.076 > 0.109
iter: 979 | bound: 97 | nc: 7 | ncall: 31143 | eff(%): 3.144 | loglstar: -inf < -13.546 < inf | logz: -25.089 +/- 0.326 | dlogz: 14.001 > 0.109
iter: 980 | bound: 97 | nc: 1 | ncall: 31144 | eff(%): 3.147 | loglstar: -inf < -13.536 < inf | logz: -25.031 +/- 0.326 | dlogz: 13.928 > 0.109
iter: 981 | bound: 98 | nc: 17 | ncall: 31161 | eff(%): 3.148 | loglstar: -inf < -13.514 < inf | logz: -24.975 +/- 0.325 | dlogz: 13.860 > 0.109
iter: 982 | bound: 98 | nc: 1 | ncall: 31162 | eff(%): 3.151 | loglstar: -inf < -13.453 < inf | logz: -24.921 +/- 0.325 | dlogz: 13.794 > 0.109
iter: 983 | bound: 98 | nc: 2 | ncall: 31164 | eff(%): 3.154 | loglstar: -inf < -13.443 < inf | logz: -24.868 +/- 0.325 | dlogz: 13.730 > 0.109
iter: 984 | bound: 98 | nc: 2 | ncall: 31166 | eff(%): 3.157 | loglstar: -inf < -13.362 < inf | logz: -24.816 +/- 0.325 | dlogz: 13.667 > 0.109
iter: 985 | bound: 98 | nc: 1 | ncall: 31167 | eff(%): 3.160 | loglstar: -inf < -13.313 < inf | logz: -24.764 +/- 0.325 | dlogz: 13.605 > 0.109
iter: 986 | bound: 98 | nc: 1 | ncall: 31168 | eff(%): 3.164 | loglstar: -inf < -13.261 < inf | logz: -24.712 +/- 0.325 | dlogz: 13.543 > 0.109
iter: 987 | bound: 98 | nc: 2 | ncall: 31170 | eff(%): 3.167 | loglstar: -inf < -13.236 < inf | logz: -24.662 +/- 0.325 | dlogz: 13.482 > 0.109
iter: 988 | bound: 98 | nc: 2 | ncall: 31172 | eff(%): 3.170 | loglstar: -inf < -13.153 < inf | logz: -24.611 +/- 0.325 | dlogz: 13.421 > 0.109
iter: 989 | bound: 98 | nc: 17 | ncall: 31189 | eff(%): 3.171 | loglstar: -inf < -13.076 < inf | logz: -24.560 +/- 0.324 | dlogz: 13.361 > 0.109
iter: 990 | bound: 98 | nc: 1 | ncall: 31190 | eff(%): 3.174 | loglstar: -inf < -13.014 < inf | logz: -24.509 +/- 0.324 | dlogz: 13.300 > 0.109
iter: 991 | bound: 98 | nc: 4 | ncall: 31194 | eff(%): 3.177 | loglstar: -inf < -12.897 < inf | logz: -24.456 +/- 0.324 | dlogz: 13.239 > 0.109
iter: 992 | bound: 98 | nc: 6 | ncall: 31200 | eff(%): 3.179 | loglstar: -inf < -12.785 < inf | logz: -24.400 +/- 0.324 | dlogz: 13.176 > 0.109
iter: 993 | bound: 98 | nc: 8 | ncall: 31208 | eff(%): 3.182 | loglstar: -inf < -12.779 < inf | logz: -24.345 +/- 0.324 | dlogz: 13.110 > 0.109
iter: 994 | bound: 98 | nc: 2 | ncall: 31210 | eff(%): 3.185 | loglstar: -inf < -12.683 < inf | logz: -24.290 +/- 0.324 | dlogz: 13.045 > 0.109
iter: 995 | bound: 98 | nc: 5 | ncall: 31215 | eff(%): 3.188 | loglstar: -inf < -12.626 < inf | logz: -24.235 +/- 0.324 | dlogz: 12.980 > 0.109
iter: 996 | bound: 98 | nc: 3 | ncall: 31218 | eff(%): 3.190 | loglstar: -inf < -12.615 < inf | logz: -24.182 +/- 0.324 | dlogz: 12.915 > 0.109
iter: 997 | bound: 98 | nc: 2 | ncall: 31220 | eff(%): 3.193 | loglstar: -inf < -12.600 < inf | logz: -24.131 +/- 0.324 | dlogz: 12.852 > 0.109
iter: 998 | bound: 98 | nc: 12 | ncall: 31232 | eff(%): 3.195 | loglstar: -inf < -12.401 < inf | logz: -24.077 +/- 0.324 | dlogz: 12.791 > 0.109
iter: 999 | bound: 98 | nc: 15 | ncall: 31247 | eff(%): 3.197 | loglstar: -inf < -12.277 < inf | logz: -24.018 +/- 0.325 | dlogz: 12.727 > 0.109
iter: 1000 | bound: 98 | nc: 6 | ncall: 31253 | eff(%): 3.200 | loglstar: -inf < -12.210 < inf | logz: -23.958 +/- 0.325 | dlogz: 12.659 > 0.109
iter: 1001 | bound: 99 | nc: 15 | ncall: 31268 | eff(%): 3.201 | loglstar: -inf < -12.165 < inf | logz: -23.899 +/- 0.325 | dlogz: 12.589 > 0.109
iter: 1002 | bound: 99 | nc: 1 | ncall: 31269 | eff(%): 3.204 | loglstar: -inf < -12.163 < inf | logz: -23.842 +/- 0.325 | dlogz: 12.519 > 0.109
iter: 1003 | bound: 99 | nc: 4 | ncall: 31273 | eff(%): 3.207 | loglstar: -inf < -12.105 < inf | logz: -23.787 +/- 0.325 | dlogz: 12.453 > 0.109
iter: 1004 | bound: 99 | nc: 5 | ncall: 31278 | eff(%): 3.210 | loglstar: -inf < -12.085 < inf | logz: -23.734 +/- 0.325 | dlogz: 12.388 > 0.109
iter: 1005 | bound: 99 | nc: 3 | ncall: 31281 | eff(%): 3.213 | loglstar: -inf < -12.078 < inf | logz: -23.683 +/- 0.325 | dlogz: 12.324 > 0.109
iter: 1006 | bound: 99 | nc: 3 | ncall: 31284 | eff(%): 3.216 | loglstar: -inf < -12.063 < inf | logz: -23.635 +/- 0.325 | dlogz: 12.264 > 0.109
iter: 1007 | bound: 99 | nc: 1 | ncall: 31285 | eff(%): 3.219 | loglstar: -inf < -12.052 < inf | logz: -23.588 +/- 0.325 | dlogz: 12.205 > 0.109
iter: 1008 | bound: 99 | nc: 3 | ncall: 31288 | eff(%): 3.222 | loglstar: -inf < -11.941 < inf | logz: -23.542 +/- 0.325 | dlogz: 12.149 > 0.109
iter: 1009 | bound: 99 | nc: 2 | ncall: 31290 | eff(%): 3.225 | loglstar: -inf < -11.934 < inf | logz: -23.495 +/- 0.325 | dlogz: 12.092 > 0.109
iter: 1010 | bound: 99 | nc: 2 | ncall: 31292 | eff(%): 3.228 | loglstar: -inf < -11.877 < inf | logz: -23.449 +/- 0.325 | dlogz: 12.036 > 0.109
iter: 1011 | bound: 99 | nc: 1 | ncall: 31293 | eff(%): 3.231 | loglstar: -inf < -11.814 < inf | logz: -23.404 +/- 0.325 | dlogz: 11.980 > 0.109
iter: 1012 | bound: 99 | nc: 1 | ncall: 31294 | eff(%): 3.234 | loglstar: -inf < -11.810 < inf | logz: -23.359 +/- 0.325 | dlogz: 11.924 > 0.109
iter: 1013 | bound: 99 | nc: 1 | ncall: 31295 | eff(%): 3.237 | loglstar: -inf < -11.798 < inf | logz: -23.316 +/- 0.325 | dlogz: 11.870 > 0.109
iter: 1014 | bound: 99 | nc: 4 | ncall: 31299 | eff(%): 3.240 | loglstar: -inf < -11.686 < inf | logz: -23.273 +/- 0.325 | dlogz: 11.817 > 0.109
iter: 1015 | bound: 99 | nc: 1 | ncall: 31300 | eff(%): 3.243 | loglstar: -inf < -11.643 < inf | logz: -23.228 +/- 0.325 | dlogz: 11.764 > 0.109
iter: 1016 | bound: 99 | nc: 3 | ncall: 31303 | eff(%): 3.246 | loglstar: -inf < -11.642 < inf | logz: -23.186 +/- 0.325 | dlogz: 11.710 > 0.109
iter: 1017 | bound: 99 | nc: 3 | ncall: 31306 | eff(%): 3.249 | loglstar: -inf < -11.629 < inf | logz: -23.145 +/- 0.325 | dlogz: 11.657 > 0.109
iter: 1018 | bound: 99 | nc: 3 | ncall: 31309 | eff(%): 3.251 | loglstar: -inf < -11.555 < inf | logz: -23.104 +/- 0.325 | dlogz: 11.606 > 0.109
iter: 1019 | bound: 99 | nc: 4 | ncall: 31313 | eff(%): 3.254 | loglstar: -inf < -11.540 < inf | logz: -23.064 +/- 0.325 | dlogz: 11.555 > 0.109
iter: 1020 | bound: 99 | nc: 2 | ncall: 31315 | eff(%): 3.257 | loglstar: -inf < -11.509 < inf | logz: -23.024 +/- 0.325 | dlogz: 11.505 > 0.109
iter: 1021 | bound: 99 | nc: 10 | ncall: 31325 | eff(%): 3.259 | loglstar: -inf < -11.459 < inf | logz: -22.985 +/- 0.325 | dlogz: 11.455 > 0.109
iter: 1022 | bound: 99 | nc: 2 | ncall: 31327 | eff(%): 3.262 | loglstar: -inf < -11.410 < inf | logz: -22.946 +/- 0.325 | dlogz: 11.407 > 0.109
iter: 1023 | bound: 99 | nc: 4 | ncall: 31331 | eff(%): 3.265 | loglstar: -inf < -11.373 < inf | logz: -22.907 +/- 0.324 | dlogz: 11.358 > 0.109
iter: 1024 | bound: 99 | nc: 2 | ncall: 31333 | eff(%): 3.268 | loglstar: -inf < -11.359 < inf | logz: -22.869 +/- 0.324 | dlogz: 11.309 > 0.109
iter: 1025 | bound: 99 | nc: 1 | ncall: 31334 | eff(%): 3.271 | loglstar: -inf < -11.260 < inf | logz: -22.831 +/- 0.324 | dlogz: 11.261 > 0.109
iter: 1026 | bound: 99 | nc: 1 | ncall: 31335 | eff(%): 3.274 | loglstar: -inf < -11.222 < inf | logz: -22.792 +/- 0.324 | dlogz: 11.213 > 0.109
iter: 1027 | bound: 99 | nc: 1 | ncall: 31336 | eff(%): 3.277 | loglstar: -inf < -11.163 < inf | logz: -22.753 +/- 0.324 | dlogz: 11.164 > 0.109
iter: 1028 | bound: 99 | nc: 1 | ncall: 31337 | eff(%): 3.280 | loglstar: -inf < -11.031 < inf | logz: -22.712 +/- 0.324 | dlogz: 11.115 > 0.109
iter: 1029 | bound: 99 | nc: 1 | ncall: 31338 | eff(%): 3.284 | loglstar: -inf < -11.004 < inf | logz: -22.670 +/- 0.325 | dlogz: 11.064 > 0.109
iter: 1030 | bound: 99 | nc: 5 | ncall: 31343 | eff(%): 3.286 | loglstar: -inf < -10.999 < inf | logz: -22.630 +/- 0.325 | dlogz: 11.012 > 0.109
iter: 1031 | bound: 99 | nc: 2 | ncall: 31345 | eff(%): 3.289 | loglstar: -inf < -10.981 < inf | logz: -22.591 +/- 0.325 | dlogz: 10.961 > 0.109
iter: 1032 | bound: 99 | nc: 4 | ncall: 31349 | eff(%): 3.292 | loglstar: -inf < -10.916 < inf | logz: -22.552 +/- 0.325 | dlogz: 10.912 > 0.109
iter: 1033 | bound: 99 | nc: 2 | ncall: 31351 | eff(%): 3.295 | loglstar: -inf < -10.900 < inf | logz: -22.513 +/- 0.325 | dlogz: 10.864 > 0.109
iter: 1034 | bound: 99 | nc: 1 | ncall: 31352 | eff(%): 3.298 | loglstar: -inf < -10.739 < inf | logz: -22.473 +/- 0.325 | dlogz: 10.815 > 0.109
iter: 1035 | bound: 99 | nc: 1 | ncall: 31353 | eff(%): 3.301 | loglstar: -inf < -10.731 < inf | logz: -22.432 +/- 0.325 | dlogz: 10.765 > 0.109
iter: 1036 | bound: 99 | nc: 1 | ncall: 31354 | eff(%): 3.304 | loglstar: -inf < -10.285 < inf | logz: -22.382 +/- 0.325 | dlogz: 10.714 > 0.109
iter: 1037 | bound: 99 | nc: 8 | ncall: 31362 | eff(%): 3.307 | loglstar: -inf < -10.250 < inf | logz: -22.323 +/- 0.325 | dlogz: 10.654 > 0.109
iter: 1038 | bound: 100 | nc: 14 | ncall: 31376 | eff(%): 3.308 | loglstar: -inf < -10.217 < inf | logz: -22.267 +/- 0.326 | dlogz: 10.585 > 0.109
iter: 1039 | bound: 100 | nc: 7 | ncall: 31383 | eff(%): 3.311 | loglstar: -inf < -10.150 < inf | logz: -22.211 +/- 0.326 | dlogz: 10.519 > 0.109
iter: 1040 | bound: 100 | nc: 4 | ncall: 31387 | eff(%): 3.313 | loglstar: -inf < -10.079 < inf | logz: -22.155 +/- 0.326 | dlogz: 10.453 > 0.109
iter: 1041 | bound: 100 | nc: 5 | ncall: 31392 | eff(%): 3.316 | loglstar: -inf < -9.983 < inf | logz: -22.098 +/- 0.327 | dlogz: 10.387 > 0.109
iter: 1042 | bound: 100 | nc: 4 | ncall: 31396 | eff(%): 3.319 | loglstar: -inf < -9.887 < inf | logz: -22.040 +/- 0.327 | dlogz: 10.321 > 0.109
iter: 1043 | bound: 100 | nc: 2 | ncall: 31398 | eff(%): 3.322 | loglstar: -inf < -9.885 < inf | logz: -21.982 +/- 0.327 | dlogz: 10.252 > 0.109
iter: 1044 | bound: 100 | nc: 3 | ncall: 31401 | eff(%): 3.325 | loglstar: -inf < -9.818 < inf | logz: -21.927 +/- 0.328 | dlogz: 10.185 > 0.109
iter: 1045 | bound: 100 | nc: 3 | ncall: 31404 | eff(%): 3.328 | loglstar: -inf < -9.805 < inf | logz: -21.873 +/- 0.328 | dlogz: 10.119 > 0.109
iter: 1046 | bound: 100 | nc: 2 | ncall: 31406 | eff(%): 3.331 | loglstar: -inf < -9.797 < inf | logz: -21.821 +/- 0.328 | dlogz: 10.055 > 0.109
iter: 1047 | bound: 100 | nc: 6 | ncall: 31412 | eff(%): 3.333 | loglstar: -inf < -9.748 < inf | logz: -21.771 +/- 0.328 | dlogz: 9.994 > 0.109
iter: 1048 | bound: 100 | nc: 4 | ncall: 31416 | eff(%): 3.336 | loglstar: -inf < -9.693 < inf | logz: -21.722 +/- 0.328 | dlogz: 9.934 > 0.109
iter: 1049 | bound: 100 | nc: 17 | ncall: 31433 | eff(%): 3.337 | loglstar: -inf < -9.598 < inf | logz: -21.672 +/- 0.329 | dlogz: 9.875 > 0.109
iter: 1050 | bound: 100 | nc: 1 | ncall: 31434 | eff(%): 3.340 | loglstar: -inf < -9.590 < inf | logz: -21.622 +/- 0.329 | dlogz: 9.814 > 0.109
iter: 1051 | bound: 100 | nc: 3 | ncall: 31437 | eff(%): 3.343 | loglstar: -inf < -9.549 < inf | logz: -21.574 +/- 0.329 | dlogz: 9.755 > 0.109
iter: 1052 | bound: 100 | nc: 1 | ncall: 31438 | eff(%): 3.346 | loglstar: -inf < -9.483 < inf | logz: -21.526 +/- 0.329 | dlogz: 9.697 > 0.109
iter: 1053 | bound: 100 | nc: 1 | ncall: 31439 | eff(%): 3.349 | loglstar: -inf < -9.475 < inf | logz: -21.479 +/- 0.329 | dlogz: 9.639 > 0.109
iter: 1054 | bound: 100 | nc: 2 | ncall: 31441 | eff(%): 3.352 | loglstar: -inf < -9.419 < inf | logz: -21.433 +/- 0.329 | dlogz: 9.582 > 0.109
iter: 1055 | bound: 100 | nc: 2 | ncall: 31443 | eff(%): 3.355 | loglstar: -inf < -9.416 < inf | logz: -21.389 +/- 0.329 | dlogz: 9.543 > 0.109
iter: 1056 | bound: 100 | nc: 10 | ncall: 31453 | eff(%): 3.357 | loglstar: -inf < -9.362 < inf | logz: -21.345 +/- 0.329 | dlogz: 9.488 > 0.109
iter: 1057 | bound: 100 | nc: 4 | ncall: 31457 | eff(%): 3.360 | loglstar: -inf < -9.355 < inf | logz: -21.303 +/- 0.329 | dlogz: 9.435 > 0.109
iter: 1058 | bound: 100 | nc: 5 | ncall: 31462 | eff(%): 3.363 | loglstar: -inf < -9.350 < inf | logz: -21.262 +/- 0.329 | dlogz: 9.382 > 0.109
iter: 1059 | bound: 100 | nc: 3 | ncall: 31465 | eff(%): 3.366 | loglstar: -inf < -9.235 < inf | logz: -21.221 +/- 0.329 | dlogz: 9.332 > 0.109
iter: 1060 | bound: 100 | nc: 2 | ncall: 31467 | eff(%): 3.369 | loglstar: -inf < -9.204 < inf | logz: -21.179 +/- 0.329 | dlogz: 9.281 > 0.109
iter: 1061 | bound: 100 | nc: 5 | ncall: 31472 | eff(%): 3.371 | loglstar: -inf < -9.046 < inf | logz: -21.135 +/- 0.329 | dlogz: 9.229 > 0.109
iter: 1062 | bound: 101 | nc: 4 | ncall: 31476 | eff(%): 3.374 | loglstar: -inf < -9.006 < inf | logz: -21.089 +/- 0.330 | dlogz: 9.175 > 0.109
iter: 1063 | bound: 101 | nc: 2 | ncall: 31478 | eff(%): 3.377 | loglstar: -inf < -8.798 < inf | logz: -21.040 +/- 0.330 | dlogz: 9.120 > 0.109
iter: 1064 | bound: 101 | nc: 3 | ncall: 31481 | eff(%): 3.380 | loglstar: -inf < -8.732 < inf | logz: -20.988 +/- 0.330 | dlogz: 9.061 > 0.109
iter: 1065 | bound: 101 | nc: 3 | ncall: 31484 | eff(%): 3.383 | loglstar: -inf < -8.666 < inf | logz: -20.935 +/- 0.330 | dlogz: 8.998 > 0.109
iter: 1066 | bound: 101 | nc: 2 | ncall: 31486 | eff(%): 3.386 | loglstar: -inf < -8.600 < inf | logz: -20.882 +/- 0.331 | dlogz: 8.935 > 0.109
iter: 1067 | bound: 101 | nc: 9 | ncall: 31495 | eff(%): 3.388 | loglstar: -inf < -8.586 < inf | logz: -20.830 +/- 0.331 | dlogz: 8.872 > 0.109
iter: 1068 | bound: 101 | nc: 2 | ncall: 31497 | eff(%): 3.391 | loglstar: -inf < -8.561 < inf | logz: -20.780 +/- 0.331 | dlogz: 8.810 > 0.109
iter: 1069 | bound: 101 | nc: 6 | ncall: 31503 | eff(%): 3.393 | loglstar: -inf < -8.514 < inf | logz: -20.731 +/- 0.331 | dlogz: 8.751 > 0.109
iter: 1070 | bound: 101 | nc: 2 | ncall: 31505 | eff(%): 3.396 | loglstar: -inf < -8.512 < inf | logz: -20.684 +/- 0.331 | dlogz: 8.692 > 0.109
iter: 1071 | bound: 101 | nc: 2 | ncall: 31507 | eff(%): 3.399 | loglstar: -inf < -8.476 < inf | logz: -20.639 +/- 0.331 | dlogz: 8.635 > 0.109
iter: 1072 | bound: 101 | nc: 2 | ncall: 31509 | eff(%): 3.402 | loglstar: -inf < -8.373 < inf | logz: -20.593 +/- 0.331 | dlogz: 8.580 > 0.109
iter: 1073 | bound: 101 | nc: 1 | ncall: 31510 | eff(%): 3.405 | loglstar: -inf < -8.353 < inf | logz: -20.547 +/- 0.332 | dlogz: 8.524 > 0.109
iter: 1074 | bound: 101 | nc: 5 | ncall: 31515 | eff(%): 3.408 | loglstar: -inf < -8.309 < inf | logz: -20.502 +/- 0.332 | dlogz: 8.468 > 0.109
iter: 1075 | bound: 101 | nc: 1 | ncall: 31516 | eff(%): 3.411 | loglstar: -inf < -8.209 < inf | logz: -20.456 +/- 0.332 | dlogz: 8.413 > 0.109
iter: 1076 | bound: 101 | nc: 1 | ncall: 31517 | eff(%): 3.414 | loglstar: -inf < -8.201 < inf | logz: -20.410 +/- 0.332 | dlogz: 8.357 > 0.109
iter: 1077 | bound: 101 | nc: 7 | ncall: 31524 | eff(%): 3.416 | loglstar: -inf < -8.182 < inf | logz: -20.366 +/- 0.332 | dlogz: 8.301 > 0.109
iter: 1078 | bound: 101 | nc: 2 | ncall: 31526 | eff(%): 3.419 | loglstar: -inf < -8.158 < inf | logz: -20.324 +/- 0.332 | dlogz: 8.247 > 0.109
iter: 1079 | bound: 101 | nc: 3 | ncall: 31529 | eff(%): 3.422 | loglstar: -inf < -8.056 < inf | logz: -20.281 +/- 0.332 | dlogz: 8.195 > 0.109
iter: 1080 | bound: 101 | nc: 4 | ncall: 31533 | eff(%): 3.425 | loglstar: -inf < -8.027 < inf | logz: -20.237 +/- 0.332 | dlogz: 8.229 > 0.109
iter: 1081 | bound: 101 | nc: 4 | ncall: 31537 | eff(%): 3.428 | loglstar: -inf < -7.953 < inf | logz: -20.194 +/- 0.332 | dlogz: 8.176 > 0.109
iter: 1082 | bound: 101 | nc: 1 | ncall: 31538 | eff(%): 3.431 | loglstar: -inf < -7.933 < inf | logz: -20.150 +/- 0.332 | dlogz: 8.122 > 0.109
iter: 1083 | bound: 101 | nc: 2 | ncall: 31540 | eff(%): 3.434 | loglstar: -inf < -7.923 < inf | logz: -20.109 +/- 0.332 | dlogz: 8.069 > 0.109
iter: 1084 | bound: 101 | nc: 2 | ncall: 31542 | eff(%): 3.437 | loglstar: -inf < -7.880 < inf | logz: -20.068 +/- 0.332 | dlogz: 8.018 > 0.109
iter: 1085 | bound: 101 | nc: 1 | ncall: 31543 | eff(%): 3.440 | loglstar: -inf < -7.865 < inf | logz: -20.029 +/- 0.332 | dlogz: 7.967 > 0.109
iter: 1086 | bound: 101 | nc: 10 | ncall: 31553 | eff(%): 3.442 | loglstar: -inf < -7.863 < inf | logz: -19.990 +/- 0.332 | dlogz: 7.917 > 0.109
iter: 1087 | bound: 102 | nc: 25 | ncall: 31578 | eff(%): 3.442 | loglstar: -inf < -7.812 < inf | logz: -19.953 +/- 0.333 | dlogz: 7.869 > 0.109
iter: 1088 | bound: 102 | nc: 6 | ncall: 31584 | eff(%): 3.445 | loglstar: -inf < -7.747 < inf | logz: -19.915 +/- 0.333 | dlogz: 7.822 > 0.109
iter: 1089 | bound: 102 | nc: 1 | ncall: 31585 | eff(%): 3.448 | loglstar: -inf < -7.720 < inf | logz: -19.878 +/- 0.333 | dlogz: 7.774 > 0.109
iter: 1090 | bound: 102 | nc: 7 | ncall: 31592 | eff(%): 3.450 | loglstar: -inf < -7.667 < inf | logz: -19.840 +/- 0.333 | dlogz: 7.727 > 0.109
iter: 1091 | bound: 102 | nc: 10 | ncall: 31602 | eff(%): 3.452 | loglstar: -inf < -7.651 < inf | logz: -19.803 +/- 0.333 | dlogz: 7.679 > 0.109
iter: 1092 | bound: 102 | nc: 12 | ncall: 31614 | eff(%): 3.454 | loglstar: -inf < -7.530 < inf | logz: -19.765 +/- 0.333 | dlogz: 7.633 > 0.109
iter: 1093 | bound: 102 | nc: 3 | ncall: 31617 | eff(%): 3.457 | loglstar: -inf < -7.518 < inf | logz: -19.727 +/- 0.333 | dlogz: 7.585 > 0.109
iter: 1094 | bound: 102 | nc: 3 | ncall: 31620 | eff(%): 3.460 | loglstar: -inf < -7.511 < inf | logz: -19.690 +/- 0.333 | dlogz: 7.536 > 0.109
iter: 1095 | bound: 102 | nc: 8 | ncall: 31628 | eff(%): 3.462 | loglstar: -inf < -7.464 < inf | logz: -19.654 +/- 0.333 | dlogz: 7.490 > 0.109
iter: 1096 | bound: 102 | nc: 5 | ncall: 31633 | eff(%): 3.465 | loglstar: -inf < -7.462 < inf | logz: -19.618 +/- 0.333 | dlogz: 7.443 > 0.109
iter: 1097 | bound: 102 | nc: 1 | ncall: 31634 | eff(%): 3.468 | loglstar: -inf < -7.385 < inf | logz: -19.583 +/- 0.333 | dlogz: 7.398 > 0.109
iter: 1098 | bound: 102 | nc: 3 | ncall: 31637 | eff(%): 3.471 | loglstar: -inf < -7.340 < inf | logz: -19.547 +/- 0.333 | dlogz: 7.353 > 0.109
iter: 1099 | bound: 102 | nc: 1 | ncall: 31638 | eff(%): 3.474 | loglstar: -inf < -7.328 < inf | logz: -19.512 +/- 0.333 | dlogz: 7.307 > 0.109
iter: 1100 | bound: 102 | nc: 4 | ncall: 31642 | eff(%): 3.476 | loglstar: -inf < -7.275 < inf | logz: -19.477 +/- 0.333 | dlogz: 7.262 > 0.109
iter: 1101 | bound: 102 | nc: 4 | ncall: 31646 | eff(%): 3.479 | loglstar: -inf < -7.272 < inf | logz: -19.443 +/- 0.333 | dlogz: 7.217 > 0.109
iter: 1102 | bound: 102 | nc: 6 | ncall: 31652 | eff(%): 3.482 | loglstar: -inf < -7.252 < inf | logz: -19.409 +/- 0.333 | dlogz: 7.173 > 0.109
iter: 1103 | bound: 102 | nc: 13 | ncall: 31665 | eff(%): 3.483 | loglstar: -inf < -7.247 < inf | logz: -19.377 +/- 0.333 | dlogz: 7.130 > 0.109
iter: 1104 | bound: 102 | nc: 5 | ncall: 31670 | eff(%): 3.486 | loglstar: -inf < -7.245 < inf | logz: -19.346 +/- 0.333 | dlogz: 7.088 > 0.109
iter: 1105 | bound: 102 | nc: 7 | ncall: 31677 | eff(%): 3.488 | loglstar: -inf < -7.222 < inf | logz: -19.316 +/- 0.333 | dlogz: 7.047 > 0.109
iter: 1106 | bound: 103 | nc: 1 | ncall: 31678 | eff(%): 3.491 | loglstar: -inf < -7.174 < inf | logz: -19.286 +/- 0.333 | dlogz: 7.007 > 0.109
iter: 1107 | bound: 103 | nc: 1 | ncall: 31679 | eff(%): 3.494 | loglstar: -inf < -7.155 < inf | logz: -19.256 +/- 0.333 | dlogz: 6.967 > 0.109
iter: 1108 | bound: 103 | nc: 2 | ncall: 31681 | eff(%): 3.497 | loglstar: -inf < -7.150 < inf | logz: -19.227 +/- 0.333 | dlogz: 6.927 > 0.109
iter: 1109 | bound: 103 | nc: 5 | ncall: 31686 | eff(%): 3.500 | loglstar: -inf < -7.117 < inf | logz: -19.199 +/- 0.333 | dlogz: 6.888 > 0.109
iter: 1110 | bound: 103 | nc: 2 | ncall: 31688 | eff(%): 3.503 | loglstar: -inf < -7.046 < inf | logz: -19.170 +/- 0.333 | dlogz: 6.850 > 0.109
iter: 1111 | bound: 103 | nc: 3 | ncall: 31691 | eff(%): 3.506 | loglstar: -inf < -6.937 < inf | logz: -19.140 +/- 0.333 | dlogz: 6.811 > 0.109
iter: 1112 | bound: 103 | nc: 6 | ncall: 31697 | eff(%): 3.508 | loglstar: -inf < -6.822 < inf | logz: -19.107 +/- 0.333 | dlogz: 6.771 > 0.109
iter: 1113 | bound: 103 | nc: 3 | ncall: 31700 | eff(%): 3.511 | loglstar: -inf < -6.819 < inf | logz: -19.074 +/- 0.333 | dlogz: 6.728 > 0.109
iter: 1114 | bound: 103 | nc: 3 | ncall: 31703 | eff(%): 3.514 | loglstar: -inf < -6.819 < inf | logz: -19.043 +/- 0.333 | dlogz: 6.685 > 0.109
iter: 1115 | bound: 103 | nc: 4 | ncall: 31707 | eff(%): 3.517 | loglstar: -inf < -6.816 < inf | logz: -19.012 +/- 0.333 | dlogz: 6.644 > 0.109
iter: 1116 | bound: 103 | nc: 4 | ncall: 31711 | eff(%): 3.519 | loglstar: -inf < -6.781 < inf | logz: -18.982 +/- 0.333 | dlogz: 6.603 > 0.109
iter: 1117 | bound: 103 | nc: 1 | ncall: 31712 | eff(%): 3.522 | loglstar: -inf < -6.749 < inf | logz: -18.952 +/- 0.333 | dlogz: 6.564 > 0.109
iter: 1118 | bound: 103 | nc: 3 | ncall: 31715 | eff(%): 3.525 | loglstar: -inf < -6.687 < inf | logz: -18.923 +/- 0.333 | dlogz: 6.524 > 0.109
iter: 1119 | bound: 103 | nc: 1 | ncall: 31716 | eff(%): 3.528 | loglstar: -inf < -6.656 < inf | logz: -18.892 +/- 0.333 | dlogz: 6.484 > 0.109
iter: 1120 | bound: 103 | nc: 2 | ncall: 31718 | eff(%): 3.531 | loglstar: -inf < -6.625 < inf | logz: -18.863 +/- 0.333 | dlogz: 6.444 > 0.109
iter: 1121 | bound: 103 | nc: 2 | ncall: 31720 | eff(%): 3.534 | loglstar: -inf < -6.581 < inf | logz: -18.833 +/- 0.333 | dlogz: 6.405 > 0.109
iter: 1122 | bound: 103 | nc: 3 | ncall: 31723 | eff(%): 3.537 | loglstar: -inf < -6.580 < inf | logz: -18.804 +/- 0.333 | dlogz: 6.365 > 0.109
iter: 1123 | bound: 103 | nc: 4 | ncall: 31727 | eff(%): 3.540 | loglstar: -inf < -6.562 < inf | logz: -18.775 +/- 0.333 | dlogz: 6.326 > 0.109
iter: 1124 | bound: 103 | nc: 1 | ncall: 31728 | eff(%): 3.543 | loglstar: -inf < -6.558 < inf | logz: -18.748 +/- 0.333 | dlogz: 6.288 > 0.109
iter: 1125 | bound: 103 | nc: 1 | ncall: 31729 | eff(%): 3.546 | loglstar: -inf < -6.529 < inf | logz: -18.720 +/- 0.333 | dlogz: 6.250 > 0.109
iter: 1126 | bound: 103 | nc: 4 | ncall: 31733 | eff(%): 3.548 | loglstar: -inf < -6.495 < inf | logz: -18.694 +/- 0.333 | dlogz: 6.213 > 0.109
iter: 1127 | bound: 103 | nc: 1 | ncall: 31734 | eff(%): 3.551 | loglstar: -inf < -6.425 < inf | logz: -18.666 +/- 0.333 | dlogz: 6.176 > 0.109
iter: 1128 | bound: 103 | nc: 1 | ncall: 31735 | eff(%): 3.554 | loglstar: -inf < -6.356 < inf | logz: -18.638 +/- 0.333 | dlogz: 6.139 > 0.109
iter: 1129 | bound: 103 | nc: 5 | ncall: 31740 | eff(%): 3.557 | loglstar: -inf < -6.315 < inf | logz: -18.609 +/- 0.333 | dlogz: 6.101 > 0.109
iter: 1130 | bound: 103 | nc: 1 | ncall: 31741 | eff(%): 3.560 | loglstar: -inf < -6.270 < inf | logz: -18.580 +/- 0.333 | dlogz: 6.062 > 0.109
iter: 1131 | bound: 103 | nc: 13 | ncall: 31754 | eff(%): 3.562 | loglstar: -inf < -6.234 < inf | logz: -18.552 +/- 0.334 | dlogz: 6.024 > 0.109
iter: 1132 | bound: 103 | nc: 1 | ncall: 31755 | eff(%): 3.565 | loglstar: -inf < -6.231 < inf | logz: -18.523 +/- 0.334 | dlogz: 5.985 > 0.109
iter: 1133 | bound: 103 | nc: 1 | ncall: 31756 | eff(%): 3.568 | loglstar: -inf < -6.184 < inf | logz: -18.495 +/- 0.334 | dlogz: 5.947 > 0.109
iter: 1134 | bound: 103 | nc: 1 | ncall: 31757 | eff(%): 3.571 | loglstar: -inf < -6.164 < inf | logz: -18.467 +/- 0.334 | dlogz: 5.909 > 0.109
iter: 1135 | bound: 103 | nc: 2 | ncall: 31759 | eff(%): 3.574 | loglstar: -inf < -6.131 < inf | logz: -18.440 +/- 0.334 | dlogz: 5.871 > 0.109
iter: 1136 | bound: 103 | nc: 4 | ncall: 31763 | eff(%): 3.576 | loglstar: -inf < -6.112 < inf | logz: -18.413 +/- 0.334 | dlogz: 5.834 > 0.109
iter: 1137 | bound: 103 | nc: 1 | ncall: 31764 | eff(%): 3.580 | loglstar: -inf < -6.076 < inf | logz: -18.386 +/- 0.334 | dlogz: 5.797 > 0.109
iter: 1138 | bound: 103 | nc: 6 | ncall: 31770 | eff(%): 3.582 | loglstar: -inf < -6.055 < inf | logz: -18.359 +/- 0.334 | dlogz: 5.760 > 0.109
iter: 1139 | bound: 103 | nc: 1 | ncall: 31771 | eff(%): 3.585 | loglstar: -inf < -6.051 < inf | logz: -18.333 +/- 0.334 | dlogz: 5.723 > 0.109
iter: 1140 | bound: 103 | nc: 5 | ncall: 31776 | eff(%): 3.588 | loglstar: -inf < -6.034 < inf | logz: -18.307 +/- 0.334 | dlogz: 5.688 > 0.109
iter: 1141 | bound: 104 | nc: 4 | ncall: 31780 | eff(%): 3.590 | loglstar: -inf < -5.934 < inf | logz: -18.281 +/- 0.334 | dlogz: 5.652 > 0.109
iter: 1142 | bound: 104 | nc: 9 | ncall: 31789 | eff(%): 3.592 | loglstar: -inf < -5.904 < inf | logz: -18.255 +/- 0.334 | dlogz: 5.616 > 0.109
iter: 1143 | bound: 104 | nc: 2 | ncall: 31791 | eff(%): 3.595 | loglstar: -inf < -5.833 < inf | logz: -18.227 +/- 0.334 | dlogz: 5.580 > 0.109
iter: 1144 | bound: 104 | nc: 5 | ncall: 31796 | eff(%): 3.598 | loglstar: -inf < -5.822 < inf | logz: -18.200 +/- 0.334 | dlogz: 5.543 > 0.109
iter: 1145 | bound: 104 | nc: 2 | ncall: 31798 | eff(%): 3.601 | loglstar: -inf < -5.811 < inf | logz: -18.174 +/- 0.334 | dlogz: 5.506 > 0.109
iter: 1146 | bound: 104 | nc: 2 | ncall: 31800 | eff(%): 3.604 | loglstar: -inf < -5.804 < inf | logz: -18.148 +/- 0.334 | dlogz: 5.469 > 0.109
iter: 1147 | bound: 104 | nc: 2 | ncall: 31802 | eff(%): 3.607 | loglstar: -inf < -5.751 < inf | logz: -18.122 +/- 0.334 | dlogz: 5.434 > 0.109
iter: 1148 | bound: 104 | nc: 14 | ncall: 31816 | eff(%): 3.608 | loglstar: -inf < -5.746 < inf | logz: -18.096 +/- 0.334 | dlogz: 5.398 > 0.109
iter: 1149 | bound: 104 | nc: 3 | ncall: 31819 | eff(%): 3.611 | loglstar: -inf < -5.741 < inf | logz: -18.072 +/- 0.334 | dlogz: 5.363 > 0.109
iter: 1150 | bound: 104 | nc: 5 | ncall: 31824 | eff(%): 3.614 | loglstar: -inf < -5.719 < inf | logz: -18.047 +/- 0.334 | dlogz: 5.328 > 0.109
iter: 1151 | bound: 104 | nc: 4 | ncall: 31828 | eff(%): 3.616 | loglstar: -inf < -5.717 < inf | logz: -18.024 +/- 0.334 | dlogz: 5.294 > 0.109
iter: 1152 | bound: 104 | nc: 2 | ncall: 31830 | eff(%): 3.619 | loglstar: -inf < -5.707 < inf | logz: -18.001 +/- 0.334 | dlogz: 5.261 > 0.109
iter: 1153 | bound: 104 | nc: 3 | ncall: 31833 | eff(%): 3.622 | loglstar: -inf < -5.651 < inf | logz: -17.977 +/- 0.335 | dlogz: 5.228 > 0.109
iter: 1154 | bound: 104 | nc: 1 | ncall: 31834 | eff(%): 3.625 | loglstar: -inf < -5.607 < inf | logz: -17.954 +/- 0.335 | dlogz: 5.195 > 0.109
iter: 1155 | bound: 104 | nc: 5 | ncall: 31839 | eff(%): 3.628 | loglstar: -inf < -5.603 < inf | logz: -17.931 +/- 0.335 | dlogz: 5.162 > 0.109
iter: 1156 | bound: 104 | nc: 4 | ncall: 31843 | eff(%): 3.630 | loglstar: -inf < -5.599 < inf | logz: -17.908 +/- 0.335 | dlogz: 5.129 > 0.109
iter: 1157 | bound: 104 | nc: 6 | ncall: 31849 | eff(%): 3.633 | loglstar: -inf < -5.591 < inf | logz: -17.886 +/- 0.335 | dlogz: 5.096 > 0.109
iter: 1158 | bound: 104 | nc: 2 | ncall: 31851 | eff(%): 3.636 | loglstar: -inf < -5.568 < inf | logz: -17.864 +/- 0.335 | dlogz: 5.065 > 0.109
iter: 1159 | bound: 104 | nc: 1 | ncall: 31852 | eff(%): 3.639 | loglstar: -inf < -5.548 < inf | logz: -17.843 +/- 0.335 | dlogz: 5.033 > 0.109
iter: 1160 | bound: 104 | nc: 3 | ncall: 31855 | eff(%): 3.642 | loglstar: -inf < -5.525 < inf | logz: -17.822 +/- 0.335 | dlogz: 5.002 > 0.109
iter: 1161 | bound: 104 | nc: 5 | ncall: 31860 | eff(%): 3.644 | loglstar: -inf < -5.478 < inf | logz: -17.800 +/- 0.335 | dlogz: 4.971 > 0.109
iter: 1162 | bound: 104 | nc: 6 | ncall: 31866 | eff(%): 3.647 | loglstar: -inf < -5.468 < inf | logz: -17.779 +/- 0.335 | dlogz: 4.940 > 0.109
iter: 1163 | bound: 104 | nc: 1 | ncall: 31867 | eff(%): 3.650 | loglstar: -inf < -5.460 < inf | logz: -17.758 +/- 0.335 | dlogz: 4.909 > 0.109
iter: 1164 | bound: 104 | nc: 5 | ncall: 31872 | eff(%): 3.652 | loglstar: -inf < -5.447 < inf | logz: -17.738 +/- 0.335 | dlogz: 4.878 > 0.109
iter: 1165 | bound: 104 | nc: 2 | ncall: 31874 | eff(%): 3.655 | loglstar: -inf < -5.403 < inf | logz: -17.718 +/- 0.335 | dlogz: 4.848 > 0.109
iter: 1166 | bound: 104 | nc: 2 | ncall: 31876 | eff(%): 3.658 | loglstar: -inf < -5.392 < inf | logz: -17.697 +/- 0.335 | dlogz: 4.818 > 0.109
iter: 1167 | bound: 105 | nc: 17 | ncall: 31893 | eff(%): 3.659 | loglstar: -inf < -5.269 < inf | logz: -17.676 +/- 0.335 | dlogz: 4.788 > 0.109
iter: 1168 | bound: 105 | nc: 2 | ncall: 31895 | eff(%): 3.662 | loglstar: -inf < -5.257 < inf | logz: -17.654 +/- 0.335 | dlogz: 4.757 > 0.109
iter: 1169 | bound: 105 | nc: 1 | ncall: 31896 | eff(%): 3.665 | loglstar: -inf < -5.187 < inf | logz: -17.632 +/- 0.335 | dlogz: 4.896 > 0.109
iter: 1170 | bound: 105 | nc: 2 | ncall: 31898 | eff(%): 3.668 | loglstar: -inf < -5.161 < inf | logz: -17.610 +/- 0.335 | dlogz: 4.865 > 0.109
iter: 1171 | bound: 105 | nc: 2 | ncall: 31900 | eff(%): 3.671 | loglstar: -inf < -5.150 < inf | logz: -17.588 +/- 0.335 | dlogz: 4.833 > 0.109
iter: 1172 | bound: 105 | nc: 1 | ncall: 31901 | eff(%): 3.674 | loglstar: -inf < -5.140 < inf | logz: -17.566 +/- 0.335 | dlogz: 4.801 > 0.109
iter: 1173 | bound: 105 | nc: 2 | ncall: 31903 | eff(%): 3.677 | loglstar: -inf < -5.104 < inf | logz: -17.545 +/- 0.335 | dlogz: 4.769 > 0.109
iter: 1174 | bound: 105 | nc: 1 | ncall: 31904 | eff(%): 3.680 | loglstar: -inf < -5.095 < inf | logz: -17.524 +/- 0.335 | dlogz: 5.104 > 0.109
iter: 1175 | bound: 105 | nc: 6 | ncall: 31910 | eff(%): 3.682 | loglstar: -inf < -5.079 < inf | logz: -17.503 +/- 0.335 | dlogz: 5.073 > 0.109
iter: 1176 | bound: 105 | nc: 6 | ncall: 31916 | eff(%): 3.685 | loglstar: -inf < -5.017 < inf | logz: -17.482 +/- 0.335 | dlogz: 5.042 > 0.109
iter: 1177 | bound: 105 | nc: 2 | ncall: 31918 | eff(%): 3.688 | loglstar: -inf < -4.899 < inf | logz: -17.459 +/- 0.335 | dlogz: 5.011 > 0.109
iter: 1178 | bound: 105 | nc: 2 | ncall: 31920 | eff(%): 3.690 | loglstar: -inf < -4.869 < inf | logz: -17.436 +/- 0.335 | dlogz: 4.979 > 0.109
iter: 1179 | bound: 105 | nc: 5 | ncall: 31925 | eff(%): 3.693 | loglstar: -inf < -4.859 < inf | logz: -17.413 +/- 0.335 | dlogz: 4.946 > 0.109
iter: 1180 | bound: 105 | nc: 7 | ncall: 31932 | eff(%): 3.695 | loglstar: -inf < -4.832 < inf | logz: -17.391 +/- 0.336 | dlogz: 4.914 > 0.109
iter: 1181 | bound: 105 | nc: 1 | ncall: 31933 | eff(%): 3.698 | loglstar: -inf < -4.799 < inf | logz: -17.368 +/- 0.336 | dlogz: 4.882 > 0.109
iter: 1182 | bound: 105 | nc: 1 | ncall: 31934 | eff(%): 3.701 | loglstar: -inf < -4.740 < inf | logz: -17.345 +/- 0.336 | dlogz: 4.849 > 0.109
iter: 1183 | bound: 105 | nc: 2 | ncall: 31936 | eff(%): 3.704 | loglstar: -inf < -4.711 < inf | logz: -17.322 +/- 0.336 | dlogz: 4.817 > 0.109
iter: 1184 | bound: 105 | nc: 1 | ncall: 31937 | eff(%): 3.707 | loglstar: -inf < -4.711 < inf | logz: -17.300 +/- 0.336 | dlogz: 4.784 > 0.109
iter: 1185 | bound: 105 | nc: 1 | ncall: 31938 | eff(%): 3.710 | loglstar: -inf < -4.682 < inf | logz: -17.277 +/- 0.336 | dlogz: 4.752 > 0.109
iter: 1186 | bound: 105 | nc: 6 | ncall: 31944 | eff(%): 3.713 | loglstar: -inf < -4.673 < inf | logz: -17.255 +/- 0.336 | dlogz: 4.720 > 0.109
iter: 1187 | bound: 105 | nc: 2 | ncall: 31946 | eff(%): 3.716 | loglstar: -inf < -4.672 < inf | logz: -17.234 +/- 0.336 | dlogz: 4.688 > 0.109
iter: 1188 | bound: 105 | nc: 3 | ncall: 31949 | eff(%): 3.718 | loglstar: -inf < -4.655 < inf | logz: -17.213 +/- 0.336 | dlogz: 4.657 > 0.109
iter: 1189 | bound: 105 | nc: 1 | ncall: 31950 | eff(%): 3.721 | loglstar: -inf < -4.629 < inf | logz: -17.192 +/- 0.336 | dlogz: 4.626 > 0.109
iter: 1190 | bound: 105 | nc: 4 | ncall: 31954 | eff(%): 3.724 | loglstar: -inf < -4.578 < inf | logz: -17.171 +/- 0.336 | dlogz: 4.596 > 0.109
iter: 1191 | bound: 105 | nc: 3 | ncall: 31957 | eff(%): 3.727 | loglstar: -inf < -4.571 < inf | logz: -17.150 +/- 0.336 | dlogz: 4.565 > 0.109
iter: 1192 | bound: 105 | nc: 1 | ncall: 31958 | eff(%): 3.730 | loglstar: -inf < -4.510 < inf | logz: -17.129 +/- 0.336 | dlogz: 4.535 > 0.109
iter: 1193 | bound: 105 | nc: 1 | ncall: 31959 | eff(%): 3.733 | loglstar: -inf < -4.465 < inf | logz: -17.108 +/- 0.337 | dlogz: 4.504 > 0.109
iter: 1194 | bound: 105 | nc: 3 | ncall: 31962 | eff(%): 3.736 | loglstar: -inf < -4.464 < inf | logz: -17.087 +/- 0.337 | dlogz: 4.473 > 0.109
iter: 1195 | bound: 105 | nc: 1 | ncall: 31963 | eff(%): 3.739 | loglstar: -inf < -4.443 < inf | logz: -17.066 +/- 0.337 | dlogz: 4.443 > 0.109
iter: 1196 | bound: 105 | nc: 7 | ncall: 31970 | eff(%): 3.741 | loglstar: -inf < -4.432 < inf | logz: -17.046 +/- 0.337 | dlogz: 4.412 > 0.109
iter: 1197 | bound: 105 | nc: 1 | ncall: 31971 | eff(%): 3.744 | loglstar: -inf < -4.425 < inf | logz: -17.025 +/- 0.337 | dlogz: 4.382 > 0.109
iter: 1198 | bound: 105 | nc: 1 | ncall: 31972 | eff(%): 3.747 | loglstar: -inf < -4.374 < inf | logz: -17.005 +/- 0.337 | dlogz: 4.352 > 0.109
iter: 1199 | bound: 105 | nc: 2 | ncall: 31974 | eff(%): 3.750 | loglstar: -inf < -4.367 < inf | logz: -16.985 +/- 0.337 | dlogz: 4.323 > 0.109
iter: 1200 | bound: 105 | nc: 5 | ncall: 31979 | eff(%): 3.752 | loglstar: -inf < -4.362 < inf | logz: -16.966 +/- 0.337 | dlogz: 4.293 > 0.109
iter: 1201 | bound: 105 | nc: 3 | ncall: 31982 | eff(%): 3.755 | loglstar: -inf < -4.325 < inf | logz: -16.946 +/- 0.337 | dlogz: 4.264 > 0.109
iter: 1202 | bound: 105 | nc: 1 | ncall: 31983 | eff(%): 3.758 | loglstar: -inf < -4.298 < inf | logz: -16.927 +/- 0.337 | dlogz: 4.235 > 0.109
iter: 1203 | bound: 105 | nc: 1 | ncall: 31984 | eff(%): 3.761 | loglstar: -inf < -4.284 < inf | logz: -16.908 +/- 0.337 | dlogz: 4.206 > 0.109
iter: 1204 | bound: 105 | nc: 4 | ncall: 31988 | eff(%): 3.764 | loglstar: -inf < -4.243 < inf | logz: -16.889 +/- 0.337 | dlogz: 4.178 > 0.109
iter: 1205 | bound: 105 | nc: 1 | ncall: 31989 | eff(%): 3.767 | loglstar: -inf < -4.191 < inf | logz: -16.869 +/- 0.337 | dlogz: 4.149 > 0.109
iter: 1206 | bound: 105 | nc: 1 | ncall: 31990 | eff(%): 3.770 | loglstar: -inf < -4.172 < inf | logz: -16.849 +/- 0.337 | dlogz: 4.120 > 0.109
iter: 1207 | bound: 106 | nc: 5 | ncall: 31995 | eff(%): 3.772 | loglstar: -inf < -4.170 < inf | logz: -16.830 +/- 0.337 | dlogz: 4.091 > 0.109
iter: 1208 | bound: 106 | nc: 2 | ncall: 31997 | eff(%): 3.775 | loglstar: -inf < -4.153 < inf | logz: -16.811 +/- 0.337 | dlogz: 4.062 > 0.109
iter: 1209 | bound: 106 | nc: 17 | ncall: 32014 | eff(%): 3.776 | loglstar: -inf < -4.140 < inf | logz: -16.792 +/- 0.338 | dlogz: 4.033 > 0.109
iter: 1210 | bound: 106 | nc: 2 | ncall: 32016 | eff(%): 3.779 | loglstar: -inf < -4.140 < inf | logz: -16.774 +/- 0.338 | dlogz: 4.005 > 0.109
iter: 1211 | bound: 106 | nc: 6 | ncall: 32022 | eff(%): 3.782 | loglstar: -inf < -4.139 < inf | logz: -16.756 +/- 0.338 | dlogz: 3.978 > 0.109
iter: 1212 | bound: 106 | nc: 6 | ncall: 32028 | eff(%): 3.784 | loglstar: -inf < -4.103 < inf | logz: -16.739 +/- 0.338 | dlogz: 3.950 > 0.109
iter: 1213 | bound: 106 | nc: 5 | ncall: 32033 | eff(%): 3.787 | loglstar: -inf < -4.097 < inf | logz: -16.721 +/- 0.338 | dlogz: 3.923 > 0.109
iter: 1214 | bound: 106 | nc: 3 | ncall: 32036 | eff(%): 3.789 | loglstar: -inf < -4.068 < inf | logz: -16.704 +/- 0.338 | dlogz: 3.896 > 0.109
iter: 1215 | bound: 106 | nc: 8 | ncall: 32044 | eff(%): 3.792 | loglstar: -inf < -4.057 < inf | logz: -16.687 +/- 0.338 | dlogz: 3.870 > 0.109
iter: 1216 | bound: 106 | nc: 3 | ncall: 32047 | eff(%): 3.794 | loglstar: -inf < -4.047 < inf | logz: -16.670 +/- 0.338 | dlogz: 3.843 > 0.109
iter: 1217 | bound: 106 | nc: 5 | ncall: 32052 | eff(%): 3.797 | loglstar: -inf < -4.029 < inf | logz: -16.653 +/- 0.338 | dlogz: 3.817 > 0.109
iter: 1218 | bound: 106 | nc: 1 | ncall: 32053 | eff(%): 3.800 | loglstar: -inf < -4.028 < inf | logz: -16.636 +/- 0.338 | dlogz: 3.791 > 0.109
iter: 1219 | bound: 106 | nc: 1 | ncall: 32054 | eff(%): 3.803 | loglstar: -inf < -3.976 < inf | logz: -16.620 +/- 0.338 | dlogz: 3.765 > 0.109
iter: 1220 | bound: 106 | nc: 2 | ncall: 32056 | eff(%): 3.806 | loglstar: -inf < -3.975 < inf | logz: -16.604 +/- 0.338 | dlogz: 3.739 > 0.109
iter: 1221 | bound: 106 | nc: 1 | ncall: 32057 | eff(%): 3.809 | loglstar: -inf < -3.967 < inf | logz: -16.588 +/- 0.338 | dlogz: 3.713 > 0.109
iter: 1222 | bound: 106 | nc: 2 | ncall: 32059 | eff(%): 3.812 | loglstar: -inf < -3.967 < inf | logz: -16.572 +/- 0.338 | dlogz: 3.688 > 0.109
iter: 1223 | bound: 106 | nc: 4 | ncall: 32063 | eff(%): 3.814 | loglstar: -inf < -3.958 < inf | logz: -16.556 +/- 0.338 | dlogz: 3.663 > 0.109
iter: 1224 | bound: 106 | nc: 1 | ncall: 32064 | eff(%): 3.817 | loglstar: -inf < -3.956 < inf | logz: -16.541 +/- 0.338 | dlogz: 3.638 > 0.109
iter: 1225 | bound: 106 | nc: 4 | ncall: 32068 | eff(%): 3.820 | loglstar: -inf < -3.949 < inf | logz: -16.526 +/- 0.338 | dlogz: 3.614 > 0.109
iter: 1226 | bound: 106 | nc: 11 | ncall: 32079 | eff(%): 3.822 | loglstar: -inf < -3.935 < inf | logz: -16.512 +/- 0.338 | dlogz: 3.590 > 0.109
iter: 1227 | bound: 106 | nc: 10 | ncall: 32089 | eff(%): 3.824 | loglstar: -inf < -3.925 < inf | logz: -16.497 +/- 0.338 | dlogz: 3.566 > 0.109
iter: 1228 | bound: 106 | nc: 2 | ncall: 32091 | eff(%): 3.827 | loglstar: -inf < -3.913 < inf | logz: -16.483 +/- 0.338 | dlogz: 3.542 > 0.109
iter: 1229 | bound: 106 | nc: 1 | ncall: 32092 | eff(%): 3.830 | loglstar: -inf < -3.912 < inf | logz: -16.469 +/- 0.338 | dlogz: 3.519 > 0.109
iter: 1230 | bound: 107 | nc: 8 | ncall: 32100 | eff(%): 3.832 | loglstar: -inf < -3.901 < inf | logz: -16.456 +/- 0.338 | dlogz: 3.496 > 0.109
iter: 1231 | bound: 107 | nc: 3 | ncall: 32103 | eff(%): 3.835 | loglstar: -inf < -3.900 < inf | logz: -16.442 +/- 0.338 | dlogz: 3.473 > 0.109
iter: 1232 | bound: 107 | nc: 11 | ncall: 32114 | eff(%): 3.836 | loglstar: -inf < -3.888 < inf | logz: -16.429 +/- 0.338 | dlogz: 3.450 > 0.109
iter: 1233 | bound: 107 | nc: 6 | ncall: 32120 | eff(%): 3.839 | loglstar: -inf < -3.877 < inf | logz: -16.416 +/- 0.338 | dlogz: 3.428 > 0.109
iter: 1234 | bound: 107 | nc: 8 | ncall: 32128 | eff(%): 3.841 | loglstar: -inf < -3.872 < inf | logz: -16.403 +/- 0.338 | dlogz: 3.405 > 0.109
iter: 1235 | bound: 107 | nc: 9 | ncall: 32137 | eff(%): 3.843 | loglstar: -inf < -3.861 < inf | logz: -16.390 +/- 0.338 | dlogz: 3.383 > 0.109
iter: 1236 | bound: 107 | nc: 5 | ncall: 32142 | eff(%): 3.845 | loglstar: -inf < -3.848 < inf | logz: -16.377 +/- 0.338 | dlogz: 3.361 > 0.109
iter: 1237 | bound: 107 | nc: 3 | ncall: 32145 | eff(%): 3.848 | loglstar: -inf < -3.806 < inf | logz: -16.365 +/- 0.338 | dlogz: 3.339 > 0.109
iter: 1238 | bound: 107 | nc: 4 | ncall: 32149 | eff(%): 3.851 | loglstar: -inf < -3.773 < inf | logz: -16.352 +/- 0.338 | dlogz: 3.318 > 0.109
iter: 1239 | bound: 107 | nc: 4 | ncall: 32153 | eff(%): 3.853 | loglstar: -inf < -3.765 < inf | logz: -16.339 +/- 0.338 | dlogz: 3.296 > 0.109
iter: 1240 | bound: 107 | nc: 4 | ncall: 32157 | eff(%): 3.856 | loglstar: -inf < -3.727 < inf | logz: -16.326 +/- 0.338 | dlogz: 3.274 > 0.109
iter: 1241 | bound: 107 | nc: 1 | ncall: 32158 | eff(%): 3.859 | loglstar: -inf < -3.702 < inf | logz: -16.313 +/- 0.338 | dlogz: 3.252 > 0.109
iter: 1242 | bound: 107 | nc: 4 | ncall: 32162 | eff(%): 3.862 | loglstar: -inf < -3.699 < inf | logz: -16.301 +/- 0.338 | dlogz: 3.230 > 0.109
iter: 1243 | bound: 107 | nc: 1 | ncall: 32163 | eff(%): 3.865 | loglstar: -inf < -3.643 < inf | logz: -16.288 +/- 0.338 | dlogz: 3.208 > 0.109
iter: 1244 | bound: 107 | nc: 7 | ncall: 32170 | eff(%): 3.867 | loglstar: -inf < -3.634 < inf | logz: -16.275 +/- 0.338 | dlogz: 3.186 > 0.109
iter: 1245 | bound: 107 | nc: 4 | ncall: 32174 | eff(%): 3.870 | loglstar: -inf < -3.627 < inf | logz: -16.262 +/- 0.338 | dlogz: 3.164 > 0.109
iter: 1246 | bound: 107 | nc: 6 | ncall: 32180 | eff(%): 3.872 | loglstar: -inf < -3.605 < inf | logz: -16.249 +/- 0.338 | dlogz: 3.142 > 0.109
iter: 1247 | bound: 107 | nc: 7 | ncall: 32187 | eff(%): 3.874 | loglstar: -inf < -3.578 < inf | logz: -16.236 +/- 0.338 | dlogz: 3.121 > 0.109
iter: 1248 | bound: 107 | nc: 9 | ncall: 32196 | eff(%): 3.876 | loglstar: -inf < -3.575 < inf | logz: -16.224 +/- 0.338 | dlogz: 3.099 > 0.109
iter: 1249 | bound: 107 | nc: 1 | ncall: 32197 | eff(%): 3.879 | loglstar: -inf < -3.564 < inf | logz: -16.211 +/- 0.339 | dlogz: 3.077 > 0.109
iter: 1250 | bound: 108 | nc: 4 | ncall: 32201 | eff(%): 3.882 | loglstar: -inf < -3.556 < inf | logz: -16.199 +/- 0.339 | dlogz: 3.056 > 0.109
iter: 1251 | bound: 108 | nc: 1 | ncall: 32202 | eff(%): 3.885 | loglstar: -inf < -3.551 < inf | logz: -16.187 +/- 0.339 | dlogz: 3.035 > 0.109
iter: 1252 | bound: 108 | nc: 4 | ncall: 32206 | eff(%): 3.887 | loglstar: -inf < -3.539 < inf | logz: -16.175 +/- 0.339 | dlogz: 3.014 > 0.109
iter: 1253 | bound: 108 | nc: 3 | ncall: 32209 | eff(%): 3.890 | loglstar: -inf < -3.529 < inf | logz: -16.163 +/- 0.339 | dlogz: 2.993 > 0.109
iter: 1254 | bound: 108 | nc: 1 | ncall: 32210 | eff(%): 3.893 | loglstar: -inf < -3.499 < inf | logz: -16.151 +/- 0.339 | dlogz: 2.972 > 0.109
iter: 1255 | bound: 108 | nc: 2 | ncall: 32212 | eff(%): 3.896 | loglstar: -inf < -3.497 < inf | logz: -16.139 +/- 0.339 | dlogz: 2.952 > 0.109
iter: 1256 | bound: 108 | nc: 1 | ncall: 32213 | eff(%): 3.899 | loglstar: -inf < -3.447 < inf | logz: -16.128 +/- 0.339 | dlogz: 2.931 > 0.109
iter: 1257 | bound: 108 | nc: 1 | ncall: 32214 | eff(%): 3.902 | loglstar: -inf < -3.426 < inf | logz: -16.116 +/- 0.339 | dlogz: 2.911 > 0.109
iter: 1258 | bound: 108 | nc: 1 | ncall: 32215 | eff(%): 3.905 | loglstar: -inf < -3.379 < inf | logz: -16.104 +/- 0.339 | dlogz: 2.890 > 0.109
iter: 1259 | bound: 108 | nc: 3 | ncall: 32218 | eff(%): 3.908 | loglstar: -inf < -3.369 < inf | logz: -16.091 +/- 0.339 | dlogz: 2.869 > 0.109
iter: 1260 | bound: 108 | nc: 3 | ncall: 32221 | eff(%): 3.910 | loglstar: -inf < -3.357 < inf | logz: -16.079 +/- 0.339 | dlogz: 2.848 > 0.109
iter: 1261 | bound: 108 | nc: 2 | ncall: 32223 | eff(%): 3.913 | loglstar: -inf < -3.330 < inf | logz: -16.067 +/- 0.339 | dlogz: 2.828 > 0.109
iter: 1262 | bound: 108 | nc: 3 | ncall: 32226 | eff(%): 3.916 | loglstar: -inf < -3.330 < inf | logz: -16.056 +/- 0.339 | dlogz: 2.807 > 0.109
iter: 1263 | bound: 108 | nc: 1 | ncall: 32227 | eff(%): 3.919 | loglstar: -inf < -3.330 < inf | logz: -16.044 +/- 0.339 | dlogz: 2.786 > 0.109
iter: 1264 | bound: 108 | nc: 4 | ncall: 32231 | eff(%): 3.922 | loglstar: -inf < -3.312 < inf | logz: -16.032 +/- 0.339 | dlogz: 2.766 > 0.109
iter: 1265 | bound: 108 | nc: 1 | ncall: 32232 | eff(%): 3.925 | loglstar: -inf < -3.273 < inf | logz: -16.021 +/- 0.339 | dlogz: 2.746 > 0.109
iter: 1266 | bound: 108 | nc: 1 | ncall: 32233 | eff(%): 3.928 | loglstar: -inf < -3.258 < inf | logz: -16.009 +/- 0.339 | dlogz: 2.726 > 0.109
iter: 1267 | bound: 108 | nc: 4 | ncall: 32237 | eff(%): 3.930 | loglstar: -inf < -3.248 < inf | logz: -15.998 +/- 0.339 | dlogz: 2.880 > 0.109
iter: 1268 | bound: 108 | nc: 2 | ncall: 32239 | eff(%): 3.933 | loglstar: -inf < -3.222 < inf | logz: -15.986 +/- 0.339 | dlogz: 2.860 > 0.109
iter: 1269 | bound: 108 | nc: 1 | ncall: 32240 | eff(%): 3.936 | loglstar: -inf < -3.218 < inf | logz: -15.975 +/- 0.339 | dlogz: 2.840 > 0.109
iter: 1270 | bound: 108 | nc: 1 | ncall: 32241 | eff(%): 3.939 | loglstar: -inf < -3.209 < inf | logz: -15.963 +/- 0.339 | dlogz: 2.819 > 0.109
iter: 1271 | bound: 108 | nc: 2 | ncall: 32243 | eff(%): 3.942 | loglstar: -inf < -3.200 < inf | logz: -15.952 +/- 0.339 | dlogz: 2.800 > 0.109
iter: 1272 | bound: 108 | nc: 2 | ncall: 32245 | eff(%): 3.945 | loglstar: -inf < -3.198 < inf | logz: -15.941 +/- 0.339 | dlogz: 2.780 > 0.109
iter: 1273 | bound: 108 | nc: 3 | ncall: 32248 | eff(%): 3.948 | loglstar: -inf < -3.191 < inf | logz: -15.931 +/- 0.339 | dlogz: 2.760 > 0.109
iter: 1274 | bound: 108 | nc: 1 | ncall: 32249 | eff(%): 3.951 | loglstar: -inf < -3.169 < inf | logz: -15.920 +/- 0.339 | dlogz: 2.741 > 0.109
iter: 1275 | bound: 108 | nc: 1 | ncall: 32250 | eff(%): 3.953 | loglstar: -inf < -3.153 < inf | logz: -15.909 +/- 0.339 | dlogz: 2.721 > 0.109
iter: 1276 | bound: 108 | nc: 6 | ncall: 32256 | eff(%): 3.956 | loglstar: -inf < -3.134 < inf | logz: -15.898 +/- 0.339 | dlogz: 2.702 > 0.109
iter: 1277 | bound: 108 | nc: 7 | ncall: 32263 | eff(%): 3.958 | loglstar: -inf < -3.122 < inf | logz: -15.888 +/- 0.339 | dlogz: 2.683 > 0.109
iter: 1278 | bound: 108 | nc: 1 | ncall: 32264 | eff(%): 3.961 | loglstar: -inf < -3.115 < inf | logz: -15.877 +/- 0.339 | dlogz: 2.664 > 0.109
iter: 1279 | bound: 108 | nc: 2 | ncall: 32266 | eff(%): 3.964 | loglstar: -inf < -3.108 < inf | logz: -15.867 +/- 0.339 | dlogz: 2.645 > 0.109
iter: 1280 | bound: 108 | nc: 1 | ncall: 32267 | eff(%): 3.967 | loglstar: -inf < -3.108 < inf | logz: -15.857 +/- 0.339 | dlogz: 2.626 > 0.109
iter: 1281 | bound: 108 | nc: 4 | ncall: 32271 | eff(%): 3.970 | loglstar: -inf < -3.099 < inf | logz: -15.847 +/- 0.339 | dlogz: 2.607 > 0.109
iter: 1282 | bound: 108 | nc: 2 | ncall: 32273 | eff(%): 3.972 | loglstar: -inf < -3.092 < inf | logz: -15.837 +/- 0.339 | dlogz: 2.589 > 0.109
iter: 1283 | bound: 108 | nc: 3 | ncall: 32276 | eff(%): 3.975 | loglstar: -inf < -3.083 < inf | logz: -15.827 +/- 0.339 | dlogz: 2.570 > 0.109
iter: 1284 | bound: 108 | nc: 1 | ncall: 32277 | eff(%): 3.978 | loglstar: -inf < -3.083 < inf | logz: -15.818 +/- 0.340 | dlogz: 2.552 > 0.109
iter: 1285 | bound: 108 | nc: 2 | ncall: 32279 | eff(%): 3.981 | loglstar: -inf < -3.065 < inf | logz: -15.808 +/- 0.340 | dlogz: 2.534 > 0.109
iter: 1286 | bound: 108 | nc: 9 | ncall: 32288 | eff(%): 3.983 | loglstar: -inf < -3.057 < inf | logz: -15.799 +/- 0.340 | dlogz: 2.516 > 0.109
iter: 1287 | bound: 108 | nc: 4 | ncall: 32292 | eff(%): 3.986 | loglstar: -inf < -3.057 < inf | logz: -15.789 +/- 0.340 | dlogz: 2.498 > 0.109
iter: 1288 | bound: 108 | nc: 2 | ncall: 32294 | eff(%): 3.988 | loglstar: -inf < -3.036 < inf | logz: -15.780 +/- 0.340 | dlogz: 2.481 > 0.109
iter: 1289 | bound: 108 | nc: 5 | ncall: 32299 | eff(%): 3.991 | loglstar: -inf < -3.034 < inf | logz: -15.771 +/- 0.340 | dlogz: 2.463 > 0.109
iter: 1290 | bound: 108 | nc: 1 | ncall: 32300 | eff(%): 3.994 | loglstar: -inf < -3.004 < inf | logz: -15.762 +/- 0.340 | dlogz: 2.446 > 0.109
iter: 1291 | bound: 109 | nc: 3 | ncall: 32303 | eff(%): 3.997 | loglstar: -inf < -2.999 < inf | logz: -15.752 +/- 0.340 | dlogz: 2.428 > 0.109
iter: 1292 | bound: 109 | nc: 3 | ncall: 32306 | eff(%): 3.999 | loglstar: -inf < -2.991 < inf | logz: -15.743 +/- 0.340 | dlogz: 2.411 > 0.109
iter: 1293 | bound: 109 | nc: 1 | ncall: 32307 | eff(%): 4.002 | loglstar: -inf < -2.970 < inf | logz: -15.734 +/- 0.340 | dlogz: 2.550 > 0.109
iter: 1294 | bound: 109 | nc: 1 | ncall: 32308 | eff(%): 4.005 | loglstar: -inf < -2.960 < inf | logz: -15.726 +/- 0.340 | dlogz: 2.533 > 0.109
iter: 1295 | bound: 109 | nc: 2 | ncall: 32310 | eff(%): 4.008 | loglstar: -inf < -2.956 < inf | logz: -15.717 +/- 0.340 | dlogz: 2.551 > 0.109
iter: 1296 | bound: 109 | nc: 1 | ncall: 32311 | eff(%): 4.011 | loglstar: -inf < -2.951 < inf | logz: -15.708 +/- 0.340 | dlogz: 2.533 > 0.109
iter: 1297 | bound: 109 | nc: 11 | ncall: 32322 | eff(%): 4.013 | loglstar: -inf < -2.934 < inf | logz: -15.699 +/- 0.340 | dlogz: 2.516 > 0.109
iter: 1298 | bound: 109 | nc: 1 | ncall: 32323 | eff(%): 4.016 | loglstar: -inf < -2.929 < inf | logz: -15.691 +/- 0.340 | dlogz: 2.499 > 0.109
iter: 1299 | bound: 109 | nc: 2 | ncall: 32325 | eff(%): 4.019 | loglstar: -inf < -2.924 < inf | logz: -15.682 +/- 0.340 | dlogz: 2.482 > 0.109
iter: 1300 | bound: 109 | nc: 1 | ncall: 32326 | eff(%): 4.022 | loglstar: -inf < -2.920 < inf | logz: -15.674 +/- 0.340 | dlogz: 2.465 > 0.109
iter: 1301 | bound: 109 | nc: 2 | ncall: 32328 | eff(%): 4.024 | loglstar: -inf < -2.908 < inf | logz: -15.666 +/- 0.340 | dlogz: 2.448 > 0.109
iter: 1302 | bound: 109 | nc: 1 | ncall: 32329 | eff(%): 4.027 | loglstar: -inf < -2.892 < inf | logz: -15.657 +/- 0.340 | dlogz: 2.432 > 0.109
iter: 1303 | bound: 109 | nc: 1 | ncall: 32330 | eff(%): 4.030 | loglstar: -inf < -2.889 < inf | logz: -15.649 +/- 0.340 | dlogz: 2.415 > 0.109
iter: 1304 | bound: 109 | nc: 1 | ncall: 32331 | eff(%): 4.033 | loglstar: -inf < -2.887 < inf | logz: -15.641 +/- 0.340 | dlogz: 2.399 > 0.109
iter: 1305 | bound: 109 | nc: 3 | ncall: 32334 | eff(%): 4.036 | loglstar: -inf < -2.870 < inf | logz: -15.633 +/- 0.340 | dlogz: 2.382 > 0.109
iter: 1306 | bound: 109 | nc: 1 | ncall: 32335 | eff(%): 4.039 | loglstar: -inf < -2.868 < inf | logz: -15.625 +/- 0.340 | dlogz: 2.366 > 0.109
iter: 1307 | bound: 109 | nc: 2 | ncall: 32337 | eff(%): 4.042 | loglstar: -inf < -2.823 < inf | logz: -15.617 +/- 0.340 | dlogz: 2.350 > 0.109
iter: 1308 | bound: 109 | nc: 1 | ncall: 32338 | eff(%): 4.045 | loglstar: -inf < -2.821 < inf | logz: -15.609 +/- 0.340 | dlogz: 2.334 > 0.109
iter: 1309 | bound: 109 | nc: 1 | ncall: 32339 | eff(%): 4.048 | loglstar: -inf < -2.817 < inf | logz: -15.601 +/- 0.340 | dlogz: 2.318 > 0.109
iter: 1310 | bound: 109 | nc: 1 | ncall: 32340 | eff(%): 4.051 | loglstar: -inf < -2.809 < inf | logz: -15.594 +/- 0.340 | dlogz: 2.302 > 0.109
iter: 1311 | bound: 109 | nc: 3 | ncall: 32343 | eff(%): 4.053 | loglstar: -inf < -2.807 < inf | logz: -15.586 +/- 0.340 | dlogz: 2.286 > 0.109
iter: 1312 | bound: 109 | nc: 4 | ncall: 32347 | eff(%): 4.056 | loglstar: -inf < -2.783 < inf | logz: -15.578 +/- 0.340 | dlogz: 2.270 > 0.109
iter: 1313 | bound: 109 | nc: 6 | ncall: 32353 | eff(%): 4.058 | loglstar: -inf < -2.777 < inf | logz: -15.571 +/- 0.340 | dlogz: 2.254 > 0.109
iter: 1314 | bound: 109 | nc: 2 | ncall: 32355 | eff(%): 4.061 | loglstar: -inf < -2.722 < inf | logz: -15.563 +/- 0.340 | dlogz: 2.238 > 0.109
iter: 1315 | bound: 109 | nc: 1 | ncall: 32356 | eff(%): 4.064 | loglstar: -inf < -2.716 < inf | logz: -15.555 +/- 0.340 | dlogz: 2.222 > 0.109
iter: 1316 | bound: 109 | nc: 3 | ncall: 32359 | eff(%): 4.067 | loglstar: -inf < -2.692 < inf | logz: -15.547 +/- 0.340 | dlogz: 2.207 > 0.109
iter: 1317 | bound: 109 | nc: 5 | ncall: 32364 | eff(%): 4.069 | loglstar: -inf < -2.683 < inf | logz: -15.539 +/- 0.340 | dlogz: 2.191 > 0.109
iter: 1318 | bound: 109 | nc: 2 | ncall: 32366 | eff(%): 4.072 | loglstar: -inf < -2.668 < inf | logz: -15.532 +/- 0.340 | dlogz: 2.175 > 0.109
iter: 1319 | bound: 109 | nc: 2 | ncall: 32368 | eff(%): 4.075 | loglstar: -inf < -2.659 < inf | logz: -15.524 +/- 0.340 | dlogz: 2.159 > 0.109
iter: 1320 | bound: 109 | nc: 1 | ncall: 32369 | eff(%): 4.078 | loglstar: -inf < -2.634 < inf | logz: -15.516 +/- 0.340 | dlogz: 2.144 > 0.109
iter: 1321 | bound: 109 | nc: 3 | ncall: 32372 | eff(%): 4.081 | loglstar: -inf < -2.631 < inf | logz: -15.509 +/- 0.340 | dlogz: 2.128 > 0.109
iter: 1322 | bound: 109 | nc: 5 | ncall: 32377 | eff(%): 4.083 | loglstar: -inf < -2.628 < inf | logz: -15.501 +/- 0.340 | dlogz: 2.113 > 0.109
iter: 1323 | bound: 109 | nc: 3 | ncall: 32380 | eff(%): 4.086 | loglstar: -inf < -2.625 < inf | logz: -15.494 +/- 0.340 | dlogz: 2.097 > 0.109
iter: 1324 | bound: 109 | nc: 1 | ncall: 32381 | eff(%): 4.089 | loglstar: -inf < -2.618 < inf | logz: -15.486 +/- 0.340 | dlogz: 2.082 > 0.109
iter: 1325 | bound: 109 | nc: 1 | ncall: 32382 | eff(%): 4.092 | loglstar: -inf < -2.611 < inf | logz: -15.479 +/- 0.340 | dlogz: 2.067 > 0.109
iter: 1326 | bound: 109 | nc: 5 | ncall: 32387 | eff(%): 4.094 | loglstar: -inf < -2.602 < inf | logz: -15.472 +/- 0.340 | dlogz: 2.052 > 0.109
iter: 1327 | bound: 109 | nc: 1 | ncall: 32388 | eff(%): 4.097 | loglstar: -inf < -2.591 < inf | logz: -15.465 +/- 0.340 | dlogz: 2.037 > 0.109
iter: 1328 | bound: 109 | nc: 1 | ncall: 32389 | eff(%): 4.100 | loglstar: -inf < -2.587 < inf | logz: -15.457 +/- 0.340 | dlogz: 2.022 > 0.109
iter: 1329 | bound: 109 | nc: 2 | ncall: 32391 | eff(%): 4.103 | loglstar: -inf < -2.569 < inf | logz: -15.450 +/- 0.340 | dlogz: 2.007 > 0.109
iter: 1330 | bound: 109 | nc: 3 | ncall: 32394 | eff(%): 4.106 | loglstar: -inf < -2.559 < inf | logz: -15.443 +/- 0.341 | dlogz: 1.993 > 0.109
iter: 1331 | bound: 109 | nc: 4 | ncall: 32398 | eff(%): 4.108 | loglstar: -inf < -2.558 < inf | logz: -15.436 +/- 0.341 | dlogz: 1.978 > 0.109
iter: 1332 | bound: 109 | nc: 1 | ncall: 32399 | eff(%): 4.111 | loglstar: -inf < -2.543 < inf | logz: -15.430 +/- 0.341 | dlogz: 1.963 > 0.109
iter: 1333 | bound: 109 | nc: 2 | ncall: 32401 | eff(%): 4.114 | loglstar: -inf < -2.542 < inf | logz: -15.423 +/- 0.341 | dlogz: 1.949 > 0.109
iter: 1334 | bound: 110 | nc: 2 | ncall: 32403 | eff(%): 4.117 | loglstar: -inf < -2.536 < inf | logz: -15.416 +/- 0.341 | dlogz: 1.935 > 0.109
iter: 1335 | bound: 110 | nc: 10 | ncall: 32413 | eff(%): 4.119 | loglstar: -inf < -2.536 < inf | logz: -15.409 +/- 0.341 | dlogz: 1.920 > 0.109
iter: 1336 | bound: 110 | nc: 2 | ncall: 32415 | eff(%): 4.122 | loglstar: -inf < -2.530 < inf | logz: -15.403 +/- 0.341 | dlogz: 1.906 > 0.109
iter: 1337 | bound: 110 | nc: 2 | ncall: 32417 | eff(%): 4.124 | loglstar: -inf < -2.518 < inf | logz: -15.396 +/- 0.341 | dlogz: 1.892 > 0.109
iter: 1338 | bound: 110 | nc: 4 | ncall: 32421 | eff(%): 4.127 | loglstar: -inf < -2.516 < inf | logz: -15.390 +/- 0.341 | dlogz: 1.878 > 0.109
iter: 1339 | bound: 110 | nc: 4 | ncall: 32425 | eff(%): 4.130 | loglstar: -inf < -2.515 < inf | logz: -15.383 +/- 0.341 | dlogz: 1.864 > 0.109
iter: 1340 | bound: 110 | nc: 1 | ncall: 32426 | eff(%): 4.132 | loglstar: -inf < -2.503 < inf | logz: -15.377 +/- 0.341 | dlogz: 1.850 > 0.109
iter: 1341 | bound: 110 | nc: 5 | ncall: 32431 | eff(%): 4.135 | loglstar: -inf < -2.483 < inf | logz: -15.371 +/- 0.341 | dlogz: 1.837 > 0.109
iter: 1342 | bound: 110 | nc: 1 | ncall: 32432 | eff(%): 4.138 | loglstar: -inf < -2.479 < inf | logz: -15.365 +/- 0.341 | dlogz: 1.823 > 0.109
iter: 1343 | bound: 110 | nc: 4 | ncall: 32436 | eff(%): 4.140 | loglstar: -inf < -2.470 < inf | logz: -15.358 +/- 0.341 | dlogz: 1.810 > 0.109
iter: 1344 | bound: 110 | nc: 2 | ncall: 32438 | eff(%): 4.143 | loglstar: -inf < -2.457 < inf | logz: -15.352 +/- 0.341 | dlogz: 1.796 > 0.109
iter: 1345 | bound: 110 | nc: 2 | ncall: 32440 | eff(%): 4.146 | loglstar: -inf < -2.443 < inf | logz: -15.346 +/- 0.341 | dlogz: 1.783 > 0.109
iter: 1346 | bound: 110 | nc: 4 | ncall: 32444 | eff(%): 4.149 | loglstar: -inf < -2.440 < inf | logz: -15.340 +/- 0.341 | dlogz: 1.769 > 0.109
iter: 1347 | bound: 110 | nc: 2 | ncall: 32446 | eff(%): 4.152 | loglstar: -inf < -2.438 < inf | logz: -15.334 +/- 0.341 | dlogz: 1.756 > 0.109
iter: 1348 | bound: 110 | nc: 3 | ncall: 32449 | eff(%): 4.154 | loglstar: -inf < -2.422 < inf | logz: -15.328 +/- 0.341 | dlogz: 1.743 > 0.109
iter: 1349 | bound: 110 | nc: 4 | ncall: 32453 | eff(%): 4.157 | loglstar: -inf < -2.418 < inf | logz: -15.322 +/- 0.341 | dlogz: 1.730 > 0.109
iter: 1350 | bound: 110 | nc: 5 | ncall: 32458 | eff(%): 4.159 | loglstar: -inf < -2.407 < inf | logz: -15.316 +/- 0.341 | dlogz: 1.717 > 0.109
iter: 1351 | bound: 110 | nc: 1 | ncall: 32459 | eff(%): 4.162 | loglstar: -inf < -2.401 < inf | logz: -15.310 +/- 0.341 | dlogz: 1.704 > 0.109
iter: 1352 | bound: 110 | nc: 6 | ncall: 32465 | eff(%): 4.164 | loglstar: -inf < -2.398 < inf | logz: -15.304 +/- 0.341 | dlogz: 1.691 > 0.109
iter: 1353 | bound: 110 | nc: 2 | ncall: 32467 | eff(%): 4.167 | loglstar: -inf < -2.397 < inf | logz: -15.299 +/- 0.341 | dlogz: 1.678 > 0.109
iter: 1354 | bound: 110 | nc: 1 | ncall: 32468 | eff(%): 4.170 | loglstar: -inf < -2.387 < inf | logz: -15.293 +/- 0.341 | dlogz: 1.665 > 0.109
iter: 1355 | bound: 110 | nc: 2 | ncall: 32470 | eff(%): 4.173 | loglstar: -inf < -2.383 < inf | logz: -15.287 +/- 0.341 | dlogz: 1.652 > 0.109
iter: 1356 | bound: 110 | nc: 6 | ncall: 32476 | eff(%): 4.175 | loglstar: -inf < -2.379 < inf | logz: -15.282 +/- 0.341 | dlogz: 1.640 > 0.109
iter: 1357 | bound: 110 | nc: 1 | ncall: 32477 | eff(%): 4.178 | loglstar: -inf < -2.374 < inf | logz: -15.276 +/- 0.341 | dlogz: 1.627 > 0.109
iter: 1358 | bound: 110 | nc: 7 | ncall: 32484 | eff(%): 4.181 | loglstar: -inf < -2.374 < inf | logz: -15.271 +/- 0.341 | dlogz: 1.615 > 0.109
iter: 1359 | bound: 110 | nc: 2 | ncall: 32486 | eff(%): 4.183 | loglstar: -inf < -2.370 < inf | logz: -15.266 +/- 0.341 | dlogz: 1.603 > 0.109
iter: 1360 | bound: 110 | nc: 2 | ncall: 32488 | eff(%): 4.186 | loglstar: -inf < -2.354 < inf | logz: -15.260 +/- 0.341 | dlogz: 1.591 > 0.109
iter: 1361 | bound: 110 | nc: 2 | ncall: 32490 | eff(%): 4.189 | loglstar: -inf < -2.350 < inf | logz: -15.255 +/- 0.341 | dlogz: 1.578 > 0.109
iter: 1362 | bound: 110 | nc: 2 | ncall: 32492 | eff(%): 4.192 | loglstar: -inf < -2.348 < inf | logz: -15.250 +/- 0.341 | dlogz: 1.566 > 0.109
iter: 1363 | bound: 110 | nc: 2 | ncall: 32494 | eff(%): 4.195 | loglstar: -inf < -2.331 < inf | logz: -15.244 +/- 0.341 | dlogz: 1.554 > 0.109
iter: 1364 | bound: 110 | nc: 1 | ncall: 32495 | eff(%): 4.198 | loglstar: -inf < -2.320 < inf | logz: -15.239 +/- 0.341 | dlogz: 1.542 > 0.109
iter: 1365 | bound: 110 | nc: 3 | ncall: 32498 | eff(%): 4.200 | loglstar: -inf < -2.314 < inf | logz: -15.234 +/- 0.341 | dlogz: 1.531 > 0.109
iter: 1366 | bound: 110 | nc: 2 | ncall: 32500 | eff(%): 4.203 | loglstar: -inf < -2.308 < inf | logz: -15.229 +/- 0.341 | dlogz: 1.519 > 0.109
iter: 1367 | bound: 110 | nc: 2 | ncall: 32502 | eff(%): 4.206 | loglstar: -inf < -2.297 < inf | logz: -15.224 +/- 0.341 | dlogz: 1.507 > 0.109
iter: 1368 | bound: 111 | nc: 1 | ncall: 32503 | eff(%): 4.209 | loglstar: -inf < -2.272 < inf | logz: -15.219 +/- 0.341 | dlogz: 1.495 > 0.109
iter: 1369 | bound: 111 | nc: 3 | ncall: 32506 | eff(%): 4.212 | loglstar: -inf < -2.261 < inf | logz: -15.214 +/- 0.341 | dlogz: 1.484 > 0.109
iter: 1370 | bound: 111 | nc: 9 | ncall: 32515 | eff(%): 4.213 | loglstar: -inf < -2.258 < inf | logz: -15.209 +/- 0.341 | dlogz: 1.472 > 0.109
iter: 1371 | bound: 111 | nc: 5 | ncall: 32520 | eff(%): 4.216 | loglstar: -inf < -2.253 < inf | logz: -15.204 +/- 0.341 | dlogz: 1.460 > 0.109
iter: 1372 | bound: 111 | nc: 1 | ncall: 32521 | eff(%): 4.219 | loglstar: -inf < -2.252 < inf | logz: -15.199 +/- 0.341 | dlogz: 1.449 > 0.109
iter: 1373 | bound: 111 | nc: 1 | ncall: 32522 | eff(%): 4.222 | loglstar: -inf < -2.249 < inf | logz: -15.194 +/- 0.341 | dlogz: 1.438 > 0.109
iter: 1374 | bound: 111 | nc: 1 | ncall: 32523 | eff(%): 4.225 | loglstar: -inf < -2.248 < inf | logz: -15.189 +/- 0.341 | dlogz: 1.426 > 0.109
iter: 1375 | bound: 111 | nc: 3 | ncall: 32526 | eff(%): 4.227 | loglstar: -inf < -2.240 < inf | logz: -15.184 +/- 0.341 | dlogz: 1.415 > 0.109
iter: 1376 | bound: 111 | nc: 1 | ncall: 32527 | eff(%): 4.230 | loglstar: -inf < -2.238 < inf | logz: -15.179 +/- 0.341 | dlogz: 1.404 > 0.109
iter: 1377 | bound: 111 | nc: 4 | ncall: 32531 | eff(%): 4.233 | loglstar: -inf < -2.210 < inf | logz: -15.175 +/- 0.341 | dlogz: 1.393 > 0.109
iter: 1378 | bound: 111 | nc: 3 | ncall: 32534 | eff(%): 4.236 | loglstar: -inf < -2.197 < inf | logz: -15.170 +/- 0.341 | dlogz: 1.382 > 0.109
iter: 1379 | bound: 111 | nc: 3 | ncall: 32537 | eff(%): 4.238 | loglstar: -inf < -2.195 < inf | logz: -15.165 +/- 0.341 | dlogz: 1.371 > 0.109
iter: 1380 | bound: 111 | nc: 5 | ncall: 32542 | eff(%): 4.241 | loglstar: -inf < -2.192 < inf | logz: -15.161 +/- 0.341 | dlogz: 1.360 > 0.109
iter: 1381 | bound: 111 | nc: 1 | ncall: 32543 | eff(%): 4.244 | loglstar: -inf < -2.180 < inf | logz: -15.156 +/- 0.341 | dlogz: 1.349 > 0.109
iter: 1382 | bound: 111 | nc: 2 | ncall: 32545 | eff(%): 4.246 | loglstar: -inf < -2.171 < inf | logz: -15.151 +/- 0.341 | dlogz: 1.338 > 0.109
iter: 1383 | bound: 111 | nc: 5 | ncall: 32550 | eff(%): 4.249 | loglstar: -inf < -2.148 < inf | logz: -15.147 +/- 0.341 | dlogz: 1.328 > 0.109
iter: 1384 | bound: 111 | nc: 1 | ncall: 32551 | eff(%): 4.252 | loglstar: -inf < -2.144 < inf | logz: -15.142 +/- 0.342 | dlogz: 1.317 > 0.109
iter: 1385 | bound: 111 | nc: 3 | ncall: 32554 | eff(%): 4.254 | loglstar: -inf < -2.130 < inf | logz: -15.138 +/- 0.342 | dlogz: 1.306 > 0.109
iter: 1386 | bound: 111 | nc: 1 | ncall: 32555 | eff(%): 4.257 | loglstar: -inf < -2.107 < inf | logz: -15.133 +/- 0.342 | dlogz: 1.296 > 0.109
iter: 1387 | bound: 111 | nc: 8 | ncall: 32563 | eff(%): 4.259 | loglstar: -inf < -2.101 < inf | logz: -15.128 +/- 0.342 | dlogz: 1.285 > 0.109
iter: 1388 | bound: 111 | nc: 5 | ncall: 32568 | eff(%): 4.262 | loglstar: -inf < -2.079 < inf | logz: -15.124 +/- 0.342 | dlogz: 1.275 > 0.109
iter: 1389 | bound: 111 | nc: 3 | ncall: 32571 | eff(%): 4.265 | loglstar: -inf < -2.079 < inf | logz: -15.119 +/- 0.342 | dlogz: 1.264 > 0.109
iter: 1390 | bound: 111 | nc: 2 | ncall: 32573 | eff(%): 4.267 | loglstar: -inf < -2.061 < inf | logz: -15.115 +/- 0.342 | dlogz: 1.254 > 0.109
iter: 1391 | bound: 111 | nc: 5 | ncall: 32578 | eff(%): 4.270 | loglstar: -inf < -2.060 < inf | logz: -15.110 +/- 0.342 | dlogz: 1.243 > 0.109
iter: 1392 | bound: 111 | nc: 3 | ncall: 32581 | eff(%): 4.272 | loglstar: -inf < -2.057 < inf | logz: -15.106 +/- 0.342 | dlogz: 1.233 > 0.109
iter: 1393 | bound: 111 | nc: 6 | ncall: 32587 | eff(%): 4.275 | loglstar: -inf < -2.055 < inf | logz: -15.101 +/- 0.342 | dlogz: 1.223 > 0.109
iter: 1394 | bound: 111 | nc: 8 | ncall: 32595 | eff(%): 4.277 | loglstar: -inf < -2.054 < inf | logz: -15.097 +/- 0.342 | dlogz: 1.213 > 0.109
iter: 1395 | bound: 111 | nc: 3 | ncall: 32598 | eff(%): 4.279 | loglstar: -inf < -2.054 < inf | logz: -15.092 +/- 0.342 | dlogz: 1.203 > 0.109
iter: 1396 | bound: 111 | nc: 1 | ncall: 32599 | eff(%): 4.282 | loglstar: -inf < -2.049 < inf | logz: -15.088 +/- 0.342 | dlogz: 1.193 > 0.109
iter: 1397 | bound: 111 | nc: 3 | ncall: 32602 | eff(%): 4.285 | loglstar: -inf < -2.045 < inf | logz: -15.084 +/- 0.342 | dlogz: 1.183 > 0.109
iter: 1398 | bound: 112 | nc: 13 | ncall: 32615 | eff(%): 4.286 | loglstar: -inf < -2.042 < inf | logz: -15.080 +/- 0.342 | dlogz: 1.173 > 0.109
iter: 1399 | bound: 112 | nc: 1 | ncall: 32616 | eff(%): 4.289 | loglstar: -inf < -2.023 < inf | logz: -15.076 +/- 0.342 | dlogz: 1.163 > 0.109
iter: 1400 | bound: 112 | nc: 5 | ncall: 32621 | eff(%): 4.292 | loglstar: -inf < -2.007 < inf | logz: -15.071 +/- 0.342 | dlogz: 1.154 > 0.109
iter: 1401 | bound: 112 | nc: 3 | ncall: 32624 | eff(%): 4.294 | loglstar: -inf < -2.006 < inf | logz: -15.067 +/- 0.342 | dlogz: 1.144 > 0.109
iter: 1402 | bound: 112 | nc: 5 | ncall: 32629 | eff(%): 4.297 | loglstar: -inf < -2.001 < inf | logz: -15.063 +/- 0.342 | dlogz: 1.134 > 0.109
iter: 1403 | bound: 112 | nc: 2 | ncall: 32631 | eff(%): 4.300 | loglstar: -inf < -1.998 < inf | logz: -15.059 +/- 0.342 | dlogz: 1.125 > 0.109
iter: 1404 | bound: 112 | nc: 2 | ncall: 32633 | eff(%): 4.302 | loglstar: -inf < -1.988 < inf | logz: -15.055 +/- 0.342 | dlogz: 1.115 > 0.109
iter: 1405 | bound: 112 | nc: 1 | ncall: 32634 | eff(%): 4.305 | loglstar: -inf < -1.982 < inf | logz: -15.051 +/- 0.342 | dlogz: 1.106 > 0.109
iter: 1406 | bound: 112 | nc: 4 | ncall: 32638 | eff(%): 4.308 | loglstar: -inf < -1.969 < inf | logz: -15.047 +/- 0.342 | dlogz: 1.097 > 0.109
iter: 1407 | bound: 112 | nc: 2 | ncall: 32640 | eff(%): 4.311 | loglstar: -inf < -1.956 < inf | logz: -15.043 +/- 0.342 | dlogz: 1.087 > 0.109
iter: 1408 | bound: 112 | nc: 1 | ncall: 32641 | eff(%): 4.314 | loglstar: -inf < -1.943 < inf | logz: -15.039 +/- 0.342 | dlogz: 1.078 > 0.109
iter: 1409 | bound: 112 | nc: 6 | ncall: 32647 | eff(%): 4.316 | loglstar: -inf < -1.939 < inf | logz: -15.035 +/- 0.342 | dlogz: 1.069 > 0.109
iter: 1410 | bound: 112 | nc: 4 | ncall: 32651 | eff(%): 4.318 | loglstar: -inf < -1.927 < inf | logz: -15.031 +/- 0.342 | dlogz: 1.060 > 0.109
iter: 1411 | bound: 112 | nc: 3 | ncall: 32654 | eff(%): 4.321 | loglstar: -inf < -1.908 < inf | logz: -15.027 +/- 0.342 | dlogz: 1.051 > 0.109
iter: 1412 | bound: 112 | nc: 1 | ncall: 32655 | eff(%): 4.324 | loglstar: -inf < -1.901 < inf | logz: -15.023 +/- 0.342 | dlogz: 1.042 > 0.109
iter: 1413 | bound: 112 | nc: 3 | ncall: 32658 | eff(%): 4.327 | loglstar: -inf < -1.894 < inf | logz: -15.019 +/- 0.342 | dlogz: 1.033 > 0.109
iter: 1414 | bound: 112 | nc: 1 | ncall: 32659 | eff(%): 4.330 | loglstar: -inf < -1.892 < inf | logz: -15.015 +/- 0.342 | dlogz: 1.024 > 0.109
iter: 1415 | bound: 112 | nc: 5 | ncall: 32664 | eff(%): 4.332 | loglstar: -inf < -1.878 < inf | logz: -15.012 +/- 0.342 | dlogz: 1.015 > 0.109
iter: 1416 | bound: 112 | nc: 1 | ncall: 32665 | eff(%): 4.335 | loglstar: -inf < -1.864 < inf | logz: -15.008 +/- 0.342 | dlogz: 1.006 > 0.109
iter: 1417 | bound: 112 | nc: 1 | ncall: 32666 | eff(%): 4.338 | loglstar: -inf < -1.861 < inf | logz: -15.004 +/- 0.342 | dlogz: 0.998 > 0.109
iter: 1418 | bound: 112 | nc: 15 | ncall: 32681 | eff(%): 4.339 | loglstar: -inf < -1.842 < inf | logz: -15.000 +/- 0.342 | dlogz: 0.989 > 0.109
iter: 1419 | bound: 112 | nc: 1 | ncall: 32682 | eff(%): 4.342 | loglstar: -inf < -1.832 < inf | logz: -14.996 +/- 0.342 | dlogz: 0.980 > 0.109
iter: 1420 | bound: 112 | nc: 3 | ncall: 32685 | eff(%): 4.345 | loglstar: -inf < -1.828 < inf | logz: -14.992 +/- 0.342 | dlogz: 0.972 > 0.109
iter: 1421 | bound: 112 | nc: 3 | ncall: 32688 | eff(%): 4.347 | loglstar: -inf < -1.825 < inf | logz: -14.989 +/- 0.342 | dlogz: 0.963 > 0.109
iter: 1422 | bound: 112 | nc: 1 | ncall: 32689 | eff(%): 4.350 | loglstar: -inf < -1.825 < inf | logz: -14.985 +/- 0.342 | dlogz: 0.955 > 0.109
iter: 1423 | bound: 112 | nc: 2 | ncall: 32691 | eff(%): 4.353 | loglstar: -inf < -1.824 < inf | logz: -14.981 +/- 0.342 | dlogz: 0.946 > 0.109
iter: 1424 | bound: 112 | nc: 1 | ncall: 32692 | eff(%): 4.356 | loglstar: -inf < -1.817 < inf | logz: -14.978 +/- 0.342 | dlogz: 0.938 > 0.109
iter: 1425 | bound: 112 | nc: 7 | ncall: 32699 | eff(%): 4.358 | loglstar: -inf < -1.816 < inf | logz: -14.974 +/- 0.342 | dlogz: 0.930 > 0.109
iter: 1426 | bound: 112 | nc: 3 | ncall: 32702 | eff(%): 4.361 | loglstar: -inf < -1.770 < inf | logz: -14.970 +/- 0.342 | dlogz: 0.922 > 0.109
iter: 1427 | bound: 112 | nc: 1 | ncall: 32703 | eff(%): 4.364 | loglstar: -inf < -1.766 < inf | logz: -14.967 +/- 0.342 | dlogz: 0.913 > 0.109
iter: 1428 | bound: 112 | nc: 4 | ncall: 32707 | eff(%): 4.366 | loglstar: -inf < -1.762 < inf | logz: -14.963 +/- 0.342 | dlogz: 0.905 > 0.109
iter: 1429 | bound: 112 | nc: 3 | ncall: 32710 | eff(%): 4.369 | loglstar: -inf < -1.758 < inf | logz: -14.959 +/- 0.342 | dlogz: 0.911 > 0.109
iter: 1430 | bound: 113 | nc: 7 | ncall: 32717 | eff(%): 4.371 | loglstar: -inf < -1.757 < inf | logz: -14.956 +/- 0.342 | dlogz: 0.902 > 0.109
iter: 1431 | bound: 113 | nc: 2 | ncall: 32719 | eff(%): 4.374 | loglstar: -inf < -1.757 < inf | logz: -14.952 +/- 0.342 | dlogz: 0.894 > 0.109
iter: 1432 | bound: 113 | nc: 3 | ncall: 32722 | eff(%): 4.376 | loglstar: -inf < -1.746 < inf | logz: -14.949 +/- 0.342 | dlogz: 0.886 > 0.109
iter: 1433 | bound: 113 | nc: 5 | ncall: 32727 | eff(%): 4.379 | loglstar: -inf < -1.738 < inf | logz: -14.945 +/- 0.342 | dlogz: 0.879 > 0.109
iter: 1434 | bound: 113 | nc: 5 | ncall: 32732 | eff(%): 4.381 | loglstar: -inf < -1.736 < inf | logz: -14.942 +/- 0.343 | dlogz: 0.871 > 0.109
iter: 1435 | bound: 113 | nc: 1 | ncall: 32733 | eff(%): 4.384 | loglstar: -inf < -1.728 < inf | logz: -14.938 +/- 0.343 | dlogz: 0.863 > 0.109
iter: 1436 | bound: 113 | nc: 1 | ncall: 32734 | eff(%): 4.387 | loglstar: -inf < -1.711 < inf | logz: -14.935 +/- 0.343 | dlogz: 0.855 > 0.109
iter: 1437 | bound: 113 | nc: 1 | ncall: 32735 | eff(%): 4.390 | loglstar: -inf < -1.695 < inf | logz: -14.931 +/- 0.343 | dlogz: 0.848 > 0.109
iter: 1438 | bound: 113 | nc: 1 | ncall: 32736 | eff(%): 4.393 | loglstar: -inf < -1.695 < inf | logz: -14.928 +/- 0.343 | dlogz: 0.840 > 0.109
iter: 1439 | bound: 113 | nc: 1 | ncall: 32737 | eff(%): 4.396 | loglstar: -inf < -1.692 < inf | logz: -14.925 +/- 0.343 | dlogz: 0.832 > 0.109
iter: 1440 | bound: 113 | nc: 1 | ncall: 32738 | eff(%): 4.399 | loglstar: -inf < -1.682 < inf | logz: -14.921 +/- 0.343 | dlogz: 0.825 > 0.109
iter: 1441 | bound: 113 | nc: 2 | ncall: 32740 | eff(%): 4.401 | loglstar: -inf < -1.678 < inf | logz: -14.918 +/- 0.343 | dlogz: 0.817 > 0.109
iter: 1442 | bound: 113 | nc: 2 | ncall: 32742 | eff(%): 4.404 | loglstar: -inf < -1.672 < inf | logz: -14.915 +/- 0.343 | dlogz: 0.810 > 0.109
iter: 1443 | bound: 113 | nc: 2 | ncall: 32744 | eff(%): 4.407 | loglstar: -inf < -1.656 < inf | logz: -14.911 +/- 0.343 | dlogz: 0.803 > 0.109
iter: 1444 | bound: 113 | nc: 6 | ncall: 32750 | eff(%): 4.409 | loglstar: -inf < -1.649 < inf | logz: -14.908 +/- 0.343 | dlogz: 0.795 > 0.109
iter: 1445 | bound: 113 | nc: 2 | ncall: 32752 | eff(%): 4.412 | loglstar: -inf < -1.645 < inf | logz: -14.905 +/- 0.343 | dlogz: 0.788 > 0.109
iter: 1446 | bound: 113 | nc: 3 | ncall: 32755 | eff(%): 4.415 | loglstar: -inf < -1.643 < inf | logz: -14.902 +/- 0.343 | dlogz: 0.781 > 0.109
iter: 1447 | bound: 113 | nc: 3 | ncall: 32758 | eff(%): 4.417 | loglstar: -inf < -1.642 < inf | logz: -14.898 +/- 0.343 | dlogz: 0.774 > 0.109
iter: 1448 | bound: 113 | nc: 11 | ncall: 32769 | eff(%): 4.419 | loglstar: -inf < -1.633 < inf | logz: -14.895 +/- 0.343 | dlogz: 0.767 > 0.109
iter: 1449 | bound: 113 | nc: 2 | ncall: 32771 | eff(%): 4.422 | loglstar: -inf < -1.621 < inf | logz: -14.892 +/- 0.343 | dlogz: 0.760 > 0.109
iter: 1450 | bound: 113 | nc: 4 | ncall: 32775 | eff(%): 4.424 | loglstar: -inf < -1.600 < inf | logz: -14.889 +/- 0.343 | dlogz: 0.753 > 0.109
iter: 1451 | bound: 113 | nc: 1 | ncall: 32776 | eff(%): 4.427 | loglstar: -inf < -1.596 < inf | logz: -14.886 +/- 0.343 | dlogz: 0.746 > 0.109
iter: 1452 | bound: 113 | nc: 1 | ncall: 32777 | eff(%): 4.430 | loglstar: -inf < -1.590 < inf | logz: -14.883 +/- 0.343 | dlogz: 0.739 > 0.109
iter: 1453 | bound: 113 | nc: 4 | ncall: 32781 | eff(%): 4.432 | loglstar: -inf < -1.585 < inf | logz: -14.879 +/- 0.343 | dlogz: 0.732 > 0.109
iter: 1454 | bound: 113 | nc: 3 | ncall: 32784 | eff(%): 4.435 | loglstar: -inf < -1.583 < inf | logz: -14.876 +/- 0.343 | dlogz: 0.725 > 0.109
iter: 1455 | bound: 113 | nc: 4 | ncall: 32788 | eff(%): 4.438 | loglstar: -inf < -1.577 < inf | logz: -14.873 +/- 0.343 | dlogz: 0.719 > 0.109
iter: 1456 | bound: 113 | nc: 1 | ncall: 32789 | eff(%): 4.441 | loglstar: -inf < -1.577 < inf | logz: -14.870 +/- 0.343 | dlogz: 0.712 > 0.109
iter: 1457 | bound: 113 | nc: 2 | ncall: 32791 | eff(%): 4.443 | loglstar: -inf < -1.574 < inf | logz: -14.867 +/- 0.343 | dlogz: 0.706 > 0.109
iter: 1458 | bound: 113 | nc: 2 | ncall: 32793 | eff(%): 4.446 | loglstar: -inf < -1.562 < inf | logz: -14.864 +/- 0.343 | dlogz: 0.699 > 0.109
iter: 1459 | bound: 113 | nc: 2 | ncall: 32795 | eff(%): 4.449 | loglstar: -inf < -1.553 < inf | logz: -14.861 +/- 0.343 | dlogz: 0.693 > 0.109
iter: 1460 | bound: 113 | nc: 2 | ncall: 32797 | eff(%): 4.452 | loglstar: -inf < -1.552 < inf | logz: -14.858 +/- 0.343 | dlogz: 0.686 > 0.109
iter: 1461 | bound: 113 | nc: 3 | ncall: 32800 | eff(%): 4.454 | loglstar: -inf < -1.544 < inf | logz: -14.855 +/- 0.343 | dlogz: 0.680 > 0.109
iter: 1462 | bound: 113 | nc: 3 | ncall: 32803 | eff(%): 4.457 | loglstar: -inf < -1.526 < inf | logz: -14.853 +/- 0.343 | dlogz: 0.673 > 0.109
iter: 1463 | bound: 113 | nc: 2 | ncall: 32805 | eff(%): 4.460 | loglstar: -inf < -1.498 < inf | logz: -14.850 +/- 0.343 | dlogz: 0.667 > 0.109
iter: 1464 | bound: 113 | nc: 3 | ncall: 32808 | eff(%): 4.462 | loglstar: -inf < -1.497 < inf | logz: -14.847 +/- 0.343 | dlogz: 0.661 > 0.109
iter: 1465 | bound: 113 | nc: 1 | ncall: 32809 | eff(%): 4.465 | loglstar: -inf < -1.484 < inf | logz: -14.844 +/- 0.343 | dlogz: 0.655 > 0.109
iter: 1466 | bound: 113 | nc: 3 | ncall: 32812 | eff(%): 4.468 | loglstar: -inf < -1.474 < inf | logz: -14.841 +/- 0.343 | dlogz: 0.648 > 0.109
iter: 1467 | bound: 114 | nc: 6 | ncall: 32818 | eff(%): 4.470 | loglstar: -inf < -1.474 < inf | logz: -14.838 +/- 0.343 | dlogz: 0.642 > 0.109
iter: 1468 | bound: 114 | nc: 1 | ncall: 32819 | eff(%): 4.473 | loglstar: -inf < -1.470 < inf | logz: -14.835 +/- 0.343 | dlogz: 0.636 > 0.109
iter: 1469 | bound: 114 | nc: 1 | ncall: 32820 | eff(%): 4.476 | loglstar: -inf < -1.467 < inf | logz: -14.832 +/- 0.343 | dlogz: 0.630 > 0.109
iter: 1470 | bound: 114 | nc: 1 | ncall: 32821 | eff(%): 4.479 | loglstar: -inf < -1.467 < inf | logz: -14.829 +/- 0.343 | dlogz: 0.624 > 0.109
iter: 1471 | bound: 114 | nc: 1 | ncall: 32822 | eff(%): 4.482 | loglstar: -inf < -1.465 < inf | logz: -14.826 +/- 0.343 | dlogz: 0.618 > 0.109
iter: 1472 | bound: 114 | nc: 4 | ncall: 32826 | eff(%): 4.484 | loglstar: -inf < -1.457 < inf | logz: -14.824 +/- 0.343 | dlogz: 0.612 > 0.109
iter: 1473 | bound: 114 | nc: 1 | ncall: 32827 | eff(%): 4.487 | loglstar: -inf < -1.454 < inf | logz: -14.821 +/- 0.343 | dlogz: 0.607 > 0.109
iter: 1474 | bound: 114 | nc: 3 | ncall: 32830 | eff(%): 4.490 | loglstar: -inf < -1.434 < inf | logz: -14.818 +/- 0.343 | dlogz: 0.601 > 0.109
iter: 1475 | bound: 114 | nc: 2 | ncall: 32832 | eff(%): 4.493 | loglstar: -inf < -1.425 < inf | logz: -14.815 +/- 0.343 | dlogz: 0.595 > 0.109
iter: 1476 | bound: 114 | nc: 1 | ncall: 32833 | eff(%): 4.495 | loglstar: -inf < -1.419 < inf | logz: -14.813 +/- 0.343 | dlogz: 0.589 > 0.109
iter: 1477 | bound: 114 | nc: 1 | ncall: 32834 | eff(%): 4.498 | loglstar: -inf < -1.411 < inf | logz: -14.810 +/- 0.343 | dlogz: 0.584 > 0.109
iter: 1478 | bound: 114 | nc: 1 | ncall: 32835 | eff(%): 4.501 | loglstar: -inf < -1.409 < inf | logz: -14.807 +/- 0.343 | dlogz: 0.578 > 0.109
iter: 1479 | bound: 114 | nc: 1 | ncall: 32836 | eff(%): 4.504 | loglstar: -inf < -1.406 < inf | logz: -14.805 +/- 0.343 | dlogz: 0.573 > 0.109
iter: 1480 | bound: 114 | nc: 1 | ncall: 32837 | eff(%): 4.507 | loglstar: -inf < -1.405 < inf | logz: -14.802 +/- 0.343 | dlogz: 0.567 > 0.109
iter: 1481 | bound: 114 | nc: 5 | ncall: 32842 | eff(%): 4.509 | loglstar: -inf < -1.403 < inf | logz: -14.799 +/- 0.344 | dlogz: 0.562 > 0.109
iter: 1482 | bound: 114 | nc: 3 | ncall: 32845 | eff(%): 4.512 | loglstar: -inf < -1.399 < inf | logz: -14.797 +/- 0.344 | dlogz: 0.556 > 0.109
iter: 1483 | bound: 114 | nc: 3 | ncall: 32848 | eff(%): 4.515 | loglstar: -inf < -1.363 < inf | logz: -14.794 +/- 0.344 | dlogz: 0.551 > 0.109
iter: 1484 | bound: 114 | nc: 1 | ncall: 32849 | eff(%): 4.518 | loglstar: -inf < -1.363 < inf | logz: -14.791 +/- 0.344 | dlogz: 0.546 > 0.109
iter: 1485 | bound: 114 | nc: 9 | ncall: 32858 | eff(%): 4.519 | loglstar: -inf < -1.359 < inf | logz: -14.789 +/- 0.344 | dlogz: 0.541 > 0.109
iter: 1486 | bound: 114 | nc: 2 | ncall: 32860 | eff(%): 4.522 | loglstar: -inf < -1.358 < inf | logz: -14.786 +/- 0.344 | dlogz: 0.535 > 0.109
iter: 1487 | bound: 114 | nc: 1 | ncall: 32861 | eff(%): 4.525 | loglstar: -inf < -1.357 < inf | logz: -14.784 +/- 0.344 | dlogz: 0.530 > 0.109
iter: 1488 | bound: 114 | nc: 1 | ncall: 32862 | eff(%): 4.528 | loglstar: -inf < -1.354 < inf | logz: -14.781 +/- 0.344 | dlogz: 0.525 > 0.109
iter: 1489 | bound: 114 | nc: 1 | ncall: 32863 | eff(%): 4.531 | loglstar: -inf < -1.353 < inf | logz: -14.779 +/- 0.344 | dlogz: 0.520 > 0.109
iter: 1490 | bound: 114 | nc: 1 | ncall: 32864 | eff(%): 4.534 | loglstar: -inf < -1.352 < inf | logz: -14.776 +/- 0.344 | dlogz: 0.515 > 0.109
iter: 1491 | bound: 114 | nc: 2 | ncall: 32866 | eff(%): 4.537 | loglstar: -inf < -1.349 < inf | logz: -14.774 +/- 0.344 | dlogz: 0.510 > 0.109
iter: 1492 | bound: 114 | nc: 1 | ncall: 32867 | eff(%): 4.540 | loglstar: -inf < -1.347 < inf | logz: -14.771 +/- 0.344 | dlogz: 0.505 > 0.109
iter: 1493 | bound: 114 | nc: 1 | ncall: 32868 | eff(%): 4.542 | loglstar: -inf < -1.338 < inf | logz: -14.769 +/- 0.344 | dlogz: 0.500 > 0.109
iter: 1494 | bound: 114 | nc: 1 | ncall: 32869 | eff(%): 4.545 | loglstar: -inf < -1.338 < inf | logz: -14.767 +/- 0.344 | dlogz: 0.495 > 0.109
iter: 1495 | bound: 114 | nc: 1 | ncall: 32870 | eff(%): 4.548 | loglstar: -inf < -1.337 < inf | logz: -14.764 +/- 0.344 | dlogz: 0.490 > 0.109
iter: 1496 | bound: 114 | nc: 1 | ncall: 32871 | eff(%): 4.551 | loglstar: -inf < -1.331 < inf | logz: -14.762 +/- 0.344 | dlogz: 0.486 > 0.109
iter: 1497 | bound: 114 | nc: 2 | ncall: 32873 | eff(%): 4.554 | loglstar: -inf < -1.331 < inf | logz: -14.760 +/- 0.344 | dlogz: 0.481 > 0.109
iter: 1498 | bound: 114 | nc: 2 | ncall: 32875 | eff(%): 4.557 | loglstar: -inf < -1.326 < inf | logz: -14.757 +/- 0.344 | dlogz: 0.476 > 0.109
iter: 1499 | bound: 114 | nc: 6 | ncall: 32881 | eff(%): 4.559 | loglstar: -inf < -1.319 < inf | logz: -14.755 +/- 0.344 | dlogz: 0.472 > 0.109
iter: 1500 | bound: 114 | nc: 1 | ncall: 32882 | eff(%): 4.562 | loglstar: -inf < -1.318 < inf | logz: -14.753 +/- 0.344 | dlogz: 0.467 > 0.109
iter: 1501 | bound: 114 | nc: 6 | ncall: 32888 | eff(%): 4.564 | loglstar: -inf < -1.317 < inf | logz: -14.751 +/- 0.344 | dlogz: 0.463 > 0.109
iter: 1502 | bound: 114 | nc: 3 | ncall: 32891 | eff(%): 4.567 | loglstar: -inf < -1.315 < inf | logz: -14.748 +/- 0.344 | dlogz: 0.458 > 0.109
iter: 1503 | bound: 114 | nc: 4 | ncall: 32895 | eff(%): 4.569 | loglstar: -inf < -1.303 < inf | logz: -14.746 +/- 0.344 | dlogz: 0.454 > 0.109
iter: 1504 | bound: 114 | nc: 1 | ncall: 32896 | eff(%): 4.572 | loglstar: -inf < -1.302 < inf | logz: -14.744 +/- 0.344 | dlogz: 0.449 > 0.109
iter: 1505 | bound: 114 | nc: 6 | ncall: 32902 | eff(%): 4.574 | loglstar: -inf < -1.300 < inf | logz: -14.742 +/- 0.344 | dlogz: 0.445 > 0.109
iter: 1506 | bound: 114 | nc: 1 | ncall: 32903 | eff(%): 4.577 | loglstar: -inf < -1.295 < inf | logz: -14.740 +/- 0.344 | dlogz: 0.441 > 0.109
iter: 1507 | bound: 114 | nc: 1 | ncall: 32904 | eff(%): 4.580 | loglstar: -inf < -1.293 < inf | logz: -14.738 +/- 0.344 | dlogz: 0.436 > 0.109
iter: 1508 | bound: 114 | nc: 1 | ncall: 32905 | eff(%): 4.583 | loglstar: -inf < -1.291 < inf | logz: -14.735 +/- 0.344 | dlogz: 0.432 > 0.109
iter: 1509 | bound: 114 | nc: 4 | ncall: 32909 | eff(%): 4.585 | loglstar: -inf < -1.282 < inf | logz: -14.733 +/- 0.344 | dlogz: 0.428 > 0.109
iter: 1510 | bound: 114 | nc: 1 | ncall: 32910 | eff(%): 4.588 | loglstar: -inf < -1.281 < inf | logz: -14.731 +/- 0.344 | dlogz: 0.424 > 0.109
iter: 1511 | bound: 114 | nc: 3 | ncall: 32913 | eff(%): 4.591 | loglstar: -inf < -1.280 < inf | logz: -14.729 +/- 0.344 | dlogz: 0.419 > 0.109
iter: 1512 | bound: 114 | nc: 3 | ncall: 32916 | eff(%): 4.594 | loglstar: -inf < -1.278 < inf | logz: -14.727 +/- 0.344 | dlogz: 0.415 > 0.109
iter: 1513 | bound: 115 | nc: 5 | ncall: 32921 | eff(%): 4.596 | loglstar: -inf < -1.273 < inf | logz: -14.725 +/- 0.344 | dlogz: 0.411 > 0.109
iter: 1514 | bound: 115 | nc: 2 | ncall: 32923 | eff(%): 4.599 | loglstar: -inf < -1.272 < inf | logz: -14.723 +/- 0.344 | dlogz: 0.407 > 0.109
iter: 1515 | bound: 115 | nc: 1 | ncall: 32924 | eff(%): 4.602 | loglstar: -inf < -1.271 < inf | logz: -14.721 +/- 0.344 | dlogz: 0.403 > 0.109
iter: 1516 | bound: 115 | nc: 1 | ncall: 32925 | eff(%): 4.604 | loglstar: -inf < -1.270 < inf | logz: -14.719 +/- 0.344 | dlogz: 0.399 > 0.109
iter: 1517 | bound: 115 | nc: 1 | ncall: 32926 | eff(%): 4.607 | loglstar: -inf < -1.268 < inf | logz: -14.717 +/- 0.344 | dlogz: 0.395 > 0.109
iter: 1518 | bound: 115 | nc: 2 | ncall: 32928 | eff(%): 4.610 | loglstar: -inf < -1.265 < inf | logz: -14.715 +/- 0.344 | dlogz: 0.392 > 0.109
iter: 1519 | bound: 115 | nc: 1 | ncall: 32929 | eff(%): 4.613 | loglstar: -inf < -1.249 < inf | logz: -14.714 +/- 0.344 | dlogz: 0.388 > 0.109
iter: 1520 | bound: 115 | nc: 1 | ncall: 32930 | eff(%): 4.616 | loglstar: -inf < -1.247 < inf | logz: -14.712 +/- 0.344 | dlogz: 0.384 > 0.109
iter: 1521 | bound: 115 | nc: 3 | ncall: 32933 | eff(%): 4.618 | loglstar: -inf < -1.236 < inf | logz: -14.710 +/- 0.344 | dlogz: 0.380 > 0.109
iter: 1522 | bound: 115 | nc: 1 | ncall: 32934 | eff(%): 4.621 | loglstar: -inf < -1.232 < inf | logz: -14.708 +/- 0.344 | dlogz: 0.377 > 0.109
iter: 1523 | bound: 115 | nc: 1 | ncall: 32935 | eff(%): 4.624 | loglstar: -inf < -1.229 < inf | logz: -14.706 +/- 0.344 | dlogz: 0.373 > 0.109
iter: 1524 | bound: 115 | nc: 7 | ncall: 32942 | eff(%): 4.626 | loglstar: -inf < -1.229 < inf | logz: -14.704 +/- 0.344 | dlogz: 0.369 > 0.109
iter: 1525 | bound: 115 | nc: 2 | ncall: 32944 | eff(%): 4.629 | loglstar: -inf < -1.228 < inf | logz: -14.702 +/- 0.344 | dlogz: 0.366 > 0.109
iter: 1526 | bound: 115 | nc: 4 | ncall: 32948 | eff(%): 4.632 | loglstar: -inf < -1.226 < inf | logz: -14.701 +/- 0.344 | dlogz: 0.362 > 0.109
iter: 1527 | bound: 115 | nc: 2 | ncall: 32950 | eff(%): 4.634 | loglstar: -inf < -1.204 < inf | logz: -14.699 +/- 0.344 | dlogz: 0.358 > 0.109
iter: 1528 | bound: 115 | nc: 1 | ncall: 32951 | eff(%): 4.637 | loglstar: -inf < -1.198 < inf | logz: -14.697 +/- 0.344 | dlogz: 0.355 > 0.109
iter: 1529 | bound: 115 | nc: 6 | ncall: 32957 | eff(%): 4.639 | loglstar: -inf < -1.197 < inf | logz: -14.695 +/- 0.344 | dlogz: 0.351 > 0.109
iter: 1530 | bound: 115 | nc: 2 | ncall: 32959 | eff(%): 4.642 | loglstar: -inf < -1.192 < inf | logz: -14.693 +/- 0.344 | dlogz: 0.348 > 0.109
iter: 1531 | bound: 115 | nc: 2 | ncall: 32961 | eff(%): 4.645 | loglstar: -inf < -1.190 < inf | logz: -14.692 +/- 0.344 | dlogz: 0.344 > 0.109
iter: 1532 | bound: 115 | nc: 2 | ncall: 32963 | eff(%): 4.648 | loglstar: -inf < -1.189 < inf | logz: -14.690 +/- 0.344 | dlogz: 0.341 > 0.109
iter: 1533 | bound: 115 | nc: 1 | ncall: 32964 | eff(%): 4.651 | loglstar: -inf < -1.188 < inf | logz: -14.688 +/- 0.344 | dlogz: 0.338 > 0.109
iter: 1534 | bound: 115 | nc: 2 | ncall: 32966 | eff(%): 4.653 | loglstar: -inf < -1.180 < inf | logz: -14.686 +/- 0.344 | dlogz: 0.334 > 0.109
iter: 1535 | bound: 115 | nc: 1 | ncall: 32967 | eff(%): 4.656 | loglstar: -inf < -1.179 < inf | logz: -14.685 +/- 0.344 | dlogz: 0.331 > 0.109
iter: 1536 | bound: 115 | nc: 1 | ncall: 32968 | eff(%): 4.659 | loglstar: -inf < -1.173 < inf | logz: -14.683 +/- 0.344 | dlogz: 0.328 > 0.109
iter: 1537 | bound: 115 | nc: 11 | ncall: 32979 | eff(%): 4.661 | loglstar: -inf < -1.172 < inf | logz: -14.681 +/- 0.344 | dlogz: 0.325 > 0.109
iter: 1538 | bound: 115 | nc: 2 | ncall: 32981 | eff(%): 4.663 | loglstar: -inf < -1.171 < inf | logz: -14.680 +/- 0.344 | dlogz: 0.321 > 0.109
iter: 1539 | bound: 115 | nc: 4 | ncall: 32985 | eff(%): 4.666 | loglstar: -inf < -1.167 < inf | logz: -14.678 +/- 0.344 | dlogz: 0.335 > 0.109
iter: 1540 | bound: 115 | nc: 3 | ncall: 32988 | eff(%): 4.668 | loglstar: -inf < -1.166 < inf | logz: -14.676 +/- 0.345 | dlogz: 0.331 > 0.109
iter: 1541 | bound: 115 | nc: 1 | ncall: 32989 | eff(%): 4.671 | loglstar: -inf < -1.163 < inf | logz: -14.675 +/- 0.345 | dlogz: 0.328 > 0.109
iter: 1542 | bound: 115 | nc: 4 | ncall: 32993 | eff(%): 4.674 | loglstar: -inf < -1.155 < inf | logz: -14.673 +/- 0.345 | dlogz: 0.325 > 0.109
iter: 1543 | bound: 115 | nc: 2 | ncall: 32995 | eff(%): 4.676 | loglstar: -inf < -1.153 < inf | logz: -14.672 +/- 0.345 | dlogz: 0.322 > 0.109
iter: 1544 | bound: 115 | nc: 1 | ncall: 32996 | eff(%): 4.679 | loglstar: -inf < -1.151 < inf | logz: -14.670 +/- 0.345 | dlogz: 0.319 > 0.109
iter: 1545 | bound: 115 | nc: 2 | ncall: 32998 | eff(%): 4.682 | loglstar: -inf < -1.150 < inf | logz: -14.668 +/- 0.345 | dlogz: 0.315 > 0.109
iter: 1546 | bound: 115 | nc: 1 | ncall: 32999 | eff(%): 4.685 | loglstar: -inf < -1.146 < inf | logz: -14.667 +/- 0.345 | dlogz: 0.312 > 0.109
iter: 1547 | bound: 115 | nc: 2 | ncall: 33001 | eff(%): 4.688 | loglstar: -inf < -1.144 < inf | logz: -14.665 +/- 0.345 | dlogz: 0.309 > 0.109
iter: 1548 | bound: 115 | nc: 4 | ncall: 33005 | eff(%): 4.690 | loglstar: -inf < -1.144 < inf | logz: -14.664 +/- 0.345 | dlogz: 0.306 > 0.109
iter: 1549 | bound: 115 | nc: 2 | ncall: 33007 | eff(%): 4.693 | loglstar: -inf < -1.139 < inf | logz: -14.662 +/- 0.345 | dlogz: 0.303 > 0.109
iter: 1550 | bound: 115 | nc: 3 | ncall: 33010 | eff(%): 4.696 | loglstar: -inf < -1.119 < inf | logz: -14.661 +/- 0.345 | dlogz: 0.300 > 0.109
iter: 1551 | bound: 115 | nc: 2 | ncall: 33012 | eff(%): 4.698 | loglstar: -inf < -1.111 < inf | logz: -14.659 +/- 0.345 | dlogz: 0.297 > 0.109
iter: 1552 | bound: 115 | nc: 1 | ncall: 33013 | eff(%): 4.701 | loglstar: -inf < -1.109 < inf | logz: -14.658 +/- 0.345 | dlogz: 0.294 > 0.109
iter: 1553 | bound: 115 | nc: 2 | ncall: 33015 | eff(%): 4.704 | loglstar: -inf < -1.105 < inf | logz: -14.656 +/- 0.345 | dlogz: 0.291 > 0.109
iter: 1554 | bound: 115 | nc: 1 | ncall: 33016 | eff(%): 4.707 | loglstar: -inf < -1.104 < inf | logz: -14.655 +/- 0.345 | dlogz: 0.289 > 0.109
iter: 1555 | bound: 115 | nc: 1 | ncall: 33017 | eff(%): 4.710 | loglstar: -inf < -1.098 < inf | logz: -14.653 +/- 0.345 | dlogz: 0.286 > 0.109
iter: 1556 | bound: 116 | nc: 5 | ncall: 33022 | eff(%): 4.712 | loglstar: -inf < -1.081 < inf | logz: -14.652 +/- 0.345 | dlogz: 0.283 > 0.109
iter: 1557 | bound: 116 | nc: 3 | ncall: 33025 | eff(%): 4.715 | loglstar: -inf < -1.080 < inf | logz: -14.650 +/- 0.345 | dlogz: 0.280 > 0.109
iter: 1558 | bound: 116 | nc: 4 | ncall: 33029 | eff(%): 4.717 | loglstar: -inf < -1.072 < inf | logz: -14.649 +/- 0.345 | dlogz: 0.277 > 0.109
iter: 1559 | bound: 116 | nc: 6 | ncall: 33035 | eff(%): 4.719 | loglstar: -inf < -1.057 < inf | logz: -14.647 +/- 0.345 | dlogz: 0.275 > 0.109
iter: 1560 | bound: 116 | nc: 8 | ncall: 33043 | eff(%): 4.721 | loglstar: -inf < -1.056 < inf | logz: -14.646 +/- 0.345 | dlogz: 0.272 > 0.109
iter: 1561 | bound: 116 | nc: 23 | ncall: 33066 | eff(%): 4.721 | loglstar: -inf < -1.050 < inf | logz: -14.645 +/- 0.345 | dlogz: 0.269 > 0.109
iter: 1562 | bound: 116 | nc: 2 | ncall: 33068 | eff(%): 4.724 | loglstar: -inf < -1.049 < inf | logz: -14.643 +/- 0.345 | dlogz: 0.266 > 0.109
iter: 1563 | bound: 116 | nc: 5 | ncall: 33073 | eff(%): 4.726 | loglstar: -inf < -1.039 < inf | logz: -14.642 +/- 0.345 | dlogz: 0.264 > 0.109
iter: 1564 | bound: 116 | nc: 29 | ncall: 33102 | eff(%): 4.725 | loglstar: -inf < -1.037 < inf | logz: -14.640 +/- 0.345 | dlogz: 0.261 > 0.109
iter: 1565 | bound: 116 | nc: 5 | ncall: 33107 | eff(%): 4.727 | loglstar: -inf < -1.030 < inf | logz: -14.639 +/- 0.345 | dlogz: 0.259 > 0.109
iter: 1566 | bound: 117 | nc: 27 | ncall: 33134 | eff(%): 4.726 | loglstar: -inf < -1.017 < inf | logz: -14.638 +/- 0.345 | dlogz: 0.256 > 0.109
iter: 1567 | bound: 117 | nc: 6 | ncall: 33140 | eff(%): 4.728 | loglstar: -inf < -1.016 < inf | logz: -14.636 +/- 0.345 | dlogz: 0.253 > 0.109
iter: 1568 | bound: 117 | nc: 1 | ncall: 33141 | eff(%): 4.731 | loglstar: -inf < -1.016 < inf | logz: -14.635 +/- 0.345 | dlogz: 0.256 > 0.109
iter: 1569 | bound: 117 | nc: 7 | ncall: 33148 | eff(%): 4.733 | loglstar: -inf < -1.010 < inf | logz: -14.633 +/- 0.345 | dlogz: 0.254 > 0.109
iter: 1570 | bound: 117 | nc: 11 | ncall: 33159 | eff(%): 4.735 | loglstar: -inf < -1.006 < inf | logz: -14.632 +/- 0.345 | dlogz: 0.251 > 0.109
iter: 1571 | bound: 117 | nc: 7 | ncall: 33166 | eff(%): 4.737 | loglstar: -inf < -1.001 < inf | logz: -14.631 +/- 0.345 | dlogz: 0.249 > 0.109
iter: 1572 | bound: 117 | nc: 9 | ncall: 33175 | eff(%): 4.739 | loglstar: -inf < -0.996 < inf | logz: -14.629 +/- 0.345 | dlogz: 0.246 > 0.109
iter: 1573 | bound: 117 | nc: 5 | ncall: 33180 | eff(%): 4.741 | loglstar: -inf < -0.996 < inf | logz: -14.628 +/- 0.345 | dlogz: 0.244 > 0.109
iter: 1574 | bound: 117 | nc: 2 | ncall: 33182 | eff(%): 4.744 | loglstar: -inf < -0.992 < inf | logz: -14.627 +/- 0.345 | dlogz: 0.241 > 0.109
iter: 1575 | bound: 117 | nc: 2 | ncall: 33184 | eff(%): 4.746 | loglstar: -inf < -0.992 < inf | logz: -14.625 +/- 0.345 | dlogz: 0.239 > 0.109
iter: 1576 | bound: 117 | nc: 5 | ncall: 33189 | eff(%): 4.749 | loglstar: -inf < -0.990 < inf | logz: -14.624 +/- 0.345 | dlogz: 0.236 > 0.109
iter: 1577 | bound: 117 | nc: 1 | ncall: 33190 | eff(%): 4.751 | loglstar: -inf < -0.988 < inf | logz: -14.623 +/- 0.345 | dlogz: 0.234 > 0.109
iter: 1578 | bound: 117 | nc: 1 | ncall: 33191 | eff(%): 4.754 | loglstar: -inf < -0.986 < inf | logz: -14.622 +/- 0.345 | dlogz: 0.232 > 0.109
iter: 1579 | bound: 117 | nc: 1 | ncall: 33192 | eff(%): 4.757 | loglstar: -inf < -0.984 < inf | logz: -14.620 +/- 0.345 | dlogz: 0.229 > 0.109
iter: 1580 | bound: 117 | nc: 1 | ncall: 33193 | eff(%): 4.760 | loglstar: -inf < -0.975 < inf | logz: -14.619 +/- 0.345 | dlogz: 0.227 > 0.109
iter: 1581 | bound: 117 | nc: 2 | ncall: 33195 | eff(%): 4.763 | loglstar: -inf < -0.969 < inf | logz: -14.618 +/- 0.345 | dlogz: 0.225 > 0.109
iter: 1582 | bound: 117 | nc: 1 | ncall: 33196 | eff(%): 4.766 | loglstar: -inf < -0.965 < inf | logz: -14.617 +/- 0.345 | dlogz: 0.223 > 0.109
iter: 1583 | bound: 117 | nc: 3 | ncall: 33199 | eff(%): 4.768 | loglstar: -inf < -0.961 < inf | logz: -14.615 +/- 0.345 | dlogz: 0.220 > 0.109
iter: 1584 | bound: 117 | nc: 1 | ncall: 33200 | eff(%): 4.771 | loglstar: -inf < -0.952 < inf | logz: -14.614 +/- 0.345 | dlogz: 0.218 > 0.109
iter: 1585 | bound: 117 | nc: 13 | ncall: 33213 | eff(%): 4.772 | loglstar: -inf < -0.951 < inf | logz: -14.613 +/- 0.345 | dlogz: 0.216 > 0.109
iter: 1586 | bound: 117 | nc: 1 | ncall: 33214 | eff(%): 4.775 | loglstar: -inf < -0.951 < inf | logz: -14.612 +/- 0.345 | dlogz: 0.214 > 0.109
iter: 1587 | bound: 117 | nc: 3 | ncall: 33217 | eff(%): 4.778 | loglstar: -inf < -0.951 < inf | logz: -14.611 +/- 0.345 | dlogz: 0.212 > 0.109
iter: 1588 | bound: 117 | nc: 7 | ncall: 33224 | eff(%): 4.780 | loglstar: -inf < -0.951 < inf | logz: -14.609 +/- 0.345 | dlogz: 0.210 > 0.109
iter: 1589 | bound: 117 | nc: 7 | ncall: 33231 | eff(%): 4.782 | loglstar: -inf < -0.949 < inf | logz: -14.608 +/- 0.345 | dlogz: 0.208 > 0.109
iter: 1590 | bound: 118 | nc: 24 | ncall: 33255 | eff(%): 4.781 | loglstar: -inf < -0.944 < inf | logz: -14.607 +/- 0.345 | dlogz: 0.205 > 0.109
iter: 1591 | bound: 118 | nc: 1 | ncall: 33256 | eff(%): 4.784 | loglstar: -inf < -0.939 < inf | logz: -14.606 +/- 0.345 | dlogz: 0.203 > 0.109
iter: 1592 | bound: 118 | nc: 2 | ncall: 33258 | eff(%): 4.787 | loglstar: -inf < -0.937 < inf | logz: -14.605 +/- 0.345 | dlogz: 0.201 > 0.109
iter: 1593 | bound: 118 | nc: 2 | ncall: 33260 | eff(%): 4.790 | loglstar: -inf < -0.929 < inf | logz: -14.604 +/- 0.345 | dlogz: 0.200 > 0.109
iter: 1594 | bound: 118 | nc: 4 | ncall: 33264 | eff(%): 4.792 | loglstar: -inf < -0.900 < inf | logz: -14.603 +/- 0.345 | dlogz: 0.198 > 0.109
iter: 1595 | bound: 118 | nc: 1 | ncall: 33265 | eff(%): 4.795 | loglstar: -inf < -0.896 < inf | logz: -14.601 +/- 0.345 | dlogz: 0.196 > 0.109
iter: 1596 | bound: 118 | nc: 1 | ncall: 33266 | eff(%): 4.798 | loglstar: -inf < -0.892 < inf | logz: -14.600 +/- 0.345 | dlogz: 0.194 > 0.109
iter: 1597 | bound: 118 | nc: 1 | ncall: 33267 | eff(%): 4.801 | loglstar: -inf < -0.888 < inf | logz: -14.599 +/- 0.345 | dlogz: 0.192 > 0.109
iter: 1598 | bound: 118 | nc: 1 | ncall: 33268 | eff(%): 4.803 | loglstar: -inf < -0.884 < inf | logz: -14.598 +/- 0.345 | dlogz: 0.190 > 0.109
iter: 1599 | bound: 118 | nc: 12 | ncall: 33280 | eff(%): 4.805 | loglstar: -inf < -0.881 < inf | logz: -14.597 +/- 0.345 | dlogz: 0.188 > 0.109
iter: 1600 | bound: 118 | nc: 2 | ncall: 33282 | eff(%): 4.807 | loglstar: -inf < -0.879 < inf | logz: -14.596 +/- 0.345 | dlogz: 0.186 > 0.109
iter: 1601 | bound: 118 | nc: 5 | ncall: 33287 | eff(%): 4.810 | loglstar: -inf < -0.879 < inf | logz: -14.595 +/- 0.345 | dlogz: 0.184 > 0.109
iter: 1602 | bound: 118 | nc: 4 | ncall: 33291 | eff(%): 4.812 | loglstar: -inf < -0.878 < inf | logz: -14.594 +/- 0.345 | dlogz: 0.182 > 0.109
iter: 1603 | bound: 118 | nc: 2 | ncall: 33293 | eff(%): 4.815 | loglstar: -inf < -0.872 < inf | logz: -14.593 +/- 0.345 | dlogz: 0.180 > 0.109
iter: 1604 | bound: 118 | nc: 6 | ncall: 33299 | eff(%): 4.817 | loglstar: -inf < -0.871 < inf | logz: -14.591 +/- 0.345 | dlogz: 0.179 > 0.109
iter: 1605 | bound: 118 | nc: 3 | ncall: 33302 | eff(%): 4.820 | loglstar: -inf < -0.870 < inf | logz: -14.590 +/- 0.345 | dlogz: 0.177 > 0.109
iter: 1606 | bound: 118 | nc: 16 | ncall: 33318 | eff(%): 4.820 | loglstar: -inf < -0.858 < inf | logz: -14.589 +/- 0.345 | dlogz: 0.175 > 0.109
iter: 1607 | bound: 118 | nc: 5 | ncall: 33323 | eff(%): 4.822 | loglstar: -inf < -0.857 < inf | logz: -14.588 +/- 0.345 | dlogz: 0.173 > 0.109
iter: 1608 | bound: 118 | nc: 9 | ncall: 33332 | eff(%): 4.824 | loglstar: -inf < -0.856 < inf | logz: -14.587 +/- 0.345 | dlogz: 0.172 > 0.109
iter: 1609 | bound: 118 | nc: 5 | ncall: 33337 | eff(%): 4.826 | loglstar: -inf < -0.847 < inf | logz: -14.586 +/- 0.345 | dlogz: 0.170 > 0.109
iter: 1610 | bound: 118 | nc: 3 | ncall: 33340 | eff(%): 4.829 | loglstar: -inf < -0.846 < inf | logz: -14.585 +/- 0.345 | dlogz: 0.168 > 0.109
iter: 1611 | bound: 118 | nc: 2 | ncall: 33342 | eff(%): 4.832 | loglstar: -inf < -0.846 < inf | logz: -14.584 +/- 0.345 | dlogz: 0.166 > 0.109
iter: 1612 | bound: 118 | nc: 3 | ncall: 33345 | eff(%): 4.834 | loglstar: -inf < -0.841 < inf | logz: -14.583 +/- 0.345 | dlogz: 0.165 > 0.109
iter: 1613 | bound: 118 | nc: 1 | ncall: 33346 | eff(%): 4.837 | loglstar: -inf < -0.839 < inf | logz: -14.582 +/- 0.345 | dlogz: 0.163 > 0.109
iter: 1614 | bound: 118 | nc: 6 | ncall: 33352 | eff(%): 4.839 | loglstar: -inf < -0.838 < inf | logz: -14.581 +/- 0.345 | dlogz: 0.161 > 0.109
iter: 1615 | bound: 119 | nc: 8 | ncall: 33360 | eff(%): 4.841 | loglstar: -inf < -0.838 < inf | logz: -14.580 +/- 0.345 | dlogz: 0.160 > 0.109
iter: 1616 | bound: 119 | nc: 1 | ncall: 33361 | eff(%): 4.844 | loglstar: -inf < -0.831 < inf | logz: -14.579 +/- 0.345 | dlogz: 0.158 > 0.109
iter: 1617 | bound: 119 | nc: 1 | ncall: 33362 | eff(%): 4.847 | loglstar: -inf < -0.825 < inf | logz: -14.578 +/- 0.345 | dlogz: 0.157 > 0.109
iter: 1618 | bound: 119 | nc: 1 | ncall: 33363 | eff(%): 4.850 | loglstar: -inf < -0.821 < inf | logz: -14.577 +/- 0.345 | dlogz: 0.155 > 0.109
iter: 1619 | bound: 119 | nc: 2 | ncall: 33365 | eff(%): 4.852 | loglstar: -inf < -0.821 < inf | logz: -14.576 +/- 0.345 | dlogz: 0.153 > 0.109
iter: 1620 | bound: 119 | nc: 1 | ncall: 33366 | eff(%): 4.855 | loglstar: -inf < -0.818 < inf | logz: -14.575 +/- 0.345 | dlogz: 0.152 > 0.109
iter: 1621 | bound: 119 | nc: 3 | ncall: 33369 | eff(%): 4.858 | loglstar: -inf < -0.813 < inf | logz: -14.575 +/- 0.345 | dlogz: 0.150 > 0.109
iter: 1622 | bound: 119 | nc: 1 | ncall: 33370 | eff(%): 4.861 | loglstar: -inf < -0.813 < inf | logz: -14.574 +/- 0.346 | dlogz: 0.149 > 0.109
iter: 1623 | bound: 119 | nc: 3 | ncall: 33373 | eff(%): 4.863 | loglstar: -inf < -0.810 < inf | logz: -14.573 +/- 0.346 | dlogz: 0.147 > 0.109
iter: 1624 | bound: 119 | nc: 9 | ncall: 33382 | eff(%): 4.865 | loglstar: -inf < -0.810 < inf | logz: -14.572 +/- 0.346 | dlogz: 0.146 > 0.109
iter: 1625 | bound: 119 | nc: 1 | ncall: 33383 | eff(%): 4.868 | loglstar: -inf < -0.809 < inf | logz: -14.571 +/- 0.346 | dlogz: 0.144 > 0.109
iter: 1626 | bound: 119 | nc: 2 | ncall: 33385 | eff(%): 4.870 | loglstar: -inf < -0.801 < inf | logz: -14.570 +/- 0.346 | dlogz: 0.143 > 0.109
iter: 1627 | bound: 119 | nc: 3 | ncall: 33388 | eff(%): 4.873 | loglstar: -inf < -0.796 < inf | logz: -14.569 +/- 0.346 | dlogz: 0.142 > 0.109
iter: 1628 | bound: 119 | nc: 1 | ncall: 33389 | eff(%): 4.876 | loglstar: -inf < -0.794 < inf | logz: -14.568 +/- 0.346 | dlogz: 0.140 > 0.109
iter: 1629 | bound: 119 | nc: 2 | ncall: 33391 | eff(%): 4.879 | loglstar: -inf < -0.787 < inf | logz: -14.567 +/- 0.346 | dlogz: 0.139 > 0.109
iter: 1630 | bound: 119 | nc: 1 | ncall: 33392 | eff(%): 4.881 | loglstar: -inf < -0.783 < inf | logz: -14.566 +/- 0.346 | dlogz: 0.137 > 0.109
iter: 1631 | bound: 119 | nc: 1 | ncall: 33393 | eff(%): 4.884 | loglstar: -inf < -0.781 < inf | logz: -14.566 +/- 0.346 | dlogz: 0.136 > 0.109
iter: 1632 | bound: 119 | nc: 1 | ncall: 33394 | eff(%): 4.887 | loglstar: -inf < -0.780 < inf | logz: -14.565 +/- 0.346 | dlogz: 0.135 > 0.109
iter: 1633 | bound: 119 | nc: 3 | ncall: 33397 | eff(%): 4.890 | loglstar: -inf < -0.776 < inf | logz: -14.564 +/- 0.346 | dlogz: 0.133 > 0.109
iter: 1634 | bound: 119 | nc: 1 | ncall: 33398 | eff(%): 4.893 | loglstar: -inf < -0.775 < inf | logz: -14.563 +/- 0.346 | dlogz: 0.132 > 0.109
iter: 1635 | bound: 119 | nc: 1 | ncall: 33399 | eff(%): 4.895 | loglstar: -inf < -0.770 < inf | logz: -14.562 +/- 0.346 | dlogz: 0.131 > 0.109
iter: 1636 | bound: 119 | nc: 4 | ncall: 33403 | eff(%): 4.898 | loglstar: -inf < -0.767 < inf | logz: -14.561 +/- 0.346 | dlogz: 0.129 > 0.109
iter: 1637 | bound: 119 | nc: 2 | ncall: 33405 | eff(%): 4.900 | loglstar: -inf < -0.765 < inf | logz: -14.561 +/- 0.346 | dlogz: 0.128 > 0.109
iter: 1638 | bound: 119 | nc: 2 | ncall: 33407 | eff(%): 4.903 | loglstar: -inf < -0.761 < inf | logz: -14.560 +/- 0.346 | dlogz: 0.127 > 0.109
iter: 1639 | bound: 119 | nc: 1 | ncall: 33408 | eff(%): 4.906 | loglstar: -inf < -0.760 < inf | logz: -14.559 +/- 0.346 | dlogz: 0.125 > 0.109
iter: 1640 | bound: 119 | nc: 2 | ncall: 33410 | eff(%): 4.909 | loglstar: -inf < -0.760 < inf | logz: -14.558 +/- 0.346 | dlogz: 0.124 > 0.109
iter: 1641 | bound: 119 | nc: 3 | ncall: 33413 | eff(%): 4.911 | loglstar: -inf < -0.754 < inf | logz: -14.557 +/- 0.346 | dlogz: 0.123 > 0.109
iter: 1642 | bound: 119 | nc: 2 | ncall: 33415 | eff(%): 4.914 | loglstar: -inf < -0.742 < inf | logz: -14.556 +/- 0.346 | dlogz: 0.122 > 0.109
iter: 1643 | bound: 119 | nc: 1 | ncall: 33416 | eff(%): 4.917 | loglstar: -inf < -0.740 < inf | logz: -14.556 +/- 0.346 | dlogz: 0.120 > 0.109
iter: 1644 | bound: 119 | nc: 4 | ncall: 33420 | eff(%): 4.919 | loglstar: -inf < -0.739 < inf | logz: -14.555 +/- 0.346 | dlogz: 0.119 > 0.109
iter: 1645 | bound: 119 | nc: 1 | ncall: 33421 | eff(%): 4.922 | loglstar: -inf < -0.738 < inf | logz: -14.554 +/- 0.346 | dlogz: 0.118 > 0.109
iter: 1646 | bound: 119 | nc: 1 | ncall: 33422 | eff(%): 4.925 | loglstar: -inf < -0.738 < inf | logz: -14.553 +/- 0.346 | dlogz: 0.117 > 0.109
iter: 1647 | bound: 119 | nc: 4 | ncall: 33426 | eff(%): 4.927 | loglstar: -inf < -0.736 < inf | logz: -14.553 +/- 0.346 | dlogz: 0.116 > 0.109
iter: 1648 | bound: 119 | nc: 1 | ncall: 33427 | eff(%): 4.930 | loglstar: -inf < -0.735 < inf | logz: -14.552 +/- 0.346 | dlogz: 0.114 > 0.109
iter: 1649 | bound: 119 | nc: 12 | ncall: 33439 | eff(%): 4.931 | loglstar: -inf < -0.733 < inf | logz: -14.551 +/- 0.346 | dlogz: 0.113 > 0.109
iter: 1650 | bound: 119 | nc: 1 | ncall: 33440 | eff(%): 4.934 | loglstar: -inf < -0.733 < inf | logz: -14.550 +/- 0.346 | dlogz: 0.112 > 0.109
iter: 1651 | bound: 119 | nc: 2 | ncall: 33442 | eff(%): 4.937 | loglstar: -inf < -0.733 < inf | logz: -14.550 +/- 0.346 | dlogz: 0.111 > 0.109
iter: 1652 | bound: 119 | nc: 1 | ncall: 33443 | eff(%): 4.940 | loglstar: -inf < -0.731 < inf | logz: -14.549 +/- 0.346 | dlogz: 0.110 > 0.109
iter: 1652 | +1 | bound: 119 | nc: 1 | ncall: 33444 | eff(%): 4.943 | loglstar: -inf < -0.729 < inf | logz: -14.548 +/- 0.346 | dlogz: 0.108 > 0.109
iter: 1652 | +2 | bound: 119 | nc: 1 | ncall: 33445 | eff(%): 4.946 | loglstar: -inf < -0.726 < inf | logz: -14.547 +/- 0.346 | dlogz: 0.107 > 0.109
iter: 1652 | +3 | bound: 119 | nc: 1 | ncall: 33446 | eff(%): 4.949 | loglstar: -inf < -0.726 < inf | logz: -14.547 +/- 0.346 | dlogz: 0.106 > 0.109
iter: 1652 | +4 | bound: 119 | nc: 1 | ncall: 33447 | eff(%): 4.952 | loglstar: -inf < -0.725 < inf | logz: -14.546 +/- 0.346 | dlogz: 0.104 > 0.109
iter: 1652 | +5 | bound: 119 | nc: 1 | ncall: 33448 | eff(%): 4.955 | loglstar: -inf < -0.724 < inf | logz: -14.545 +/- 0.346 | dlogz: 0.103 > 0.109
iter: 1652 | +6 | bound: 119 | nc: 1 | ncall: 33449 | eff(%): 4.958 | loglstar: -inf < -0.722 < inf | logz: -14.545 +/- 0.346 | dlogz: 0.102 > 0.109
iter: 1652 | +7 | bound: 119 | nc: 1 | ncall: 33450 | eff(%): 4.961 | loglstar: -inf < -0.722 < inf | logz: -14.544 +/- 0.346 | dlogz: 0.101 > 0.109
iter: 1652 | +8 | bound: 119 | nc: 1 | ncall: 33451 | eff(%): 4.964 | loglstar: -inf < -0.715 < inf | logz: -14.543 +/- 0.346 | dlogz: 0.100 > 0.109
iter: 1652 | +9 | bound: 119 | nc: 1 | ncall: 33452 | eff(%): 4.967 | loglstar: -inf < -0.714 < inf | logz: -14.542 +/- 0.346 | dlogz: 0.099 > 0.109
iter: 1652 | +10 | bound: 119 | nc: 1 | ncall: 33453 | eff(%): 4.970 | loglstar: -inf < -0.714 < inf | logz: -14.542 +/- 0.346 | dlogz: 0.098 > 0.109
iter: 1652 | +11 | bound: 119 | nc: 1 | ncall: 33454 | eff(%): 4.973 | loglstar: -inf < -0.711 < inf | logz: -14.541 +/- 0.346 | dlogz: 0.097 > 0.109
iter: 1652 | +12 | bound: 119 | nc: 1 | ncall: 33455 | eff(%): 4.976 | loglstar: -inf < -0.710 < inf | logz: -14.540 +/- 0.346 | dlogz: 0.096 > 0.109
iter: 1652 | +13 | bound: 119 | nc: 1 | ncall: 33456 | eff(%): 4.979 | loglstar: -inf < -0.708 < inf | logz: -14.539 +/- 0.346 | dlogz: 0.095 > 0.109
iter: 1652 | +14 | bound: 119 | nc: 1 | ncall: 33457 | eff(%): 4.982 | loglstar: -inf < -0.706 < inf | logz: -14.539 +/- 0.346 | dlogz: 0.094 > 0.109
iter: 1652 | +15 | bound: 119 | nc: 1 | ncall: 33458 | eff(%): 4.985 | loglstar: -inf < -0.702 < inf | logz: -14.538 +/- 0.346 | dlogz: 0.092 > 0.109
iter: 1652 | +16 | bound: 119 | nc: 1 | ncall: 33459 | eff(%): 4.988 | loglstar: -inf < -0.702 < inf | logz: -14.537 +/- 0.346 | dlogz: 0.091 > 0.109
iter: 1652 | +17 | bound: 119 | nc: 1 | ncall: 33460 | eff(%): 4.991 | loglstar: -inf < -0.696 < inf | logz: -14.537 +/- 0.346 | dlogz: 0.090 > 0.109
iter: 1652 | +18 | bound: 119 | nc: 1 | ncall: 33461 | eff(%): 4.994 | loglstar: -inf < -0.694 < inf | logz: -14.536 +/- 0.346 | dlogz: 0.089 > 0.109
iter: 1652 | +19 | bound: 119 | nc: 1 | ncall: 33462 | eff(%): 4.997 | loglstar: -inf < -0.693 < inf | logz: -14.535 +/- 0.346 | dlogz: 0.088 > 0.109
iter: 1652 | +20 | bound: 119 | nc: 1 | ncall: 33463 | eff(%): 5.000 | loglstar: -inf < -0.692 < inf | logz: -14.534 +/- 0.346 | dlogz: 0.087 > 0.109
iter: 1652 | +21 | bound: 119 | nc: 1 | ncall: 33464 | eff(%): 5.003 | loglstar: -inf < -0.686 < inf | logz: -14.534 +/- 0.346 | dlogz: 0.086 > 0.109
iter: 1652 | +22 | bound: 119 | nc: 1 | ncall: 33465 | eff(%): 5.006 | loglstar: -inf < -0.678 < inf | logz: -14.533 +/- 0.346 | dlogz: 0.085 > 0.109
iter: 1652 | +23 | bound: 119 | nc: 1 | ncall: 33466 | eff(%): 5.009 | loglstar: -inf < -0.667 < inf | logz: -14.532 +/- 0.346 | dlogz: 0.084 > 0.109
iter: 1652 | +24 | bound: 119 | nc: 1 | ncall: 33467 | eff(%): 5.012 | loglstar: -inf < -0.665 < inf | logz: -14.531 +/- 0.346 | dlogz: 0.083 > 0.109
iter: 1652 | +25 | bound: 119 | nc: 1 | ncall: 33468 | eff(%): 5.015 | loglstar: -inf < -0.656 < inf | logz: -14.531 +/- 0.346 | dlogz: 0.082 > 0.109
iter: 1652 | +26 | bound: 119 | nc: 1 | ncall: 33469 | eff(%): 5.017 | loglstar: -inf < -0.652 < inf | logz: -14.530 +/- 0.346 | dlogz: 0.080 > 0.109
iter: 1652 | +27 | bound: 119 | nc: 1 | ncall: 33470 | eff(%): 5.020 | loglstar: -inf < -0.649 < inf | logz: -14.529 +/- 0.346 | dlogz: 0.079 > 0.109
iter: 1652 | +28 | bound: 119 | nc: 1 | ncall: 33471 | eff(%): 5.023 | loglstar: -inf < -0.648 < inf | logz: -14.528 +/- 0.346 | dlogz: 0.078 > 0.109
iter: 1652 | +29 | bound: 119 | nc: 1 | ncall: 33472 | eff(%): 5.026 | loglstar: -inf < -0.647 < inf | logz: -14.527 +/- 0.346 | dlogz: 0.077 > 0.109
iter: 1652 | +30 | bound: 119 | nc: 1 | ncall: 33473 | eff(%): 5.029 | loglstar: -inf < -0.642 < inf | logz: -14.527 +/- 0.346 | dlogz: 0.076 > 0.109
iter: 1652 | +31 | bound: 119 | nc: 1 | ncall: 33474 | eff(%): 5.032 | loglstar: -inf < -0.637 < inf | logz: -14.526 +/- 0.346 | dlogz: 0.075 > 0.109
iter: 1652 | +32 | bound: 119 | nc: 1 | ncall: 33475 | eff(%): 5.035 | loglstar: -inf < -0.634 < inf | logz: -14.525 +/- 0.346 | dlogz: 0.074 > 0.109
iter: 1652 | +33 | bound: 119 | nc: 1 | ncall: 33476 | eff(%): 5.038 | loglstar: -inf < -0.621 < inf | logz: -14.524 +/- 0.346 | dlogz: 0.073 > 0.109
iter: 1652 | +34 | bound: 119 | nc: 1 | ncall: 33477 | eff(%): 5.041 | loglstar: -inf < -0.618 < inf | logz: -14.524 +/- 0.346 | dlogz: 0.072 > 0.109
iter: 1652 | +35 | bound: 119 | nc: 1 | ncall: 33478 | eff(%): 5.044 | loglstar: -inf < -0.618 < inf | logz: -14.523 +/- 0.346 | dlogz: 0.071 > 0.109
iter: 1652 | +36 | bound: 119 | nc: 1 | ncall: 33479 | eff(%): 5.047 | loglstar: -inf < -0.617 < inf | logz: -14.522 +/- 0.346 | dlogz: 0.070 > 0.109
iter: 1652 | +37 | bound: 119 | nc: 1 | ncall: 33480 | eff(%): 5.050 | loglstar: -inf < -0.613 < inf | logz: -14.521 +/- 0.346 | dlogz: 0.068 > 0.109
iter: 1652 | +38 | bound: 119 | nc: 1 | ncall: 33481 | eff(%): 5.053 | loglstar: -inf < -0.612 < inf | logz: -14.520 +/- 0.346 | dlogz: 0.067 > 0.109
iter: 1652 | +39 | bound: 119 | nc: 1 | ncall: 33482 | eff(%): 5.056 | loglstar: -inf < -0.612 < inf | logz: -14.520 +/- 0.346 | dlogz: 0.066 > 0.109
iter: 1652 | +40 | bound: 119 | nc: 1 | ncall: 33483 | eff(%): 5.059 | loglstar: -inf < -0.612 < inf | logz: -14.519 +/- 0.346 | dlogz: 0.065 > 0.109
iter: 1652 | +41 | bound: 119 | nc: 1 | ncall: 33484 | eff(%): 5.062 | loglstar: -inf < -0.610 < inf | logz: -14.518 +/- 0.346 | dlogz: 0.064 > 0.109
iter: 1652 | +42 | bound: 119 | nc: 1 | ncall: 33485 | eff(%): 5.065 | loglstar: -inf < -0.605 < inf | logz: -14.517 +/- 0.346 | dlogz: 0.063 > 0.109
iter: 1652 | +43 | bound: 119 | nc: 1 | ncall: 33486 | eff(%): 5.068 | loglstar: -inf < -0.602 < inf | logz: -14.517 +/- 0.346 | dlogz: 0.062 > 0.109
iter: 1652 | +44 | bound: 119 | nc: 1 | ncall: 33487 | eff(%): 5.071 | loglstar: -inf < -0.597 < inf | logz: -14.516 +/- 0.346 | dlogz: 0.061 > 0.109
iter: 1652 | +45 | bound: 119 | nc: 1 | ncall: 33488 | eff(%): 5.074 | loglstar: -inf < -0.590 < inf | logz: -14.515 +/- 0.346 | dlogz: 0.060 > 0.109
iter: 1652 | +46 | bound: 119 | nc: 1 | ncall: 33489 | eff(%): 5.077 | loglstar: -inf < -0.590 < inf | logz: -14.514 +/- 0.346 | dlogz: 0.059 > 0.109
iter: 1652 | +47 | bound: 119 | nc: 1 | ncall: 33490 | eff(%): 5.080 | loglstar: -inf < -0.585 < inf | logz: -14.513 +/- 0.346 | dlogz: 0.058 > 0.109
iter: 1652 | +48 | bound: 119 | nc: 1 | ncall: 33491 | eff(%): 5.083 | loglstar: -inf < -0.583 < inf | logz: -14.513 +/- 0.346 | dlogz: 0.057 > 0.109
iter: 1652 | +49 | bound: 119 | nc: 1 | ncall: 33492 | eff(%): 5.086 | loglstar: -inf < -0.582 < inf | logz: -14.512 +/- 0.346 | dlogz: 0.055 > 0.109
iter: 1652 | +50 | bound: 119 | nc: 1 | ncall: 33493 | eff(%): 5.089 | loglstar: -inf < -0.572 < inf | logz: -14.511 +/- 0.346 | dlogz: 0.054 > 0.109
iter: 1652 | +51 | bound: 119 | nc: 1 | ncall: 33494 | eff(%): 5.092 | loglstar: -inf < -0.571 < inf | logz: -14.510 +/- 0.346 | dlogz: 0.053 > 0.109
iter: 1652 | +52 | bound: 119 | nc: 1 | ncall: 33495 | eff(%): 5.095 | loglstar: -inf < -0.570 < inf | logz: -14.509 +/- 0.346 | dlogz: 0.052 > 0.109
iter: 1652 | +53 | bound: 119 | nc: 1 | ncall: 33496 | eff(%): 5.098 | loglstar: -inf < -0.560 < inf | logz: -14.508 +/- 0.346 | dlogz: 0.051 > 0.109
iter: 1652 | +54 | bound: 119 | nc: 1 | ncall: 33497 | eff(%): 5.101 | loglstar: -inf < -0.558 < inf | logz: -14.508 +/- 0.347 | dlogz: 0.050 > 0.109
iter: 1652 | +55 | bound: 119 | nc: 1 | ncall: 33498 | eff(%): 5.104 | loglstar: -inf < -0.555 < inf | logz: -14.507 +/- 0.347 | dlogz: 0.049 > 0.109
iter: 1652 | +56 | bound: 119 | nc: 1 | ncall: 33499 | eff(%): 5.107 | loglstar: -inf < -0.550 < inf | logz: -14.506 +/- 0.347 | dlogz: 0.048 > 0.109
iter: 1652 | +57 | bound: 119 | nc: 1 | ncall: 33500 | eff(%): 5.110 | loglstar: -inf < -0.549 < inf | logz: -14.505 +/- 0.347 | dlogz: 0.047 > 0.109
iter: 1652 | +58 | bound: 119 | nc: 1 | ncall: 33501 | eff(%): 5.113 | loglstar: -inf < -0.546 < inf | logz: -14.504 +/- 0.347 | dlogz: 0.046 > 0.109
iter: 1652 | +59 | bound: 119 | nc: 1 | ncall: 33502 | eff(%): 5.116 | loglstar: -inf < -0.545 < inf | logz: -14.503 +/- 0.347 | dlogz: 0.045 > 0.109
iter: 1652 | +60 | bound: 119 | nc: 1 | ncall: 33503 | eff(%): 5.119 | loglstar: -inf < -0.538 < inf | logz: -14.503 +/- 0.347 | dlogz: 0.044 > 0.109
iter: 1652 | +61 | bound: 119 | nc: 1 | ncall: 33504 | eff(%): 5.122 | loglstar: -inf < -0.538 < inf | logz: -14.502 +/- 0.347 | dlogz: 0.043 > 0.109
iter: 1652 | +62 | bound: 119 | nc: 1 | ncall: 33505 | eff(%): 5.125 | loglstar: -inf < -0.537 < inf | logz: -14.501 +/- 0.347 | dlogz: 0.041 > 0.109
iter: 1652 | +63 | bound: 119 | nc: 1 | ncall: 33506 | eff(%): 5.128 | loglstar: -inf < -0.537 < inf | logz: -14.500 +/- 0.347 | dlogz: 0.040 > 0.109
iter: 1652 | +64 | bound: 119 | nc: 1 | ncall: 33507 | eff(%): 5.131 | loglstar: -inf < -0.535 < inf | logz: -14.499 +/- 0.347 | dlogz: 0.039 > 0.109
iter: 1652 | +65 | bound: 119 | nc: 1 | ncall: 33508 | eff(%): 5.134 | loglstar: -inf < -0.533 < inf | logz: -14.498 +/- 0.347 | dlogz: 0.038 > 0.109
iter: 1652 | +66 | bound: 119 | nc: 1 | ncall: 33509 | eff(%): 5.137 | loglstar: -inf < -0.526 < inf | logz: -14.498 +/- 0.347 | dlogz: 0.037 > 0.109
iter: 1652 | +67 | bound: 119 | nc: 1 | ncall: 33510 | eff(%): 5.140 | loglstar: -inf < -0.521 < inf | logz: -14.497 +/- 0.347 | dlogz: 0.036 > 0.109
iter: 1652 | +68 | bound: 119 | nc: 1 | ncall: 33511 | eff(%): 5.143 | loglstar: -inf < -0.521 < inf | logz: -14.496 +/- 0.347 | dlogz: 0.035 > 0.109
iter: 1652 | +69 | bound: 119 | nc: 1 | ncall: 33512 | eff(%): 5.146 | loglstar: -inf < -0.513 < inf | logz: -14.495 +/- 0.347 | dlogz: 0.034 > 0.109
iter: 1652 | +70 | bound: 119 | nc: 1 | ncall: 33513 | eff(%): 5.149 | loglstar: -inf < -0.507 < inf | logz: -14.494 +/- 0.347 | dlogz: 0.033 > 0.109
iter: 1652 | +71 | bound: 119 | nc: 1 | ncall: 33514 | eff(%): 5.152 | loglstar: -inf < -0.506 < inf | logz: -14.493 +/- 0.347 | dlogz: 0.032 > 0.109
iter: 1652 | +72 | bound: 119 | nc: 1 | ncall: 33515 | eff(%): 5.155 | loglstar: -inf < -0.503 < inf | logz: -14.493 +/- 0.347 | dlogz: 0.031 > 0.109
iter: 1652 | +73 | bound: 119 | nc: 1 | ncall: 33516 | eff(%): 5.158 | loglstar: -inf < -0.501 < inf | logz: -14.492 +/- 0.347 | dlogz: 0.030 > 0.109
iter: 1652 | +74 | bound: 119 | nc: 1 | ncall: 33517 | eff(%): 5.161 | loglstar: -inf < -0.500 < inf | logz: -14.491 +/- 0.347 | dlogz: 0.029 > 0.109
iter: 1652 | +75 | bound: 119 | nc: 1 | ncall: 33518 | eff(%): 5.164 | loglstar: -inf < -0.492 < inf | logz: -14.490 +/- 0.347 | dlogz: 0.028 > 0.109
iter: 1652 | +76 | bound: 119 | nc: 1 | ncall: 33519 | eff(%): 5.167 | loglstar: -inf < -0.486 < inf | logz: -14.489 +/- 0.347 | dlogz: 0.026 > 0.109
iter: 1652 | +77 | bound: 119 | nc: 1 | ncall: 33520 | eff(%): 5.170 | loglstar: -inf < -0.473 < inf | logz: -14.488 +/- 0.347 | dlogz: 0.025 > 0.109
iter: 1652 | +78 | bound: 119 | nc: 1 | ncall: 33521 | eff(%): 5.173 | loglstar: -inf < -0.468 < inf | logz: -14.487 +/- 0.347 | dlogz: 0.024 > 0.109
iter: 1652 | +79 | bound: 119 | nc: 1 | ncall: 33522 | eff(%): 5.176 | loglstar: -inf < -0.464 < inf | logz: -14.486 +/- 0.347 | dlogz: 0.023 > 0.109
iter: 1652 | +80 | bound: 119 | nc: 1 | ncall: 33523 | eff(%): 5.179 | loglstar: -inf < -0.464 < inf | logz: -14.486 +/- 0.347 | dlogz: 0.022 > 0.109
iter: 1652 | +81 | bound: 119 | nc: 1 | ncall: 33524 | eff(%): 5.182 | loglstar: -inf < -0.454 < inf | logz: -14.485 +/- 0.347 | dlogz: 0.021 > 0.109
iter: 1652 | +82 | bound: 119 | nc: 1 | ncall: 33525 | eff(%): 5.185 | loglstar: -inf < -0.451 < inf | logz: -14.484 +/- 0.348 | dlogz: 0.020 > 0.109
iter: 1652 | +83 | bound: 119 | nc: 1 | ncall: 33526 | eff(%): 5.188 | loglstar: -inf < -0.447 < inf | logz: -14.483 +/- 0.348 | dlogz: 0.019 > 0.109
iter: 1652 | +84 | bound: 119 | nc: 1 | ncall: 33527 | eff(%): 5.191 | loglstar: -inf < -0.444 < inf | logz: -14.482 +/- 0.348 | dlogz: 0.018 > 0.109
iter: 1652 | +85 | bound: 119 | nc: 1 | ncall: 33528 | eff(%): 5.194 | loglstar: -inf < -0.443 < inf | logz: -14.481 +/- 0.348 | dlogz: 0.017 > 0.109
iter: 1652 | +86 | bound: 119 | nc: 1 | ncall: 33529 | eff(%): 5.197 | loglstar: -inf < -0.430 < inf | logz: -14.480 +/- 0.348 | dlogz: 0.016 > 0.109
iter: 1652 | +87 | bound: 119 | nc: 1 | ncall: 33530 | eff(%): 5.200 | loglstar: -inf < -0.421 < inf | logz: -14.479 +/- 0.348 | dlogz: 0.015 > 0.109
iter: 1652 | +88 | bound: 119 | nc: 1 | ncall: 33531 | eff(%): 5.203 | loglstar: -inf < -0.419 < inf | logz: -14.478 +/- 0.348 | dlogz: 0.014 > 0.109
iter: 1652 | +89 | bound: 119 | nc: 1 | ncall: 33532 | eff(%): 5.206 | loglstar: -inf < -0.418 < inf | logz: -14.477 +/- 0.348 | dlogz: 0.013 > 0.109
iter: 1652 | +90 | bound: 119 | nc: 1 | ncall: 33533 | eff(%): 5.209 | loglstar: -inf < -0.412 < inf | logz: -14.477 +/- 0.348 | dlogz: 0.012 > 0.109
iter: 1652 | +91 | bound: 119 | nc: 1 | ncall: 33534 | eff(%): 5.212 | loglstar: -inf < -0.395 < inf | logz: -14.476 +/- 0.348 | dlogz: 0.011 > 0.109
iter: 1652 | +92 | bound: 119 | nc: 1 | ncall: 33535 | eff(%): 5.215 | loglstar: -inf < -0.383 < inf | logz: -14.475 +/- 0.349 | dlogz: 0.009 > 0.109
iter: 1652 | +93 | bound: 119 | nc: 1 | ncall: 33536 | eff(%): 5.218 | loglstar: -inf < -0.380 < inf | logz: -14.474 +/- 0.349 | dlogz: 0.008 > 0.109
iter: 1652 | +94 | bound: 119 | nc: 1 | ncall: 33537 | eff(%): 5.221 | loglstar: -inf < -0.367 < inf | logz: -14.473 +/- 0.349 | dlogz: 0.007 > 0.109
iter: 1652 | +95 | bound: 119 | nc: 1 | ncall: 33538 | eff(%): 5.224 | loglstar: -inf < -0.362 < inf | logz: -14.472 +/- 0.349 | dlogz: 0.006 > 0.109
iter: 1652 | +96 | bound: 119 | nc: 1 | ncall: 33539 | eff(%): 5.227 | loglstar: -inf < -0.358 < inf | logz: -14.471 +/- 0.349 | dlogz: 0.005 > 0.109
iter: 1652 | +97 | bound: 119 | nc: 1 | ncall: 33540 | eff(%): 5.230 | loglstar: -inf < -0.357 < inf | logz: -14.470 +/- 0.350 | dlogz: 0.004 > 0.109
iter: 1652 | +98 | bound: 119 | nc: 1 | ncall: 33541 | eff(%): 5.233 | loglstar: -inf < -0.299 < inf | logz: -14.469 +/- 0.350 | dlogz: 0.003 > 0.109
iter: 1652 | +99 | bound: 119 | nc: 1 | ncall: 33542 | eff(%): 5.236 | loglstar: -inf < -0.275 < inf | logz: -14.468 +/- 0.351 | dlogz: 0.002 > 0.109
iter: 1652 | +100 | bound: 119 | nc: 1 | ncall: 33543 | eff(%): 5.239 | loglstar: -inf < -0.274 < inf | logz: -14.467 +/- 0.352 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -22.74%
Elapsed Time for Photometry: 124.12472707100005
Starting 5.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36067195, -69.46209925)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -852105.549 < inf | logz: -852110.858 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -834307.726 < inf | logz: -834313.044 +/- 0.230 | dlogz: 852070.875 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -801425.566 < inf | logz: -801430.894 +/- 0.230 | dlogz: 834273.052 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -714565.389 < inf | logz: -714570.727 +/- 0.230 | dlogz: 801390.892 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -655548.646 < inf | logz: -655553.994 +/- 0.231 | dlogz: 714530.715 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -564006.059 < inf | logz: -564011.417 +/- 0.231 | dlogz: 655513.972 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -542375.156 < inf | logz: -542380.524 +/- 0.231 | dlogz: 563971.386 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -528456.112 < inf | logz: -528461.489 +/- 0.231 | dlogz: 542340.482 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -408666.635 < inf | logz: -408672.023 +/- 0.232 | dlogz: 528421.438 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -406270.653 < inf | logz: -406276.051 +/- 0.232 | dlogz: 408631.961 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -392515.781 < inf | logz: -392521.189 +/- 0.232 | dlogz: 406235.980 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -382624.404 < inf | logz: -382629.822 +/- 0.232 | dlogz: 392481.107 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -312192.306 < inf | logz: -312197.734 +/- 0.232 | dlogz: 382589.730 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -299578.286 < inf | logz: -299583.724 +/- 0.233 | dlogz: 312157.632 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 13.043 | loglstar: -inf < -269407.367 < inf | logz: -269412.814 +/- 0.233 | dlogz: 299543.612 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 13.793 | loglstar: -inf < -226156.889 < inf | logz: -226162.347 +/- 0.233 | dlogz: 269372.693 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 14.530 | loglstar: -inf < -220376.661 < inf | logz: -220382.129 +/- 0.233 | dlogz: 226122.216 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 15.254 | loglstar: -inf < -214830.041 < inf | logz: -214835.518 +/- 0.233 | dlogz: 220341.987 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 15.966 | loglstar: -inf < -205834.933 < inf | logz: -205840.420 +/- 0.234 | dlogz: 214795.367 > 0.109
iter: 20 | bound: 0 | nc: 2 | ncall: 121 | eff(%): 16.529 | loglstar: -inf < -200155.297 < inf | logz: -200160.794 +/- 0.234 | dlogz: 205800.259 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 122 | eff(%): 17.213 | loglstar: -inf < -196550.331 < inf | logz: -196555.838 +/- 0.234 | dlogz: 200120.623 > 0.109
iter: 22 | bound: 0 | nc: 1 | ncall: 123 | eff(%): 17.886 | loglstar: -inf < -169651.695 < inf | logz: -169657.212 +/- 0.234 | dlogz: 196515.657 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 124 | eff(%): 18.548 | loglstar: -inf < -146835.823 < inf | logz: -146841.351 +/- 0.235 | dlogz: 169617.021 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 125 | eff(%): 19.200 | loglstar: -inf < -146615.700 < inf | logz: -146621.237 +/- 0.235 | dlogz: 146801.150 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 19.841 | loglstar: -inf < -116306.104 < inf | logz: -116311.652 +/- 0.235 | dlogz: 146581.026 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 20.472 | loglstar: -inf < -103047.533 < inf | logz: -103053.090 +/- 0.235 | dlogz: 116271.431 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 21.094 | loglstar: -inf < -94720.976 < inf | logz: -94726.543 +/- 0.235 | dlogz: 103012.859 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 21.705 | loglstar: -inf < -86292.766 < inf | logz: -86298.343 +/- 0.236 | dlogz: 94686.302 > 0.109
iter: 29 | bound: 0 | nc: 2 | ncall: 131 | eff(%): 22.137 | loglstar: -inf < -83641.587 < inf | logz: -83647.173 +/- 0.236 | dlogz: 86258.092 > 0.109
iter: 30 | bound: 0 | nc: 3 | ncall: 134 | eff(%): 22.388 | loglstar: -inf < -82021.792 < inf | logz: -82027.388 +/- 0.236 | dlogz: 83606.913 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 22.963 | loglstar: -inf < -79595.231 < inf | logz: -79600.838 +/- 0.236 | dlogz: 81987.118 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 23.529 | loglstar: -inf < -67146.140 < inf | logz: -67151.757 +/- 0.236 | dlogz: 79560.557 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 24.088 | loglstar: -inf < -66461.688 < inf | logz: -66467.314 +/- 0.237 | dlogz: 67111.466 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 24.638 | loglstar: -inf < -65992.716 < inf | logz: -65998.353 +/- 0.237 | dlogz: 66427.014 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 25.180 | loglstar: -inf < -65463.288 < inf | logz: -65468.935 +/- 0.237 | dlogz: 65958.042 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 25.714 | loglstar: -inf < -61039.714 < inf | logz: -61045.370 +/- 0.237 | dlogz: 65428.614 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 141 | eff(%): 26.241 | loglstar: -inf < -60177.183 < inf | logz: -60182.850 +/- 0.237 | dlogz: 61005.040 > 0.109
iter: 38 | bound: 0 | nc: 1 | ncall: 142 | eff(%): 26.761 | loglstar: -inf < -59628.542 < inf | logz: -59634.219 +/- 0.238 | dlogz: 60142.509 > 0.109
iter: 39 | bound: 0 | nc: 1 | ncall: 143 | eff(%): 27.273 | loglstar: -inf < -59469.659 < inf | logz: -59475.346 +/- 0.238 | dlogz: 59593.868 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 144 | eff(%): 27.778 | loglstar: -inf < -56699.302 < inf | logz: -56704.999 +/- 0.238 | dlogz: 59434.986 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 145 | eff(%): 28.276 | loglstar: -inf < -52081.275 < inf | logz: -52086.981 +/- 0.238 | dlogz: 56664.629 > 0.109
iter: 42 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 28.767 | loglstar: -inf < -46130.644 < inf | logz: -46136.360 +/- 0.238 | dlogz: 52046.601 > 0.109
iter: 43 | bound: 0 | nc: 3 | ncall: 149 | eff(%): 28.859 | loglstar: -inf < -42875.260 < inf | logz: -42880.986 +/- 0.239 | dlogz: 46095.970 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 29.333 | loglstar: -inf < -36865.303 < inf | logz: -36871.039 +/- 0.239 | dlogz: 42840.586 > 0.109
iter: 45 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 29.801 | loglstar: -inf < -35808.691 < inf | logz: -35814.437 +/- 0.239 | dlogz: 36830.629 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 152 | eff(%): 30.263 | loglstar: -inf < -34314.859 < inf | logz: -34320.615 +/- 0.239 | dlogz: 35774.017 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 153 | eff(%): 30.719 | loglstar: -inf < -33063.409 < inf | logz: -33069.175 +/- 0.240 | dlogz: 34280.185 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 31.169 | loglstar: -inf < -32812.945 < inf | logz: -32818.721 +/- 0.240 | dlogz: 33028.735 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 31.613 | loglstar: -inf < -29343.976 < inf | logz: -29349.761 +/- 0.240 | dlogz: 32778.271 > 0.109
iter: 50 | bound: 0 | nc: 3 | ncall: 158 | eff(%): 31.646 | loglstar: -inf < -27082.347 < inf | logz: -27088.143 +/- 0.240 | dlogz: 29309.302 > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 32.075 | loglstar: -inf < -26877.742 < inf | logz: -26883.548 +/- 0.240 | dlogz: 27047.673 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 32.500 | loglstar: -inf < -23602.256 < inf | logz: -23608.072 +/- 0.241 | dlogz: 26843.068 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 32.919 | loglstar: -inf < -23117.056 < inf | logz: -23122.881 +/- 0.241 | dlogz: 23567.582 > 0.109
iter: 54 | bound: 0 | nc: 1 | ncall: 162 | eff(%): 33.333 | loglstar: -inf < -22730.398 < inf | logz: -22736.233 +/- 0.241 | dlogz: 23082.382 > 0.109
iter: 55 | bound: 0 | nc: 2 | ncall: 164 | eff(%): 33.537 | loglstar: -inf < -21742.315 < inf | logz: -21748.160 +/- 0.241 | dlogz: 22695.724 > 0.109
iter: 56 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 33.939 | loglstar: -inf < -21427.234 < inf | logz: -21433.090 +/- 0.241 | dlogz: 21707.641 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 166 | eff(%): 34.337 | loglstar: -inf < -20987.196 < inf | logz: -20993.062 +/- 0.242 | dlogz: 21392.560 > 0.109
iter: 58 | bound: 0 | nc: 3 | ncall: 169 | eff(%): 34.320 | loglstar: -inf < -20963.932 < inf | logz: -20969.808 +/- 0.242 | dlogz: 20952.522 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 34.706 | loglstar: -inf < -18128.559 < inf | logz: -18134.445 +/- 0.242 | dlogz: 20929.258 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 35.088 | loglstar: -inf < -17738.548 < inf | logz: -17744.443 +/- 0.242 | dlogz: 18093.886 > 0.109
iter: 61 | bound: 0 | nc: 1 | ncall: 172 | eff(%): 35.465 | loglstar: -inf < -17629.408 < inf | logz: -17635.313 +/- 0.242 | dlogz: 17703.874 > 0.109
iter: 62 | bound: 0 | nc: 3 | ncall: 175 | eff(%): 35.429 | loglstar: -inf < -16606.022 < inf | logz: -16611.937 +/- 0.243 | dlogz: 17594.734 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 176 | eff(%): 35.795 | loglstar: -inf < -15107.280 < inf | logz: -15113.205 +/- 0.243 | dlogz: 16571.348 > 0.109
iter: 64 | bound: 0 | nc: 1 | ncall: 177 | eff(%): 36.158 | loglstar: -inf < -14523.082 < inf | logz: -14529.017 +/- 0.243 | dlogz: 15072.606 > 0.109
iter: 65 | bound: 0 | nc: 2 | ncall: 179 | eff(%): 36.313 | loglstar: -inf < -13280.334 < inf | logz: -13286.279 +/- 0.243 | dlogz: 14488.408 > 0.109
iter: 66 | bound: 0 | nc: 1 | ncall: 180 | eff(%): 36.667 | loglstar: -inf < -13049.568 < inf | logz: -13055.523 +/- 0.243 | dlogz: 13245.660 > 0.109
iter: 67 | bound: 0 | nc: 1 | ncall: 181 | eff(%): 37.017 | loglstar: -inf < -12851.068 < inf | logz: -12857.033 +/- 0.244 | dlogz: 13014.894 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 182 | eff(%): 37.363 | loglstar: -inf < -12623.243 < inf | logz: -12629.218 +/- 0.244 | dlogz: 12816.394 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 183 | eff(%): 37.705 | loglstar: -inf < -11992.330 < inf | logz: -11998.315 +/- 0.244 | dlogz: 12588.569 > 0.109
iter: 70 | bound: 0 | nc: 4 | ncall: 187 | eff(%): 37.433 | loglstar: -inf < -11524.991 < inf | logz: -11530.986 +/- 0.244 | dlogz: 11957.656 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 189 | eff(%): 37.566 | loglstar: -inf < -10326.721 < inf | logz: -10332.725 +/- 0.244 | dlogz: 11490.317 > 0.109
iter: 72 | bound: 0 | nc: 2 | ncall: 191 | eff(%): 37.696 | loglstar: -inf < -9799.733 < inf | logz: -9805.748 +/- 0.245 | dlogz: 10292.047 > 0.109
iter: 73 | bound: 0 | nc: 2 | ncall: 193 | eff(%): 37.824 | loglstar: -inf < -9343.924 < inf | logz: -9349.949 +/- 0.245 | dlogz: 9765.059 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 38.144 | loglstar: -inf < -9144.902 < inf | logz: -9150.937 +/- 0.245 | dlogz: 9309.250 > 0.109
iter: 75 | bound: 0 | nc: 5 | ncall: 199 | eff(%): 37.688 | loglstar: -inf < -8956.546 < inf | logz: -8962.591 +/- 0.245 | dlogz: 9110.228 > 0.109
iter: 76 | bound: 0 | nc: 4 | ncall: 203 | eff(%): 37.438 | loglstar: -inf < -8722.924 < inf | logz: -8728.979 +/- 0.245 | dlogz: 8921.872 > 0.109
iter: 77 | bound: 0 | nc: 1 | ncall: 204 | eff(%): 37.745 | loglstar: -inf < -8691.795 < inf | logz: -8697.859 +/- 0.246 | dlogz: 8688.251 > 0.109
iter: 78 | bound: 0 | nc: 1 | ncall: 205 | eff(%): 38.049 | loglstar: -inf < -8351.240 < inf | logz: -8357.314 +/- 0.246 | dlogz: 8657.121 > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 38.350 | loglstar: -inf < -8163.168 < inf | logz: -8169.252 +/- 0.246 | dlogz: 8316.566 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 38.647 | loglstar: -inf < -7748.272 < inf | logz: -7754.366 +/- 0.246 | dlogz: 8128.494 > 0.109
iter: 81 | bound: 0 | nc: 2 | ncall: 209 | eff(%): 38.756 | loglstar: -inf < -7421.829 < inf | logz: -7427.934 +/- 0.246 | dlogz: 7713.598 > 0.109
iter: 82 | bound: 0 | nc: 3 | ncall: 212 | eff(%): 38.679 | loglstar: -inf < -7351.727 < inf | logz: -7357.842 +/- 0.247 | dlogz: 7387.156 > 0.109
iter: 83 | bound: 0 | nc: 2 | ncall: 214 | eff(%): 38.785 | loglstar: -inf < -7326.044 < inf | logz: -7332.168 +/- 0.247 | dlogz: 7317.054 > 0.109
iter: 84 | bound: 0 | nc: 1 | ncall: 215 | eff(%): 39.070 | loglstar: -inf < -7234.405 < inf | logz: -7240.539 +/- 0.247 | dlogz: 7291.370 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 216 | eff(%): 39.352 | loglstar: -inf < -7190.618 < inf | logz: -7196.762 +/- 0.247 | dlogz: 7199.731 > 0.109
iter: 86 | bound: 0 | nc: 4 | ncall: 220 | eff(%): 39.091 | loglstar: -inf < -6735.443 < inf | logz: -6741.597 +/- 0.247 | dlogz: 7155.944 > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 221 | eff(%): 39.367 | loglstar: -inf < -6632.829 < inf | logz: -6638.993 +/- 0.248 | dlogz: 6700.769 > 0.109
iter: 88 | bound: 0 | nc: 1 | ncall: 222 | eff(%): 39.640 | loglstar: -inf < -6619.152 < inf | logz: -6625.326 +/- 0.248 | dlogz: 6598.155 > 0.109
iter: 89 | bound: 0 | nc: 1 | ncall: 223 | eff(%): 39.910 | loglstar: -inf < -6590.107 < inf | logz: -6596.291 +/- 0.248 | dlogz: 6584.478 > 0.109
iter: 90 | bound: 0 | nc: 1 | ncall: 224 | eff(%): 40.179 | loglstar: -inf < -5945.508 < inf | logz: -5951.702 +/- 0.248 | dlogz: 6555.434 > 0.109
iter: 91 | bound: 0 | nc: 1 | ncall: 225 | eff(%): 40.444 | loglstar: -inf < -5890.269 < inf | logz: -5896.473 +/- 0.248 | dlogz: 5910.834 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 226 | eff(%): 40.708 | loglstar: -inf < -5798.752 < inf | logz: -5804.965 +/- 0.249 | dlogz: 5859.925 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 227 | eff(%): 40.969 | loglstar: -inf < -5389.619 < inf | logz: -5395.842 +/- 0.249 | dlogz: 5768.407 > 0.109
iter: 94 | bound: 0 | nc: 5 | ncall: 232 | eff(%): 40.517 | loglstar: -inf < -5216.101 < inf | logz: -5222.335 +/- 0.249 | dlogz: 5359.275 > 0.109
iter: 95 | bound: 0 | nc: 1 | ncall: 233 | eff(%): 40.773 | loglstar: -inf < -5082.888 < inf | logz: -5089.132 +/- 0.249 | dlogz: 5185.757 > 0.109
iter: 96 | bound: 0 | nc: 1 | ncall: 234 | eff(%): 41.026 | loglstar: -inf < -4964.280 < inf | logz: -4970.533 +/- 0.249 | dlogz: 5052.544 > 0.109
iter: 97 | bound: 0 | nc: 3 | ncall: 237 | eff(%): 40.928 | loglstar: -inf < -4926.187 < inf | logz: -4932.451 +/- 0.250 | dlogz: 4933.936 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 238 | eff(%): 41.176 | loglstar: -inf < -4650.628 < inf | logz: -4656.902 +/- 0.250 | dlogz: 4895.843 > 0.109
iter: 99 | bound: 0 | nc: 2 | ncall: 240 | eff(%): 41.250 | loglstar: -inf < -4643.015 < inf | logz: -4649.297 +/- 0.250 | dlogz: 4620.284 > 0.109
iter: 100 | bound: 0 | nc: 2 | ncall: 242 | eff(%): 41.322 | loglstar: -inf < -4639.318 < inf | logz: -4645.563 +/- 0.246 | dlogz: 4612.669 > 0.109
iter: 101 | bound: 0 | nc: 7 | ncall: 249 | eff(%): 40.562 | loglstar: -inf < -4456.669 < inf | logz: -4462.973 +/- 0.250 | dlogz: 4608.925 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 250 | eff(%): 40.800 | loglstar: -inf < -4431.640 < inf | logz: -4437.954 +/- 0.251 | dlogz: 4426.325 > 0.109
iter: 103 | bound: 0 | nc: 1 | ncall: 251 | eff(%): 41.036 | loglstar: -inf < -4330.853 < inf | logz: -4337.176 +/- 0.251 | dlogz: 4401.296 > 0.109
iter: 104 | bound: 0 | nc: 8 | ncall: 259 | eff(%): 40.154 | loglstar: -inf < -4286.294 < inf | logz: -4292.627 +/- 0.251 | dlogz: 4300.508 > 0.109
iter: 105 | bound: 0 | nc: 2 | ncall: 261 | eff(%): 40.230 | loglstar: -inf < -4074.322 < inf | logz: -4080.665 +/- 0.251 | dlogz: 4255.949 > 0.109
iter: 106 | bound: 0 | nc: 1 | ncall: 262 | eff(%): 40.458 | loglstar: -inf < -3800.518 < inf | logz: -3806.871 +/- 0.251 | dlogz: 4043.978 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 263 | eff(%): 40.684 | loglstar: -inf < -3790.302 < inf | logz: -3796.665 +/- 0.252 | dlogz: 3770.174 > 0.109
iter: 108 | bound: 0 | nc: 1 | ncall: 264 | eff(%): 40.909 | loglstar: -inf < -3664.853 < inf | logz: -3671.226 +/- 0.252 | dlogz: 3759.958 > 0.109
iter: 109 | bound: 0 | nc: 2 | ncall: 266 | eff(%): 40.977 | loglstar: -inf < -3613.441 < inf | logz: -3619.824 +/- 0.252 | dlogz: 3634.509 > 0.109
iter: 110 | bound: 0 | nc: 1 | ncall: 267 | eff(%): 41.199 | loglstar: -inf < -3603.176 < inf | logz: -3609.568 +/- 0.252 | dlogz: 3583.097 > 0.109
iter: 111 | bound: 0 | nc: 1 | ncall: 268 | eff(%): 41.418 | loglstar: -inf < -3571.838 < inf | logz: -3578.241 +/- 0.252 | dlogz: 3572.831 > 0.109
iter: 112 | bound: 0 | nc: 3 | ncall: 271 | eff(%): 41.328 | loglstar: -inf < -3524.193 < inf | logz: -3530.606 +/- 0.253 | dlogz: 3541.494 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 272 | eff(%): 41.544 | loglstar: -inf < -3331.585 < inf | logz: -3338.007 +/- 0.253 | dlogz: 3493.849 > 0.109
iter: 114 | bound: 0 | nc: 1 | ncall: 273 | eff(%): 41.758 | loglstar: -inf < -3198.550 < inf | logz: -3204.983 +/- 0.253 | dlogz: 3301.241 > 0.109
iter: 115 | bound: 0 | nc: 2 | ncall: 275 | eff(%): 41.818 | loglstar: -inf < -3185.675 < inf | logz: -3192.117 +/- 0.253 | dlogz: 3168.206 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 276 | eff(%): 42.029 | loglstar: -inf < -3102.797 < inf | logz: -3109.250 +/- 0.253 | dlogz: 3155.331 > 0.109
iter: 117 | bound: 0 | nc: 9 | ncall: 285 | eff(%): 41.053 | loglstar: -inf < -2973.582 < inf | logz: -2980.044 +/- 0.254 | dlogz: 3072.453 > 0.109
iter: 118 | bound: 0 | nc: 1 | ncall: 286 | eff(%): 41.259 | loglstar: -inf < -2714.784 < inf | logz: -2721.257 +/- 0.254 | dlogz: 2943.238 > 0.109
iter: 119 | bound: 0 | nc: 2 | ncall: 288 | eff(%): 41.319 | loglstar: -inf < -2701.621 < inf | logz: -2708.103 +/- 0.254 | dlogz: 2684.440 > 0.109
iter: 120 | bound: 0 | nc: 7 | ncall: 295 | eff(%): 40.678 | loglstar: -inf < -2537.908 < inf | logz: -2544.401 +/- 0.254 | dlogz: 2671.277 > 0.109
iter: 121 | bound: 0 | nc: 1 | ncall: 296 | eff(%): 40.878 | loglstar: -inf < -2391.950 < inf | logz: -2398.453 +/- 0.254 | dlogz: 2507.564 > 0.109
iter: 122 | bound: 0 | nc: 1 | ncall: 297 | eff(%): 41.077 | loglstar: -inf < -2287.983 < inf | logz: -2294.495 +/- 0.255 | dlogz: 2361.606 > 0.109
iter: 123 | bound: 0 | nc: 1 | ncall: 298 | eff(%): 41.275 | loglstar: -inf < -2166.545 < inf | logz: -2173.067 +/- 0.255 | dlogz: 2257.638 > 0.109
iter: 124 | bound: 0 | nc: 1 | ncall: 299 | eff(%): 41.472 | loglstar: -inf < -2150.613 < inf | logz: -2157.146 +/- 0.255 | dlogz: 2136.200 > 0.109
iter: 125 | bound: 0 | nc: 4 | ncall: 303 | eff(%): 41.254 | loglstar: -inf < -2088.664 < inf | logz: -2095.206 +/- 0.255 | dlogz: 2120.269 > 0.109
iter: 126 | bound: 0 | nc: 4 | ncall: 307 | eff(%): 41.042 | loglstar: -inf < -2046.802 < inf | logz: -2053.354 +/- 0.255 | dlogz: 2058.320 > 0.109
iter: 127 | bound: 0 | nc: 2 | ncall: 309 | eff(%): 41.100 | loglstar: -inf < -1976.322 < inf | logz: -1982.884 +/- 0.256 | dlogz: 2016.457 > 0.109
iter: 128 | bound: 0 | nc: 1 | ncall: 310 | eff(%): 41.290 | loglstar: -inf < -1962.277 < inf | logz: -1968.849 +/- 0.256 | dlogz: 1945.977 > 0.109
iter: 129 | bound: 0 | nc: 4 | ncall: 314 | eff(%): 41.083 | loglstar: -inf < -1951.987 < inf | logz: -1958.569 +/- 0.256 | dlogz: 1931.933 > 0.109
iter: 130 | bound: 0 | nc: 2 | ncall: 316 | eff(%): 41.139 | loglstar: -inf < -1915.834 < inf | logz: -1922.426 +/- 0.256 | dlogz: 1921.643 > 0.109
iter: 131 | bound: 0 | nc: 1 | ncall: 317 | eff(%): 41.325 | loglstar: -inf < -1905.171 < inf | logz: -1911.773 +/- 0.256 | dlogz: 1885.490 > 0.109
iter: 132 | bound: 0 | nc: 3 | ncall: 320 | eff(%): 41.250 | loglstar: -inf < -1753.535 < inf | logz: -1760.147 +/- 0.256 | dlogz: 1874.827 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 323 | eff(%): 41.176 | loglstar: -inf < -1744.304 < inf | logz: -1750.926 +/- 0.257 | dlogz: 1723.191 > 0.109
iter: 134 | bound: 0 | nc: 4 | ncall: 327 | eff(%): 40.979 | loglstar: -inf < -1689.934 < inf | logz: -1696.566 +/- 0.257 | dlogz: 1713.960 > 0.109
iter: 135 | bound: 0 | nc: 1 | ncall: 328 | eff(%): 41.159 | loglstar: -inf < -1685.972 < inf | logz: -1692.576 +/- 0.253 | dlogz: 1659.590 > 0.109
iter: 136 | bound: 0 | nc: 1 | ncall: 329 | eff(%): 41.337 | loglstar: -inf < -1646.863 < inf | logz: -1653.515 +/- 0.257 | dlogz: 1655.590 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 331 | eff(%): 41.390 | loglstar: -inf < -1627.582 < inf | logz: -1634.244 +/- 0.257 | dlogz: 1616.519 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 332 | eff(%): 41.566 | loglstar: -inf < -1534.419 < inf | logz: -1541.091 +/- 0.258 | dlogz: 1597.238 > 0.109
iter: 139 | bound: 0 | nc: 1 | ncall: 333 | eff(%): 41.742 | loglstar: -inf < -1528.868 < inf | logz: -1535.542 +/- 0.257 | dlogz: 1504.075 > 0.109
iter: 140 | bound: 0 | nc: 1 | ncall: 334 | eff(%): 41.916 | loglstar: -inf < -1515.611 < inf | logz: -1522.302 +/- 0.258 | dlogz: 1498.516 > 0.109
iter: 141 | bound: 0 | nc: 8 | ncall: 342 | eff(%): 41.228 | loglstar: -inf < -1514.419 < inf | logz: -1520.644 +/- 0.240 | dlogz: 1485.266 > 0.109
iter: 142 | bound: 0 | nc: 3 | ncall: 345 | eff(%): 41.159 | loglstar: -inf < -1503.575 < inf | logz: -1510.286 +/- 0.258 | dlogz: 1483.598 > 0.109
iter: 143 | bound: 0 | nc: 1 | ncall: 346 | eff(%): 41.329 | loglstar: -inf < -1484.780 < inf | logz: -1491.501 +/- 0.259 | dlogz: 1473.230 > 0.109
iter: 144 | bound: 0 | nc: 13 | ncall: 359 | eff(%): 40.111 | loglstar: -inf < -1430.819 < inf | logz: -1437.550 +/- 0.259 | dlogz: 1454.436 > 0.109
iter: 145 | bound: 0 | nc: 6 | ncall: 365 | eff(%): 39.726 | loglstar: -inf < -1360.220 < inf | logz: -1366.961 +/- 0.259 | dlogz: 1400.475 > 0.109
iter: 146 | bound: 0 | nc: 3 | ncall: 368 | eff(%): 39.674 | loglstar: -inf < -1320.122 < inf | logz: -1326.873 +/- 0.259 | dlogz: 1329.876 > 0.109
iter: 147 | bound: 0 | nc: 3 | ncall: 371 | eff(%): 39.623 | loglstar: -inf < -1313.189 < inf | logz: -1319.948 +/- 0.259 | dlogz: 1289.777 > 0.109
iter: 148 | bound: 0 | nc: 5 | ncall: 376 | eff(%): 39.362 | loglstar: -inf < -1281.664 < inf | logz: -1288.435 +/- 0.260 | dlogz: 1282.843 > 0.109
iter: 149 | bound: 0 | nc: 4 | ncall: 380 | eff(%): 39.211 | loglstar: -inf < -1278.048 < inf | logz: -1284.777 +/- 0.255 | dlogz: 1251.320 > 0.109
iter: 150 | bound: 0 | nc: 4 | ncall: 384 | eff(%): 39.062 | loglstar: -inf < -1277.321 < inf | logz: -1283.420 +/- 0.238 | dlogz: 1247.651 > 0.109
iter: 151 | bound: 0 | nc: 6 | ncall: 390 | eff(%): 38.718 | loglstar: -inf < -1231.996 < inf | logz: -1238.797 +/- 0.260 | dlogz: 1246.285 > 0.109
iter: 152 | bound: 0 | nc: 1 | ncall: 391 | eff(%): 38.875 | loglstar: -inf < -1229.331 < inf | logz: -1236.011 +/- 0.251 | dlogz: 1201.652 > 0.109
iter: 153 | bound: 0 | nc: 5 | ncall: 396 | eff(%): 38.636 | loglstar: -inf < -1192.999 < inf | logz: -1199.819 +/- 0.261 | dlogz: 1198.856 > 0.109
iter: 154 | bound: 0 | nc: 4 | ncall: 400 | eff(%): 38.500 | loglstar: -inf < -1102.222 < inf | logz: -1109.053 +/- 0.261 | dlogz: 1162.654 > 0.109
iter: 155 | bound: 0 | nc: 5 | ncall: 405 | eff(%): 38.272 | loglstar: -inf < -1073.083 < inf | logz: -1079.924 +/- 0.261 | dlogz: 1071.878 > 0.109
iter: 156 | bound: 0 | nc: 1 | ncall: 406 | eff(%): 38.424 | loglstar: -inf < -1049.997 < inf | logz: -1056.848 +/- 0.261 | dlogz: 1042.739 > 0.109
iter: 157 | bound: 0 | nc: 2 | ncall: 408 | eff(%): 38.480 | loglstar: -inf < -1033.762 < inf | logz: -1040.623 +/- 0.261 | dlogz: 1019.653 > 0.109
iter: 158 | bound: 0 | nc: 7 | ncall: 415 | eff(%): 38.072 | loglstar: -inf < -1024.236 < inf | logz: -1031.107 +/- 0.261 | dlogz: 1003.418 > 0.109
iter: 159 | bound: 0 | nc: 3 | ncall: 418 | eff(%): 38.038 | loglstar: -inf < -1014.386 < inf | logz: -1021.266 +/- 0.262 | dlogz: 993.892 > 0.109
iter: 160 | bound: 0 | nc: 2 | ncall: 420 | eff(%): 38.095 | loglstar: -inf < -986.779 < inf | logz: -993.670 +/- 0.262 | dlogz: 985.716 > 0.109
iter: 161 | bound: 0 | nc: 7 | ncall: 427 | eff(%): 37.705 | loglstar: -inf < -969.380 < inf | logz: -976.281 +/- 0.262 | dlogz: 958.110 > 0.109
iter: 162 | bound: 0 | nc: 1 | ncall: 428 | eff(%): 37.850 | loglstar: -inf < -967.078 < inf | logz: -973.805 +/- 0.251 | dlogz: 940.711 > 0.109
iter: 163 | bound: 0 | nc: 4 | ncall: 432 | eff(%): 37.731 | loglstar: -inf < -934.053 < inf | logz: -940.973 +/- 0.262 | dlogz: 938.225 > 0.109
iter: 164 | bound: 0 | nc: 1 | ncall: 433 | eff(%): 37.875 | loglstar: -inf < -929.605 < inf | logz: -936.512 +/- 0.260 | dlogz: 905.384 > 0.109
iter: 165 | bound: 0 | nc: 2 | ncall: 435 | eff(%): 37.931 | loglstar: -inf < -928.558 < inf | logz: -934.959 +/- 0.243 | dlogz: 900.913 > 0.109
iter: 166 | bound: 0 | nc: 2 | ncall: 437 | eff(%): 37.986 | loglstar: -inf < -925.087 < inf | logz: -931.956 +/- 0.256 | dlogz: 899.350 > 0.109
iter: 167 | bound: 0 | nc: 7 | ncall: 444 | eff(%): 37.613 | loglstar: -inf < -908.983 < inf | logz: -915.943 +/- 0.263 | dlogz: 896.337 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 446 | eff(%): 37.668 | loglstar: -inf < -908.941 < inf | logz: -914.837 +/- 0.242 | dlogz: 880.314 > 0.109
iter: 169 | bound: 0 | nc: 7 | ncall: 453 | eff(%): 37.307 | loglstar: -inf < -871.434 < inf | logz: -878.414 +/- 0.264 | dlogz: 879.198 > 0.109
iter: 170 | bound: 0 | nc: 2 | ncall: 455 | eff(%): 37.363 | loglstar: -inf < -833.611 < inf | logz: -840.601 +/- 0.264 | dlogz: 842.765 > 0.109
iter: 171 | bound: 0 | nc: 2 | ncall: 457 | eff(%): 37.418 | loglstar: -inf < -821.475 < inf | logz: -828.474 +/- 0.264 | dlogz: 804.942 > 0.109
iter: 172 | bound: 0 | nc: 5 | ncall: 462 | eff(%): 37.229 | loglstar: -inf < -783.306 < inf | logz: -790.316 +/- 0.264 | dlogz: 792.806 > 0.109
iter: 173 | bound: 0 | nc: 2 | ncall: 464 | eff(%): 37.284 | loglstar: -inf < -776.438 < inf | logz: -783.456 +/- 0.264 | dlogz: 754.637 > 0.109
iter: 174 | bound: 0 | nc: 3 | ncall: 467 | eff(%): 37.259 | loglstar: -inf < -770.429 < inf | logz: -777.454 +/- 0.264 | dlogz: 747.767 > 0.109
iter: 175 | bound: 0 | nc: 3 | ncall: 470 | eff(%): 37.234 | loglstar: -inf < -758.406 < inf | logz: -765.446 +/- 0.265 | dlogz: 741.755 > 0.109
iter: 176 | bound: 0 | nc: 3 | ncall: 473 | eff(%): 37.209 | loglstar: -inf < -709.451 < inf | logz: -716.501 +/- 0.265 | dlogz: 729.737 > 0.109
iter: 177 | bound: 0 | nc: 1 | ncall: 474 | eff(%): 37.342 | loglstar: -inf < -704.503 < inf | logz: -711.548 +/- 0.263 | dlogz: 680.782 > 0.109
iter: 178 | bound: 0 | nc: 2 | ncall: 476 | eff(%): 37.395 | loglstar: -inf < -679.851 < inf | logz: -686.921 +/- 0.265 | dlogz: 675.820 > 0.109
iter: 179 | bound: 0 | nc: 12 | ncall: 488 | eff(%): 36.680 | loglstar: -inf < -675.561 < inf | logz: -682.614 +/- 0.263 | dlogz: 651.182 > 0.109
iter: 180 | bound: 0 | nc: 2 | ncall: 490 | eff(%): 36.735 | loglstar: -inf < -667.739 < inf | logz: -674.828 +/- 0.265 | dlogz: 646.865 > 0.109
iter: 181 | bound: 0 | nc: 8 | ncall: 498 | eff(%): 36.345 | loglstar: -inf < -658.576 < inf | logz: -665.675 +/- 0.266 | dlogz: 639.069 > 0.109
iter: 182 | bound: 0 | nc: 1 | ncall: 499 | eff(%): 36.473 | loglstar: -inf < -646.910 < inf | logz: -654.020 +/- 0.266 | dlogz: 629.907 > 0.109
iter: 183 | bound: 0 | nc: 13 | ncall: 512 | eff(%): 35.742 | loglstar: -inf < -641.986 < inf | logz: -649.091 +/- 0.265 | dlogz: 618.241 > 0.109
iter: 184 | bound: 0 | nc: 22 | ncall: 534 | eff(%): 34.457 | loglstar: -inf < -612.474 < inf | logz: -619.603 +/- 0.266 | dlogz: 613.303 > 0.109
iter: 185 | bound: 0 | nc: 2 | ncall: 536 | eff(%): 34.515 | loglstar: -inf < -579.543 < inf | logz: -586.682 +/- 0.267 | dlogz: 583.805 > 0.109
iter: 186 | bound: 0 | nc: 2 | ncall: 538 | eff(%): 34.572 | loglstar: -inf < -579.345 < inf | logz: -585.520 +/- 0.245 | dlogz: 550.874 > 0.109
iter: 187 | bound: 0 | nc: 2 | ncall: 540 | eff(%): 34.630 | loglstar: -inf < -568.322 < inf | logz: -575.481 +/- 0.267 | dlogz: 549.702 > 0.109
iter: 188 | bound: 0 | nc: 8 | ncall: 548 | eff(%): 34.307 | loglstar: -inf < -560.114 < inf | logz: -567.282 +/- 0.267 | dlogz: 539.652 > 0.109
iter: 189 | bound: 0 | nc: 7 | ncall: 555 | eff(%): 34.054 | loglstar: -inf < -536.604 < inf | logz: -543.783 +/- 0.267 | dlogz: 531.444 > 0.109
iter: 190 | bound: 0 | nc: 2 | ncall: 557 | eff(%): 34.111 | loglstar: -inf < -523.442 < inf | logz: -530.631 +/- 0.267 | dlogz: 507.935 > 0.109
iter: 191 | bound: 0 | nc: 1 | ncall: 558 | eff(%): 34.229 | loglstar: -inf < -513.920 < inf | logz: -521.119 +/- 0.268 | dlogz: 494.773 > 0.109
iter: 192 | bound: 0 | nc: 7 | ncall: 565 | eff(%): 33.982 | loglstar: -inf < -511.841 < inf | logz: -518.825 +/- 0.256 | dlogz: 485.251 > 0.109
iter: 193 | bound: 0 | nc: 1 | ncall: 566 | eff(%): 34.099 | loglstar: -inf < -509.386 < inf | logz: -516.427 +/- 0.256 | dlogz: 482.947 > 0.109
iter: 194 | bound: 0 | nc: 12 | ncall: 578 | eff(%): 33.564 | loglstar: -inf < -507.434 < inf | logz: -514.390 +/- 0.253 | dlogz: 480.539 > 0.109
iter: 195 | bound: 0 | nc: 3 | ncall: 581 | eff(%): 33.563 | loglstar: -inf < -498.886 < inf | logz: -506.124 +/- 0.268 | dlogz: 478.492 > 0.109
iter: 196 | bound: 0 | nc: 1 | ncall: 582 | eff(%): 33.677 | loglstar: -inf < -475.235 < inf | logz: -482.484 +/- 0.269 | dlogz: 470.217 > 0.109
iter: 197 | bound: 0 | nc: 8 | ncall: 590 | eff(%): 33.390 | loglstar: -inf < -438.925 < inf | logz: -446.184 +/- 0.269 | dlogz: 447.601 > 0.109
iter: 198 | bound: 0 | nc: 1 | ncall: 591 | eff(%): 33.503 | loglstar: -inf < -438.548 < inf | logz: -444.950 +/- 0.248 | dlogz: 411.291 > 0.109
iter: 199 | bound: 0 | nc: 12 | ncall: 603 | eff(%): 33.002 | loglstar: -inf < -436.246 < inf | logz: -443.231 +/- 0.252 | dlogz: 410.047 > 0.109
iter: 200 | bound: 0 | nc: 3 | ncall: 606 | eff(%): 33.003 | loglstar: -inf < -427.527 < inf | logz: -434.815 +/- 0.269 | dlogz: 408.319 > 0.109
iter: 201 | bound: 0 | nc: 15 | ncall: 621 | eff(%): 32.367 | loglstar: -inf < -426.075 < inf | logz: -432.988 +/- 0.253 | dlogz: 399.893 > 0.109
iter: 202 | bound: 0 | nc: 2 | ncall: 623 | eff(%): 32.424 | loglstar: -inf < -424.126 < inf | logz: -431.131 +/- 0.253 | dlogz: 398.055 > 0.109
iter: 203 | bound: 0 | nc: 32 | ncall: 655 | eff(%): 30.992 | loglstar: -inf < -418.773 < inf | logz: -426.080 +/- 0.268 | dlogz: 396.188 > 0.109
iter: 204 | bound: 0 | nc: 1 | ncall: 656 | eff(%): 31.098 | loglstar: -inf < -417.543 < inf | logz: -424.407 +/- 0.252 | dlogz: 391.128 > 0.109
iter: 205 | bound: 0 | nc: 5 | ncall: 661 | eff(%): 31.014 | loglstar: -inf < -407.378 < inf | logz: -414.716 +/- 0.270 | dlogz: 389.444 > 0.109
iter: 206 | bound: 0 | nc: 3 | ncall: 664 | eff(%): 31.024 | loglstar: -inf < -387.465 < inf | logz: -394.813 +/- 0.270 | dlogz: 379.744 > 0.109
iter: 207 | bound: 0 | nc: 5 | ncall: 669 | eff(%): 30.942 | loglstar: -inf < -385.323 < inf | logz: -392.469 +/- 0.259 | dlogz: 359.831 > 0.109
iter: 208 | bound: 0 | nc: 32 | ncall: 701 | eff(%): 29.672 | loglstar: -inf < -376.687 < inf | logz: -384.055 +/- 0.271 | dlogz: 357.477 > 0.109
iter: 209 | bound: 0 | nc: 17 | ncall: 718 | eff(%): 29.109 | loglstar: -inf < -376.516 < inf | logz: -382.903 +/- 0.250 | dlogz: 349.052 > 0.109
iter: 210 | bound: 0 | nc: 8 | ncall: 726 | eff(%): 28.926 | loglstar: -inf < -370.824 < inf | logz: -378.199 +/- 0.270 | dlogz: 347.890 > 0.109
iter: 211 | bound: 0 | nc: 16 | ncall: 742 | eff(%): 28.437 | loglstar: -inf < -367.973 < inf | logz: -375.260 +/- 0.264 | dlogz: 343.177 > 0.109
iter: 212 | bound: 0 | nc: 9 | ncall: 751 | eff(%): 28.229 | loglstar: -inf < -363.950 < inf | logz: -371.321 +/- 0.268 | dlogz: 340.228 > 0.109
iter: 213 | bound: 0 | nc: 3 | ncall: 754 | eff(%): 28.249 | loglstar: -inf < -362.123 < inf | logz: -369.256 +/- 0.257 | dlogz: 336.279 > 0.109
iter: 214 | bound: 0 | nc: 13 | ncall: 767 | eff(%): 27.901 | loglstar: -inf < -360.279 < inf | logz: -367.391 +/- 0.255 | dlogz: 334.204 > 0.109
iter: 215 | bound: 0 | nc: 5 | ncall: 772 | eff(%): 27.850 | loglstar: -inf < -339.545 < inf | logz: -346.982 +/- 0.272 | dlogz: 332.329 > 0.109
iter: 216 | bound: 0 | nc: 6 | ncall: 778 | eff(%): 27.763 | loglstar: -inf < -333.060 < inf | logz: -340.504 +/- 0.272 | dlogz: 311.910 > 0.109
iter: 217 | bound: 0 | nc: 8 | ncall: 786 | eff(%): 27.608 | loglstar: -inf < -328.577 < inf | logz: -336.012 +/- 0.270 | dlogz: 305.422 > 0.109
iter: 218 | bound: 0 | nc: 7 | ncall: 793 | eff(%): 27.491 | loglstar: -inf < -328.373 < inf | logz: -334.863 +/- 0.251 | dlogz: 300.920 > 0.109
iter: 219 | bound: 0 | nc: 5 | ncall: 798 | eff(%): 27.444 | loglstar: -inf < -326.179 < inf | logz: -333.313 +/- 0.254 | dlogz: 299.761 > 0.109
iter: 220 | bound: 0 | nc: 14 | ncall: 812 | eff(%): 27.094 | loglstar: -inf < -323.457 < inf | logz: -330.797 +/- 0.262 | dlogz: 298.201 > 0.109
iter: 221 | bound: 0 | nc: 7 | ncall: 819 | eff(%): 26.984 | loglstar: -inf < -306.448 < inf | logz: -313.945 +/- 0.273 | dlogz: 295.675 > 0.109
iter: 222 | bound: 0 | nc: 4 | ncall: 823 | eff(%): 26.974 | loglstar: -inf < -305.036 < inf | logz: -312.144 +/- 0.257 | dlogz: 278.813 > 0.109
iter: 223 | bound: 0 | nc: 3 | ncall: 826 | eff(%): 26.998 | loglstar: -inf < -294.555 < inf | logz: -302.073 +/- 0.273 | dlogz: 277.003 > 0.109
iter: 224 | bound: 0 | nc: 10 | ncall: 836 | eff(%): 26.794 | loglstar: -inf < -290.651 < inf | logz: -298.138 +/- 0.270 | dlogz: 266.921 > 0.109
iter: 225 | bound: 0 | nc: 6 | ncall: 842 | eff(%): 26.722 | loglstar: -inf < -288.744 < inf | logz: -296.015 +/- 0.260 | dlogz: 262.977 > 0.109
iter: 226 | bound: 0 | nc: 6 | ncall: 848 | eff(%): 26.651 | loglstar: -inf < -283.350 < inf | logz: -290.886 +/- 0.273 | dlogz: 260.844 > 0.109
iter: 227 | bound: 0 | nc: 3 | ncall: 851 | eff(%): 26.675 | loglstar: -inf < -280.531 < inf | logz: -287.974 +/- 0.266 | dlogz: 255.705 > 0.109
iter: 228 | bound: 0 | nc: 5 | ncall: 856 | eff(%): 26.636 | loglstar: -inf < -278.595 < inf | logz: -285.894 +/- 0.260 | dlogz: 252.783 > 0.109
iter: 229 | bound: 0 | nc: 22 | ncall: 878 | eff(%): 26.082 | loglstar: -inf < -273.238 < inf | logz: -280.804 +/- 0.273 | dlogz: 250.692 > 0.109
iter: 230 | bound: 0 | nc: 6 | ncall: 884 | eff(%): 26.018 | loglstar: -inf < -265.863 < inf | logz: -273.449 +/- 0.275 | dlogz: 245.593 > 0.109
iter: 231 | bound: 0 | nc: 2 | ncall: 886 | eff(%): 26.072 | loglstar: -inf < -256.003 < inf | logz: -263.600 +/- 0.275 | dlogz: 238.228 > 0.109
iter: 232 | bound: 0 | nc: 1 | ncall: 887 | eff(%): 26.156 | loglstar: -inf < -253.596 < inf | logz: -261.037 +/- 0.265 | dlogz: 228.369 > 0.109
iter: 233 | bound: 0 | nc: 1 | ncall: 888 | eff(%): 26.239 | loglstar: -inf < -252.825 < inf | logz: -259.741 +/- 0.253 | dlogz: 225.795 > 0.109
iter: 234 | bound: 0 | nc: 5 | ncall: 893 | eff(%): 26.204 | loglstar: -inf < -251.230 < inf | logz: -258.377 +/- 0.253 | dlogz: 224.490 > 0.109
iter: 235 | bound: 0 | nc: 15 | ncall: 908 | eff(%): 25.881 | loglstar: -inf < -250.396 < inf | logz: -257.270 +/- 0.248 | dlogz: 223.116 > 0.109
iter: 236 | bound: 0 | nc: 2 | ncall: 910 | eff(%): 25.934 | loglstar: -inf < -247.033 < inf | logz: -254.576 +/- 0.267 | dlogz: 221.999 > 0.109
iter: 237 | bound: 0 | nc: 35 | ncall: 945 | eff(%): 25.079 | loglstar: -inf < -245.773 < inf | logz: -252.958 +/- 0.257 | dlogz: 219.295 > 0.109
iter: 238 | bound: 0 | nc: 3 | ncall: 948 | eff(%): 25.105 | loglstar: -inf < -243.115 < inf | logz: -250.613 +/- 0.265 | dlogz: 217.668 > 0.109
iter: 239 | bound: 0 | nc: 3 | ncall: 951 | eff(%): 25.131 | loglstar: -inf < -239.564 < inf | logz: -247.180 +/- 0.271 | dlogz: 215.312 > 0.109
iter: 240 | bound: 0 | nc: 1 | ncall: 952 | eff(%): 25.210 | loglstar: -inf < -237.292 < inf | logz: -244.785 +/- 0.265 | dlogz: 211.869 > 0.109
iter: 241 | bound: 0 | nc: 18 | ncall: 970 | eff(%): 24.845 | loglstar: -inf < -234.600 < inf | logz: -242.156 +/- 0.267 | dlogz: 209.464 > 0.109
iter: 242 | bound: 0 | nc: 1 | ncall: 971 | eff(%): 24.923 | loglstar: -inf < -232.163 < inf | logz: -239.696 +/- 0.266 | dlogz: 206.825 > 0.109
iter: 243 | bound: 0 | nc: 14 | ncall: 985 | eff(%): 24.670 | loglstar: -inf < -230.669 < inf | logz: -237.984 +/- 0.259 | dlogz: 204.356 > 0.109
iter: 244 | bound: 0 | nc: 1 | ncall: 986 | eff(%): 24.746 | loglstar: -inf < -230.287 < inf | logz: -237.015 +/- 0.250 | dlogz: 202.633 > 0.109
iter: 245 | bound: 0 | nc: 6 | ncall: 992 | eff(%): 24.698 | loglstar: -inf < -220.725 < inf | logz: -228.460 +/- 0.277 | dlogz: 201.655 > 0.109
iter: 246 | bound: 0 | nc: 4 | ncall: 996 | eff(%): 24.699 | loglstar: -inf < -216.772 < inf | logz: -224.480 +/- 0.274 | dlogz: 193.090 > 0.109
iter: 247 | bound: 0 | nc: 21 | ncall: 1017 | eff(%): 24.287 | loglstar: -inf < -213.112 < inf | logz: -220.817 +/- 0.273 | dlogz: 189.100 > 0.109
iter: 248 | bound: 0 | nc: 7 | ncall: 1024 | eff(%): 24.219 | loglstar: -inf < -209.989 < inf | logz: -217.668 +/- 0.272 | dlogz: 185.427 > 0.109
iter: 249 | bound: 0 | nc: 9 | ncall: 1033 | eff(%): 24.105 | loglstar: -inf < -209.515 < inf | logz: -216.454 +/- 0.256 | dlogz: 193.012 > 0.109
iter: 250 | bound: 0 | nc: 16 | ncall: 1049 | eff(%): 23.832 | loglstar: -inf < -209.356 < inf | logz: -215.796 +/- 0.247 | dlogz: 191.788 > 0.109
iter: 251 | bound: 0 | nc: 5 | ncall: 1054 | eff(%): 23.814 | loglstar: -inf < -208.194 < inf | logz: -215.063 +/- 0.245 | dlogz: 191.119 > 0.109
iter: 252 | bound: 0 | nc: 8 | ncall: 1062 | eff(%): 23.729 | loglstar: -inf < -207.439 < inf | logz: -214.263 +/- 0.244 | dlogz: 190.377 > 0.109
iter: 253 | bound: 0 | nc: 6 | ncall: 1068 | eff(%): 23.689 | loglstar: -inf < -207.251 < inf | logz: -213.665 +/- 0.240 | dlogz: 189.567 > 0.109
iter: 254 | bound: 0 | nc: 10 | ncall: 1078 | eff(%): 23.562 | loglstar: -inf < -204.928 < inf | logz: -212.348 +/- 0.254 | dlogz: 188.959 > 0.109
iter: 255 | bound: 0 | nc: 9 | ncall: 1087 | eff(%): 23.459 | loglstar: -inf < -204.083 < inf | logz: -211.186 +/- 0.252 | dlogz: 187.632 > 0.109
iter: 256 | bound: 0 | nc: 1 | ncall: 1088 | eff(%): 23.529 | loglstar: -inf < -203.334 < inf | logz: -210.277 +/- 0.248 | dlogz: 186.460 > 0.109
iter: 257 | bound: 0 | nc: 33 | ncall: 1121 | eff(%): 22.926 | loglstar: -inf < -203.291 < inf | logz: -209.678 +/- 0.243 | dlogz: 185.541 > 0.109
iter: 258 | bound: 0 | nc: 2 | ncall: 1123 | eff(%): 22.974 | loglstar: -inf < -200.973 < inf | logz: -208.413 +/- 0.255 | dlogz: 184.931 > 0.109
iter: 259 | bound: 0 | nc: 24 | ncall: 1147 | eff(%): 22.581 | loglstar: -inf < -199.503 < inf | logz: -206.918 +/- 0.257 | dlogz: 183.657 > 0.109
iter: 260 | bound: 0 | nc: 9 | ncall: 1156 | eff(%): 22.491 | loglstar: -inf < -195.177 < inf | logz: -203.028 +/- 0.277 | dlogz: 182.152 > 0.109
iter: 261 | bound: 0 | nc: 41 | ncall: 1197 | eff(%): 21.805 | loglstar: -inf < -192.322 < inf | logz: -200.106 +/- 0.273 | dlogz: 178.252 > 0.109
iter: 262 | bound: 0 | nc: 4 | ncall: 1201 | eff(%): 21.815 | loglstar: -inf < -189.964 < inf | logz: -197.686 +/- 0.269 | dlogz: 175.320 > 0.109
iter: 263 | bound: 0 | nc: 1 | ncall: 1202 | eff(%): 21.880 | loglstar: -inf < -189.308 < inf | logz: -196.459 +/- 0.258 | dlogz: 172.890 > 0.109
iter: 264 | bound: 0 | nc: 4 | ncall: 1206 | eff(%): 21.891 | loglstar: -inf < -188.594 < inf | logz: -195.583 +/- 0.251 | dlogz: 171.653 > 0.109
iter: 265 | bound: 0 | nc: 13 | ncall: 1219 | eff(%): 21.739 | loglstar: -inf < -187.232 < inf | logz: -194.517 +/- 0.253 | dlogz: 170.767 > 0.109
iter: 266 | bound: 0 | nc: 18 | ncall: 1237 | eff(%): 21.504 | loglstar: -inf < -186.587 < inf | logz: -193.600 +/- 0.250 | dlogz: 169.691 > 0.109
iter: 267 | bound: 0 | nc: 2 | ncall: 1239 | eff(%): 21.550 | loglstar: -inf < -184.115 < inf | logz: -191.807 +/- 0.264 | dlogz: 168.764 > 0.109
iter: 268 | bound: 0 | nc: 27 | ncall: 1266 | eff(%): 21.169 | loglstar: -inf < -181.923 < inf | logz: -189.658 +/- 0.268 | dlogz: 166.962 > 0.109
iter: 269 | bound: 0 | nc: 3 | ncall: 1269 | eff(%): 21.198 | loglstar: -inf < -181.770 < inf | logz: -188.664 +/- 0.256 | dlogz: 164.803 > 0.109
iter: 270 | bound: 0 | nc: 28 | ncall: 1297 | eff(%): 20.817 | loglstar: -inf < -179.218 < inf | logz: -186.933 +/- 0.265 | dlogz: 163.798 > 0.109
iter: 271 | bound: 0 | nc: 30 | ncall: 1327 | eff(%): 20.422 | loglstar: -inf < -178.144 < inf | logz: -185.554 +/- 0.260 | dlogz: 162.057 > 0.109
iter: 272 | bound: 0 | nc: 4 | ncall: 1331 | eff(%): 20.436 | loglstar: -inf < -177.755 < inf | logz: -184.693 +/- 0.253 | dlogz: 160.669 > 0.109
iter: 273 | bound: 0 | nc: 5 | ncall: 1336 | eff(%): 20.434 | loglstar: -inf < -177.034 < inf | logz: -183.980 +/- 0.249 | dlogz: 159.798 > 0.109
iter: 274 | bound: 0 | nc: 21 | ncall: 1357 | eff(%): 20.192 | loglstar: -inf < -176.252 < inf | logz: -183.246 +/- 0.247 | dlogz: 159.074 > 0.109
iter: 275 | bound: 0 | nc: 39 | ncall: 1396 | eff(%): 19.699 | loglstar: -inf < -174.686 < inf | logz: -182.133 +/- 0.254 | dlogz: 158.331 > 0.109
iter: 276 | bound: 0 | nc: 10 | ncall: 1406 | eff(%): 19.630 | loglstar: -inf < -173.296 < inf | logz: -180.809 +/- 0.258 | dlogz: 157.208 > 0.109
iter: 277 | bound: 0 | nc: 14 | ncall: 1420 | eff(%): 19.507 | loglstar: -inf < -172.890 < inf | logz: -179.910 +/- 0.253 | dlogz: 155.873 > 0.109
iter: 278 | bound: 0 | nc: 6 | ncall: 1426 | eff(%): 19.495 | loglstar: -inf < -169.101 < inf | logz: -177.082 +/- 0.276 | dlogz: 154.965 > 0.109
iter: 279 | bound: 0 | nc: 31 | ncall: 1457 | eff(%): 19.149 | loglstar: -inf < -168.734 < inf | logz: -175.911 +/- 0.261 | dlogz: 152.127 > 0.109
iter: 280 | bound: 0 | nc: 5 | ncall: 1462 | eff(%): 19.152 | loglstar: -inf < -166.127 < inf | logz: -173.983 +/- 0.269 | dlogz: 150.946 > 0.109
iter: 281 | bound: 0 | nc: 1 | ncall: 1463 | eff(%): 19.207 | loglstar: -inf < -165.676 < inf | logz: -172.876 +/- 0.259 | dlogz: 149.008 > 0.109
iter: 282 | bound: 0 | nc: 5 | ncall: 1468 | eff(%): 19.210 | loglstar: -inf < -160.910 < inf | logz: -168.985 +/- 0.281 | dlogz: 147.891 > 0.109
iter: 283 | bound: 0 | nc: 5 | ncall: 1473 | eff(%): 19.212 | loglstar: -inf < -159.141 < inf | logz: -166.957 +/- 0.270 | dlogz: 143.990 > 0.109
iter: 284 | bound: 0 | nc: 6 | ncall: 1479 | eff(%): 19.202 | loglstar: -inf < -158.451 < inf | logz: -165.794 +/- 0.261 | dlogz: 141.952 > 0.109
iter: 285 | bound: 0 | nc: 2 | ncall: 1481 | eff(%): 19.244 | loglstar: -inf < -156.007 < inf | logz: -163.896 +/- 0.269 | dlogz: 140.779 > 0.109
iter: 286 | bound: 0 | nc: 36 | ncall: 1517 | eff(%): 18.853 | loglstar: -inf < -154.187 < inf | logz: -162.016 +/- 0.268 | dlogz: 138.871 > 0.109
iter: 287 | bound: 0 | nc: 4 | ncall: 1521 | eff(%): 18.869 | loglstar: -inf < -152.426 < inf | logz: -160.237 +/- 0.268 | dlogz: 136.981 > 0.109
iter: 288 | bound: 0 | nc: 5 | ncall: 1526 | eff(%): 18.873 | loglstar: -inf < -150.932 < inf | logz: -158.661 +/- 0.265 | dlogz: 135.192 > 0.109
iter: 289 | bound: 0 | nc: 2 | ncall: 1528 | eff(%): 18.914 | loglstar: -inf < -150.138 < inf | logz: -157.543 +/- 0.259 | dlogz: 133.607 > 0.109
iter: 290 | bound: 0 | nc: 9 | ncall: 1537 | eff(%): 18.868 | loglstar: -inf < -148.301 < inf | logz: -156.075 +/- 0.264 | dlogz: 132.479 > 0.109
iter: 291 | bound: 0 | nc: 1 | ncall: 1538 | eff(%): 18.921 | loglstar: -inf < -147.582 < inf | logz: -154.974 +/- 0.259 | dlogz: 131.000 > 0.109
iter: 292 | bound: 0 | nc: 30 | ncall: 1568 | eff(%): 18.622 | loglstar: -inf < -143.337 < inf | logz: -151.495 +/- 0.281 | dlogz: 129.890 > 0.109
iter: 293 | bound: 0 | nc: 15 | ncall: 1583 | eff(%): 18.509 | loglstar: -inf < -142.577 < inf | logz: -150.117 +/- 0.266 | dlogz: 126.401 > 0.109
iter: 294 | bound: 0 | nc: 3 | ncall: 1586 | eff(%): 18.537 | loglstar: -inf < -141.457 < inf | logz: -149.001 +/- 0.261 | dlogz: 125.013 > 0.109
iter: 295 | bound: 0 | nc: 7 | ncall: 1593 | eff(%): 18.519 | loglstar: -inf < -139.414 < inf | logz: -147.320 +/- 0.268 | dlogz: 123.887 > 0.109
iter: 296 | bound: 0 | nc: 5 | ncall: 1598 | eff(%): 18.523 | loglstar: -inf < -137.714 < inf | logz: -145.594 +/- 0.268 | dlogz: 122.196 > 0.109
iter: 297 | bound: 0 | nc: 4 | ncall: 1602 | eff(%): 18.539 | loglstar: -inf < -135.634 < inf | logz: -143.620 +/- 0.272 | dlogz: 120.459 > 0.109
iter: 298 | bound: 0 | nc: 47 | ncall: 1649 | eff(%): 18.072 | loglstar: -inf < -133.679 < inf | logz: -141.659 +/- 0.272 | dlogz: 118.476 > 0.109
iter: 299 | bound: 0 | nc: 6 | ncall: 1655 | eff(%): 18.066 | loglstar: -inf < -131.717 < inf | logz: -139.706 +/- 0.272 | dlogz: 116.505 > 0.109
iter: 300 | bound: 0 | nc: 23 | ncall: 1678 | eff(%): 17.878 | loglstar: -inf < -130.608 < inf | logz: -138.319 +/- 0.266 | dlogz: 114.542 > 0.109
iter: 301 | bound: 0 | nc: 64 | ncall: 1742 | eff(%): 17.279 | loglstar: -inf < -129.399 < inf | logz: -137.086 +/- 0.263 | dlogz: 113.737 > 0.109
iter: 302 | bound: 0 | nc: 40 | ncall: 1782 | eff(%): 16.947 | loglstar: -inf < -129.383 < inf | logz: -136.350 +/- 0.256 | dlogz: 112.495 > 0.109
iter: 303 | bound: 0 | nc: 4 | ncall: 1786 | eff(%): 16.965 | loglstar: -inf < -126.242 < inf | logz: -134.365 +/- 0.274 | dlogz: 111.748 > 0.109
iter: 304 | bound: 0 | nc: 17 | ncall: 1803 | eff(%): 16.861 | loglstar: -inf < -125.505 < inf | logz: -133.104 +/- 0.265 | dlogz: 109.754 > 0.109
iter: 305 | bound: 0 | nc: 12 | ncall: 1815 | eff(%): 16.804 | loglstar: -inf < -124.688 < inf | logz: -132.162 +/- 0.260 | dlogz: 108.483 > 0.109
iter: 306 | bound: 0 | nc: 85 | ncall: 1900 | eff(%): 16.105 | loglstar: -inf < -123.717 < inf | logz: -131.235 +/- 0.258 | dlogz: 107.530 > 0.109
iter: 307 | bound: 0 | nc: 16 | ncall: 1916 | eff(%): 16.023 | loglstar: -inf < -123.487 < inf | logz: -130.552 +/- 0.254 | dlogz: 106.594 > 0.109
iter: 308 | bound: 0 | nc: 4 | ncall: 1920 | eff(%): 16.042 | loglstar: -inf < -121.563 < inf | logz: -129.407 +/- 0.262 | dlogz: 105.901 > 0.109
iter: 309 | bound: 0 | nc: 13 | ncall: 1933 | eff(%): 15.986 | loglstar: -inf < -120.851 < inf | logz: -128.381 +/- 0.260 | dlogz: 104.746 > 0.109
iter: 310 | bound: 0 | nc: 2 | ncall: 1935 | eff(%): 16.021 | loglstar: -inf < -120.387 < inf | logz: -127.637 +/- 0.256 | dlogz: 103.710 > 0.109
iter: 311 | bound: 0 | nc: 23 | ncall: 1958 | eff(%): 15.884 | loglstar: -inf < -119.949 < inf | logz: -127.042 +/- 0.252 | dlogz: 102.956 > 0.109
iter: 312 | bound: 0 | nc: 4 | ncall: 1962 | eff(%): 15.902 | loglstar: -inf < -118.819 < inf | logz: -126.298 +/- 0.254 | dlogz: 102.351 > 0.109
iter: 313 | bound: 0 | nc: 6 | ncall: 1968 | eff(%): 15.904 | loglstar: -inf < -117.622 < inf | logz: -125.307 +/- 0.258 | dlogz: 101.597 > 0.109
iter: 314 | bound: 0 | nc: 19 | ncall: 1987 | eff(%): 15.803 | loglstar: -inf < -116.169 < inf | logz: -124.048 +/- 0.264 | dlogz: 100.596 > 0.109
iter: 315 | bound: 0 | nc: 20 | ncall: 2007 | eff(%): 15.695 | loglstar: -inf < -115.372 < inf | logz: -123.000 +/- 0.262 | dlogz: 99.327 > 0.109
iter: 316 | bound: 0 | nc: 11 | ncall: 2018 | eff(%): 15.659 | loglstar: -inf < -115.218 < inf | logz: -122.327 +/- 0.256 | dlogz: 98.269 > 0.109
iter: 317 | bound: 0 | nc: 25 | ncall: 2043 | eff(%): 15.516 | loglstar: -inf < -114.423 < inf | logz: -121.718 +/- 0.254 | dlogz: 97.587 > 0.109
iter: 318 | bound: 0 | nc: 22 | ncall: 2065 | eff(%): 15.400 | loglstar: -inf < -113.661 < inf | logz: -121.036 +/- 0.253 | dlogz: 96.967 > 0.109
iter: 319 | bound: 0 | nc: 35 | ncall: 2100 | eff(%): 15.190 | loglstar: -inf < -112.158 < inf | logz: -119.995 +/- 0.260 | dlogz: 96.276 > 0.109
iter: 320 | bound: 0 | nc: 3 | ncall: 2103 | eff(%): 15.216 | loglstar: -inf < -110.982 < inf | logz: -118.824 +/- 0.263 | dlogz: 95.224 > 0.109
iter: 321 | bound: 0 | nc: 22 | ncall: 2125 | eff(%): 15.106 | loglstar: -inf < -110.922 < inf | logz: -118.093 +/- 0.258 | dlogz: 94.043 > 0.109
iter: 322 | bound: 0 | nc: 31 | ncall: 2156 | eff(%): 14.935 | loglstar: -inf < -110.721 < inf | logz: -117.631 +/- 0.253 | dlogz: 93.303 > 0.109
iter: 323 | bound: 0 | nc: 3 | ncall: 2159 | eff(%): 14.961 | loglstar: -inf < -110.608 < inf | logz: -117.276 +/- 0.249 | dlogz: 92.831 > 0.109
iter: 324 | bound: 0 | nc: 15 | ncall: 2174 | eff(%): 14.903 | loglstar: -inf < -109.664 < inf | logz: -116.832 +/- 0.248 | dlogz: 92.465 > 0.109
iter: 325 | bound: 0 | nc: 10 | ncall: 2184 | eff(%): 14.881 | loglstar: -inf < -109.397 < inf | logz: -116.368 +/- 0.247 | dlogz: 92.011 > 0.109
iter: 326 | bound: 0 | nc: 1 | ncall: 2185 | eff(%): 14.920 | loglstar: -inf < -108.374 < inf | logz: -115.788 +/- 0.250 | dlogz: 91.538 > 0.109
iter: 327 | bound: 0 | nc: 10 | ncall: 2195 | eff(%): 14.897 | loglstar: -inf < -107.077 < inf | logz: -114.875 +/- 0.257 | dlogz: 90.948 > 0.109
iter: 328 | bound: 0 | nc: 6 | ncall: 2201 | eff(%): 14.902 | loglstar: -inf < -106.795 < inf | logz: -114.141 +/- 0.256 | dlogz: 90.025 > 0.109
iter: 329 | bound: 0 | nc: 1 | ncall: 2202 | eff(%): 14.941 | loglstar: -inf < -105.952 < inf | logz: -113.460 +/- 0.256 | dlogz: 89.281 > 0.109
iter: 330 | bound: 0 | nc: 5 | ncall: 2207 | eff(%): 14.952 | loglstar: -inf < -103.801 < inf | logz: -112.006 +/- 0.270 | dlogz: 88.590 > 0.109
iter: 331 | bound: 0 | nc: 6 | ncall: 2213 | eff(%): 14.957 | loglstar: -inf < -103.395 < inf | logz: -111.013 +/- 0.265 | dlogz: 87.126 > 0.109
iter: 332 | bound: 0 | nc: 33 | ncall: 2246 | eff(%): 14.782 | loglstar: -inf < -102.854 < inf | logz: -110.312 +/- 0.260 | dlogz: 86.123 > 0.109
iter: 333 | bound: 0 | nc: 3 | ncall: 2249 | eff(%): 14.807 | loglstar: -inf < -100.002 < inf | logz: -108.398 +/- 0.278 | dlogz: 85.412 > 0.109
iter: 334 | bound: 0 | nc: 10 | ncall: 2259 | eff(%): 14.785 | loglstar: -inf < -99.912 < inf | logz: -107.415 +/- 0.268 | dlogz: 83.488 > 0.109
iter: 335 | bound: 0 | nc: 4 | ncall: 2263 | eff(%): 14.803 | loglstar: -inf < -99.058 < inf | logz: -106.681 +/- 0.263 | dlogz: 82.495 > 0.109
iter: 336 | bound: 0 | nc: 59 | ncall: 2322 | eff(%): 14.470 | loglstar: -inf < -98.614 < inf | logz: -106.027 +/- 0.259 | dlogz: 81.752 > 0.109
iter: 337 | bound: 0 | nc: 13 | ncall: 2335 | eff(%): 14.433 | loglstar: -inf < -97.401 < inf | logz: -105.210 +/- 0.261 | dlogz: 81.087 > 0.109
iter: 338 | bound: 0 | nc: 41 | ncall: 2376 | eff(%): 14.226 | loglstar: -inf < -96.979 < inf | logz: -104.479 +/- 0.259 | dlogz: 80.260 > 0.109
iter: 339 | bound: 0 | nc: 8 | ncall: 2384 | eff(%): 14.220 | loglstar: -inf < -96.815 < inf | logz: -103.963 +/- 0.256 | dlogz: 79.520 > 0.109
iter: 340 | bound: 0 | nc: 20 | ncall: 2404 | eff(%): 14.143 | loglstar: -inf < -95.943 < inf | logz: -103.414 +/- 0.255 | dlogz: 78.994 > 0.109
iter: 341 | bound: 0 | nc: 18 | ncall: 2422 | eff(%): 14.079 | loglstar: -inf < -92.885 < inf | logz: -101.389 +/- 0.280 | dlogz: 78.434 > 0.109
iter: 342 | bound: 0 | nc: 9 | ncall: 2431 | eff(%): 14.068 | loglstar: -inf < -92.110 < inf | logz: -100.107 +/- 0.272 | dlogz: 76.399 > 0.109
iter: 343 | bound: 0 | nc: 64 | ncall: 2495 | eff(%): 13.747 | loglstar: -inf < -90.763 < inf | logz: -98.891 +/- 0.271 | dlogz: 75.108 > 0.109
iter: 344 | bound: 0 | nc: 34 | ncall: 2529 | eff(%): 13.602 | loglstar: -inf < -90.670 < inf | logz: -98.122 +/- 0.264 | dlogz: 73.882 > 0.109
iter: 345 | bound: 0 | nc: 15 | ncall: 2544 | eff(%): 13.561 | loglstar: -inf < -90.036 < inf | logz: -97.532 +/- 0.260 | dlogz: 73.102 > 0.109
iter: 346 | bound: 0 | nc: 24 | ncall: 2568 | eff(%): 13.474 | loglstar: -inf < -89.252 < inf | logz: -96.881 +/- 0.259 | dlogz: 72.503 > 0.109
iter: 347 | bound: 0 | nc: 21 | ncall: 2589 | eff(%): 13.403 | loglstar: -inf < -86.837 < inf | logz: -95.278 +/- 0.275 | dlogz: 71.841 > 0.109
iter: 348 | bound: 0 | nc: 11 | ncall: 2600 | eff(%): 13.385 | loglstar: -inf < -86.700 < inf | logz: -94.338 +/- 0.268 | dlogz: 70.229 > 0.109
iter: 349 | bound: 0 | nc: 6 | ncall: 2606 | eff(%): 13.392 | loglstar: -inf < -86.330 < inf | logz: -93.757 +/- 0.262 | dlogz: 69.279 > 0.109
iter: 350 | bound: 0 | nc: 36 | ncall: 2642 | eff(%): 13.248 | loglstar: -inf < -86.178 < inf | logz: -93.313 +/- 0.258 | dlogz: 68.688 > 0.109
iter: 351 | bound: 0 | nc: 6 | ncall: 2648 | eff(%): 13.255 | loglstar: -inf < -85.290 < inf | logz: -92.809 +/- 0.256 | dlogz: 68.234 > 0.109
iter: 352 | bound: 0 | nc: 6 | ncall: 2654 | eff(%): 13.263 | loglstar: -inf < -84.486 < inf | logz: -92.169 +/- 0.257 | dlogz: 67.720 > 0.109
iter: 353 | bound: 0 | nc: 10 | ncall: 2664 | eff(%): 13.251 | loglstar: -inf < -84.107 < inf | logz: -91.583 +/- 0.257 | dlogz: 67.070 > 0.109
iter: 354 | bound: 0 | nc: 24 | ncall: 2688 | eff(%): 13.170 | loglstar: -inf < -83.996 < inf | logz: -91.143 +/- 0.255 | dlogz: 66.474 > 0.109
iter: 355 | bound: 0 | nc: 37 | ncall: 2725 | eff(%): 13.028 | loglstar: -inf < -81.488 < inf | logz: -89.900 +/- 0.271 | dlogz: 66.025 > 0.109
iter: 356 | bound: 0 | nc: 20 | ncall: 2745 | eff(%): 12.969 | loglstar: -inf < -80.196 < inf | logz: -88.508 +/- 0.274 | dlogz: 64.771 > 0.109
iter: 357 | bound: 0 | nc: 41 | ncall: 2786 | eff(%): 12.814 | loglstar: -inf < -79.558 < inf | logz: -87.519 +/- 0.269 | dlogz: 63.369 > 0.109
iter: 358 | bound: 0 | nc: 70 | ncall: 2856 | eff(%): 12.535 | loglstar: -inf < -79.453 < inf | logz: -86.900 +/- 0.264 | dlogz: 62.371 > 0.109
iter: 359 | bound: 0 | nc: 19 | ncall: 2875 | eff(%): 12.487 | loglstar: -inf < -77.660 < inf | logz: -85.911 +/- 0.269 | dlogz: 61.741 > 0.109
iter: 360 | bound: 0 | nc: 58 | ncall: 2933 | eff(%): 12.274 | loglstar: -inf < -76.841 < inf | logz: -84.903 +/- 0.268 | dlogz: 60.742 > 0.109
iter: 361 | bound: 0 | nc: 29 | ncall: 2962 | eff(%): 12.188 | loglstar: -inf < -75.071 < inf | logz: -83.517 +/- 0.275 | dlogz: 59.724 > 0.109
iter: 362 | bound: 0 | nc: 46 | ncall: 3008 | eff(%): 12.035 | loglstar: -inf < -74.537 < inf | logz: -82.517 +/- 0.270 | dlogz: 58.328 > 0.109
iter: 363 | bound: 0 | nc: 6 | ncall: 3014 | eff(%): 12.044 | loglstar: -inf < -73.578 < inf | logz: -81.632 +/- 0.268 | dlogz: 57.318 > 0.109
iter: 364 | bound: 0 | nc: 12 | ncall: 3026 | eff(%): 12.029 | loglstar: -inf < -73.282 < inf | logz: -80.946 +/- 0.265 | dlogz: 56.423 > 0.109
iter: 365 | bound: 0 | nc: 24 | ncall: 3050 | eff(%): 11.967 | loglstar: -inf < -73.083 < inf | logz: -80.460 +/- 0.261 | dlogz: 55.727 > 0.109
iter: 366 | bound: 0 | nc: 38 | ncall: 3088 | eff(%): 11.852 | loglstar: -inf < -72.593 < inf | logz: -80.021 +/- 0.258 | dlogz: 55.232 > 0.109
iter: 367 | bound: 0 | nc: 20 | ncall: 3108 | eff(%): 11.808 | loglstar: -inf < -72.394 < inf | logz: -79.626 +/- 0.256 | dlogz: 54.783 > 0.109
iter: 368 | bound: 0 | nc: 16 | ncall: 3124 | eff(%): 11.780 | loglstar: -inf < -71.979 < inf | logz: -79.257 +/- 0.254 | dlogz: 54.378 > 0.109
iter: 369 | bound: 0 | nc: 26 | ncall: 3150 | eff(%): 11.714 | loglstar: -inf < -71.539 < inf | logz: -78.871 +/- 0.253 | dlogz: 53.998 > 0.109
iter: 370 | bound: 0 | nc: 68 | ncall: 3218 | eff(%): 11.498 | loglstar: -inf < -71.379 < inf | logz: -78.522 +/- 0.252 | dlogz: 53.603 > 0.109
iter: 371 | bound: 0 | nc: 38 | ncall: 3256 | eff(%): 11.394 | loglstar: -inf < -71.236 < inf | logz: -78.229 +/- 0.250 | dlogz: 53.244 > 0.109
iter: 372 | bound: 0 | nc: 4 | ncall: 3260 | eff(%): 11.411 | loglstar: -inf < -70.721 < inf | logz: -77.922 +/- 0.250 | dlogz: 52.941 > 0.109
iter: 373 | bound: 0 | nc: 22 | ncall: 3282 | eff(%): 11.365 | loglstar: -inf < -70.453 < inf | logz: -77.602 +/- 0.249 | dlogz: 52.624 > 0.109
iter: 374 | bound: 0 | nc: 7 | ncall: 3289 | eff(%): 11.371 | loglstar: -inf < -69.397 < inf | logz: -77.134 +/- 0.252 | dlogz: 52.294 > 0.109
iter: 375 | bound: 0 | nc: 7 | ncall: 3296 | eff(%): 11.377 | loglstar: -inf < -68.761 < inf | logz: -76.550 +/- 0.256 | dlogz: 51.816 > 0.109
iter: 376 | bound: 0 | nc: 36 | ncall: 3332 | eff(%): 11.285 | loglstar: -inf < -68.742 < inf | logz: -76.094 +/- 0.256 | dlogz: 51.222 > 0.109
iter: 377 | bound: 0 | nc: 26 | ncall: 3358 | eff(%): 11.227 | loglstar: -inf < -68.504 < inf | logz: -75.746 +/- 0.254 | dlogz: 50.756 > 0.109
iter: 378 | bound: 0 | nc: 61 | ncall: 3419 | eff(%): 11.056 | loglstar: -inf < -68.475 < inf | logz: -75.461 +/- 0.252 | dlogz: 50.398 > 0.109
iter: 379 | bound: 0 | nc: 1 | ncall: 3420 | eff(%): 11.082 | loglstar: -inf < -68.401 < inf | logz: -75.231 +/- 0.250 | dlogz: 50.104 > 0.109
iter: 380 | bound: 0 | nc: 7 | ncall: 3427 | eff(%): 11.088 | loglstar: -inf < -67.451 < inf | logz: -74.910 +/- 0.251 | dlogz: 49.864 > 0.109
iter: 381 | bound: 0 | nc: 49 | ncall: 3476 | eff(%): 10.961 | loglstar: -inf < -66.974 < inf | logz: -74.497 +/- 0.252 | dlogz: 49.533 > 0.109
iter: 382 | bound: 0 | nc: 8 | ncall: 3484 | eff(%): 10.964 | loglstar: -inf < -66.672 < inf | logz: -74.101 +/- 0.253 | dlogz: 49.110 > 0.109
iter: 383 | bound: 0 | nc: 24 | ncall: 3508 | eff(%): 10.918 | loglstar: -inf < -66.503 < inf | logz: -73.759 +/- 0.252 | dlogz: 48.703 > 0.109
iter: 384 | bound: 0 | nc: 130 | ncall: 3638 | eff(%): 10.555 | loglstar: -inf < -66.359 < inf | logz: -73.471 +/- 0.251 | dlogz: 48.352 > 0.109
iter: 385 | bound: 0 | nc: 11 | ncall: 3649 | eff(%): 10.551 | loglstar: -inf < -66.014 < inf | logz: -73.193 +/- 0.250 | dlogz: 48.053 > 0.109
iter: 386 | bound: 0 | nc: 23 | ncall: 3672 | eff(%): 10.512 | loglstar: -inf < -66.003 < inf | logz: -72.943 +/- 0.249 | dlogz: 47.765 > 0.109
iter: 387 | bound: 0 | nc: 119 | ncall: 3791 | eff(%): 10.208 | loglstar: -inf < -65.988 < inf | logz: -72.743 +/- 0.248 | dlogz: 47.506 > 0.109
iter: 388 | bound: 0 | nc: 15 | ncall: 3806 | eff(%): 10.194 | loglstar: -inf < -64.840 < inf | logz: -72.425 +/- 0.249 | dlogz: 47.296 > 0.109
iter: 389 | bound: 0 | nc: 13 | ncall: 3819 | eff(%): 10.186 | loglstar: -inf < -64.820 < inf | logz: -72.078 +/- 0.250 | dlogz: 46.968 > 0.109
iter: 390 | bound: 0 | nc: 51 | ncall: 3870 | eff(%): 10.078 | loglstar: -inf < -64.644 < inf | logz: -71.800 +/- 0.250 | dlogz: 46.611 > 0.109
iter: 391 | bound: 0 | nc: 42 | ncall: 3912 | eff(%): 9.995 | loglstar: -inf < -64.093 < inf | logz: -71.494 +/- 0.250 | dlogz: 46.323 > 0.109
iter: 392 | bound: 1 | nc: 33 | ncall: 3945 | eff(%): 9.937 | loglstar: -inf < -63.877 < inf | logz: -71.178 +/- 0.251 | dlogz: 46.007 > 0.109
iter: 393 | bound: 1 | nc: 11 | ncall: 3956 | eff(%): 9.934 | loglstar: -inf < -61.411 < inf | logz: -70.114 +/- 0.271 | dlogz: 45.681 > 0.109
iter: 394 | bound: 1 | nc: 4 | ncall: 3960 | eff(%): 9.949 | loglstar: -inf < -61.023 < inf | logz: -69.207 +/- 0.271 | dlogz: 44.608 > 0.109
iter: 395 | bound: 1 | nc: 15 | ncall: 3975 | eff(%): 9.937 | loglstar: -inf < -60.587 < inf | logz: -68.568 +/- 0.269 | dlogz: 43.690 > 0.109
iter: 396 | bound: 1 | nc: 28 | ncall: 4003 | eff(%): 9.893 | loglstar: -inf < -60.267 < inf | logz: -68.051 +/- 0.266 | dlogz: 43.041 > 0.109
iter: 397 | bound: 1 | nc: 5 | ncall: 4008 | eff(%): 9.905 | loglstar: -inf < -59.798 < inf | logz: -67.581 +/- 0.264 | dlogz: 42.515 > 0.109
iter: 398 | bound: 1 | nc: 5 | ncall: 4013 | eff(%): 9.918 | loglstar: -inf < -59.332 < inf | logz: -67.115 +/- 0.263 | dlogz: 42.034 > 0.109
iter: 399 | bound: 1 | nc: 12 | ncall: 4025 | eff(%): 9.913 | loglstar: -inf < -59.249 < inf | logz: -66.728 +/- 0.261 | dlogz: 41.558 > 0.109
iter: 400 | bound: 1 | nc: 7 | ncall: 4032 | eff(%): 9.921 | loglstar: -inf < -59.144 < inf | logz: -66.429 +/- 0.258 | dlogz: 41.162 > 0.109
iter: 401 | bound: 1 | nc: 3 | ncall: 4035 | eff(%): 9.938 | loglstar: -inf < -58.941 < inf | logz: -66.166 +/- 0.256 | dlogz: 40.852 > 0.109
iter: 402 | bound: 1 | nc: 9 | ncall: 4044 | eff(%): 9.941 | loglstar: -inf < -58.834 < inf | logz: -65.930 +/- 0.255 | dlogz: 40.580 > 0.109
iter: 403 | bound: 2 | nc: 72 | ncall: 4116 | eff(%): 9.791 | loglstar: -inf < -58.587 < inf | logz: -65.708 +/- 0.253 | dlogz: 40.334 > 0.109
iter: 404 | bound: 2 | nc: 44 | ncall: 4160 | eff(%): 9.712 | loglstar: -inf < -58.507 < inf | logz: -65.500 +/- 0.252 | dlogz: 40.101 > 0.109
iter: 405 | bound: 2 | nc: 9 | ncall: 4169 | eff(%): 9.715 | loglstar: -inf < -58.452 < inf | logz: -65.318 +/- 0.250 | dlogz: 39.883 > 0.109
iter: 406 | bound: 2 | nc: 1 | ncall: 4170 | eff(%): 9.736 | loglstar: -inf < -57.954 < inf | logz: -65.117 +/- 0.249 | dlogz: 39.692 > 0.109
iter: 407 | bound: 2 | nc: 17 | ncall: 4187 | eff(%): 9.721 | loglstar: -inf < -57.811 < inf | logz: -64.900 +/- 0.249 | dlogz: 39.480 > 0.109
iter: 408 | bound: 2 | nc: 19 | ncall: 4206 | eff(%): 9.700 | loglstar: -inf < -57.779 < inf | logz: -64.709 +/- 0.248 | dlogz: 39.253 > 0.109
iter: 409 | bound: 3 | nc: 28 | ncall: 4234 | eff(%): 9.660 | loglstar: -inf < -57.585 < inf | logz: -64.532 +/- 0.247 | dlogz: 39.053 > 0.109
iter: 410 | bound: 3 | nc: 39 | ncall: 4273 | eff(%): 9.595 | loglstar: -inf < -57.543 < inf | logz: -64.367 +/- 0.247 | dlogz: 38.866 > 0.109
iter: 411 | bound: 3 | nc: 30 | ncall: 4303 | eff(%): 9.551 | loglstar: -inf < -57.217 < inf | logz: -64.198 +/- 0.246 | dlogz: 38.691 > 0.109
iter: 412 | bound: 3 | nc: 11 | ncall: 4314 | eff(%): 9.550 | loglstar: -inf < -57.117 < inf | logz: -64.026 +/- 0.246 | dlogz: 38.512 > 0.109
iter: 413 | bound: 3 | nc: 8 | ncall: 4322 | eff(%): 9.556 | loglstar: -inf < -57.105 < inf | logz: -63.873 +/- 0.245 | dlogz: 38.330 > 0.109
iter: 414 | bound: 4 | nc: 33 | ncall: 4355 | eff(%): 9.506 | loglstar: -inf < -56.367 < inf | logz: -63.675 +/- 0.245 | dlogz: 38.167 > 0.109
iter: 415 | bound: 4 | nc: 19 | ncall: 4374 | eff(%): 9.488 | loglstar: -inf < -56.313 < inf | logz: -63.455 +/- 0.246 | dlogz: 37.959 > 0.109
iter: 416 | bound: 4 | nc: 3 | ncall: 4377 | eff(%): 9.504 | loglstar: -inf < -55.041 < inf | logz: -63.076 +/- 0.251 | dlogz: 37.729 > 0.109
iter: 417 | bound: 4 | nc: 2 | ncall: 4379 | eff(%): 9.523 | loglstar: -inf < -54.865 < inf | logz: -62.649 +/- 0.255 | dlogz: 37.341 > 0.109
iter: 418 | bound: 4 | nc: 21 | ncall: 4400 | eff(%): 9.500 | loglstar: -inf < -53.759 < inf | logz: -62.086 +/- 0.262 | dlogz: 36.903 > 0.109
iter: 419 | bound: 4 | nc: 5 | ncall: 4405 | eff(%): 9.512 | loglstar: -inf < -53.449 < inf | logz: -61.524 +/- 0.264 | dlogz: 36.331 > 0.109
iter: 420 | bound: 5 | nc: 54 | ncall: 4459 | eff(%): 9.419 | loglstar: -inf < -52.487 < inf | logz: -60.887 +/- 0.268 | dlogz: 35.758 > 0.109
iter: 421 | bound: 5 | nc: 73 | ncall: 4532 | eff(%): 9.289 | loglstar: -inf < -52.184 < inf | logz: -60.303 +/- 0.268 | dlogz: 35.112 > 0.109
iter: 422 | bound: 6 | nc: 178 | ncall: 4710 | eff(%): 8.960 | loglstar: -inf < -52.182 < inf | logz: -59.895 +/- 0.266 | dlogz: 34.518 > 0.109
iter: 423 | bound: 6 | nc: 22 | ncall: 4732 | eff(%): 8.939 | loglstar: -inf < -52.002 < inf | logz: -59.584 +/- 0.264 | dlogz: 34.099 > 0.109
iter: 424 | bound: 6 | nc: 22 | ncall: 4754 | eff(%): 8.919 | loglstar: -inf < -51.985 < inf | logz: -59.328 +/- 0.261 | dlogz: 33.778 > 0.109
iter: 425 | bound: 6 | nc: 36 | ncall: 4790 | eff(%): 8.873 | loglstar: -inf < -51.444 < inf | logz: -59.061 +/- 0.260 | dlogz: 33.513 > 0.109
iter: 426 | bound: 6 | nc: 11 | ncall: 4801 | eff(%): 8.873 | loglstar: -inf < -51.414 < inf | logz: -58.801 +/- 0.259 | dlogz: 33.236 > 0.109
iter: 427 | bound: 7 | nc: 63 | ncall: 4864 | eff(%): 8.779 | loglstar: -inf < -51.399 < inf | logz: -58.592 +/- 0.257 | dlogz: 32.965 > 0.109
iter: 428 | bound: 7 | nc: 1 | ncall: 4865 | eff(%): 8.798 | loglstar: -inf < -51.347 < inf | logz: -58.415 +/- 0.255 | dlogz: 32.746 > 0.109
iter: 429 | bound: 7 | nc: 15 | ncall: 4880 | eff(%): 8.791 | loglstar: -inf < -51.185 < inf | logz: -58.251 +/- 0.254 | dlogz: 32.560 > 0.109
iter: 430 | bound: 7 | nc: 21 | ncall: 4901 | eff(%): 8.774 | loglstar: -inf < -51.123 < inf | logz: -58.096 +/- 0.253 | dlogz: 32.385 > 0.109
iter: 431 | bound: 8 | nc: 116 | ncall: 5017 | eff(%): 8.591 | loglstar: -inf < -50.871 < inf | logz: -57.941 +/- 0.252 | dlogz: 32.221 > 0.109
iter: 432 | bound: 8 | nc: 6 | ncall: 5023 | eff(%): 8.600 | loglstar: -inf < -50.807 < inf | logz: -57.788 +/- 0.251 | dlogz: 32.056 > 0.109
iter: 433 | bound: 8 | nc: 23 | ncall: 5046 | eff(%): 8.581 | loglstar: -inf < -50.800 < inf | logz: -57.652 +/- 0.250 | dlogz: 31.893 > 0.109
iter: 434 | bound: 9 | nc: 92 | ncall: 5138 | eff(%): 8.447 | loglstar: -inf < -50.337 < inf | logz: -57.501 +/- 0.249 | dlogz: 31.747 > 0.109
iter: 435 | bound: 9 | nc: 84 | ncall: 5222 | eff(%): 8.330 | loglstar: -inf < -50.328 < inf | logz: -57.343 +/- 0.249 | dlogz: 31.586 > 0.109
iter: 436 | bound: 10 | nc: 55 | ncall: 5277 | eff(%): 8.262 | loglstar: -inf < -50.169 < inf | logz: -57.197 +/- 0.248 | dlogz: 31.418 > 0.109
iter: 437 | bound: 10 | nc: 8 | ncall: 5285 | eff(%): 8.269 | loglstar: -inf < -48.957 < inf | logz: -56.921 +/- 0.251 | dlogz: 44.878 > 0.109
iter: 438 | bound: 10 | nc: 16 | ncall: 5301 | eff(%): 8.263 | loglstar: -inf < -48.266 < inf | logz: -56.482 +/- 0.257 | dlogz: 44.592 > 0.109
iter: 439 | bound: 10 | nc: 16 | ncall: 5317 | eff(%): 8.257 | loglstar: -inf < -47.952 < inf | logz: -56.040 +/- 0.261 | dlogz: 44.144 > 0.109
iter: 440 | bound: 10 | nc: 3 | ncall: 5320 | eff(%): 8.271 | loglstar: -inf < -47.270 < inf | logz: -55.565 +/- 0.264 | dlogz: 43.692 > 0.109
iter: 441 | bound: 10 | nc: 15 | ncall: 5335 | eff(%): 8.266 | loglstar: -inf < -47.106 < inf | logz: -55.132 +/- 0.265 | dlogz: 43.207 > 0.109
iter: 442 | bound: 10 | nc: 2 | ncall: 5337 | eff(%): 8.282 | loglstar: -inf < -47.082 < inf | logz: -54.809 +/- 0.264 | dlogz: 42.764 > 0.109
iter: 443 | bound: 10 | nc: 16 | ncall: 5353 | eff(%): 8.276 | loglstar: -inf < -46.557 < inf | logz: -54.493 +/- 0.263 | dlogz: 42.431 > 0.109
iter: 444 | bound: 10 | nc: 1 | ncall: 5354 | eff(%): 8.293 | loglstar: -inf < -46.217 < inf | logz: -54.153 +/- 0.263 | dlogz: 42.105 > 0.109
iter: 445 | bound: 10 | nc: 7 | ncall: 5361 | eff(%): 8.301 | loglstar: -inf < -45.672 < inf | logz: -53.778 +/- 0.264 | dlogz: 41.755 > 0.109
iter: 446 | bound: 10 | nc: 1 | ncall: 5362 | eff(%): 8.318 | loglstar: -inf < -45.629 < inf | logz: -53.441 +/- 0.264 | dlogz: 41.370 > 0.109
iter: 447 | bound: 11 | nc: 22 | ncall: 5384 | eff(%): 8.302 | loglstar: -inf < -45.563 < inf | logz: -53.179 +/- 0.262 | dlogz: 41.023 > 0.109
iter: 448 | bound: 11 | nc: 21 | ncall: 5405 | eff(%): 8.289 | loglstar: -inf < -45.252 < inf | logz: -52.934 +/- 0.261 | dlogz: 40.752 > 0.109
iter: 449 | bound: 11 | nc: 33 | ncall: 5438 | eff(%): 8.257 | loglstar: -inf < -45.239 < inf | logz: -52.710 +/- 0.260 | dlogz: 40.496 > 0.109
iter: 450 | bound: 11 | nc: 7 | ncall: 5445 | eff(%): 8.264 | loglstar: -inf < -44.904 < inf | logz: -52.496 +/- 0.259 | dlogz: 40.263 > 0.109
iter: 451 | bound: 11 | nc: 11 | ncall: 5456 | eff(%): 8.266 | loglstar: -inf < -44.856 < inf | logz: -52.290 +/- 0.258 | dlogz: 40.038 > 0.109
iter: 452 | bound: 12 | nc: 204 | ncall: 5660 | eff(%): 7.986 | loglstar: -inf < -44.676 < inf | logz: -52.102 +/- 0.258 | dlogz: 39.822 > 0.109
iter: 453 | bound: 12 | nc: 11 | ncall: 5671 | eff(%): 7.988 | loglstar: -inf < -44.462 < inf | logz: -51.914 +/- 0.257 | dlogz: 39.624 > 0.109
iter: 454 | bound: 13 | nc: 176 | ncall: 5847 | eff(%): 7.765 | loglstar: -inf < -44.265 < inf | logz: -51.724 +/- 0.256 | dlogz: 39.426 > 0.109
iter: 455 | bound: 13 | nc: 23 | ncall: 5870 | eff(%): 7.751 | loglstar: -inf < -44.046 < inf | logz: -51.533 +/- 0.256 | dlogz: 39.227 > 0.109
iter: 456 | bound: 13 | nc: 16 | ncall: 5886 | eff(%): 7.747 | loglstar: -inf < -43.662 < inf | logz: -51.322 +/- 0.256 | dlogz: 39.026 > 0.109
iter: 457 | bound: 14 | nc: 453 | ncall: 6339 | eff(%): 7.209 | loglstar: -inf < -43.284 < inf | logz: -51.078 +/- 0.257 | dlogz: 38.804 > 0.109
iter: 458 | bound: 14 | nc: 41 | ncall: 6380 | eff(%): 7.179 | loglstar: -inf < -43.200 < inf | logz: -50.842 +/- 0.257 | dlogz: 38.550 > 0.109
iter: 459 | bound: 14 | nc: 8 | ncall: 6388 | eff(%): 7.185 | loglstar: -inf < -43.186 < inf | logz: -50.645 +/- 0.257 | dlogz: 38.305 > 0.109
iter: 460 | bound: 15 | nc: 76 | ncall: 6464 | eff(%): 7.116 | loglstar: -inf < -43.145 < inf | logz: -50.477 +/- 0.256 | dlogz: 38.098 > 0.109
iter: 461 | bound: 15 | nc: 1 | ncall: 6465 | eff(%): 7.131 | loglstar: -inf < -43.134 < inf | logz: -50.332 +/- 0.255 | dlogz: 37.920 > 0.109
iter: 462 | bound: 15 | nc: 24 | ncall: 6489 | eff(%): 7.120 | loglstar: -inf < -42.803 < inf | logz: -50.183 +/- 0.255 | dlogz: 37.765 > 0.109
iter: 463 | bound: 15 | nc: 64 | ncall: 6553 | eff(%): 7.065 | loglstar: -inf < -42.751 < inf | logz: -50.031 +/- 0.254 | dlogz: 37.606 > 0.109
iter: 464 | bound: 16 | nc: 16 | ncall: 6569 | eff(%): 7.063 | loglstar: -inf < -42.594 < inf | logz: -49.886 +/- 0.254 | dlogz: 37.444 > 0.109
iter: 465 | bound: 16 | nc: 28 | ncall: 6597 | eff(%): 7.049 | loglstar: -inf < -42.510 < inf | logz: -49.746 +/- 0.253 | dlogz: 37.289 > 0.109
iter: 466 | bound: 16 | nc: 20 | ncall: 6617 | eff(%): 7.042 | loglstar: -inf < -42.460 < inf | logz: -49.617 +/- 0.252 | dlogz: 37.139 > 0.109
iter: 467 | bound: 16 | nc: 40 | ncall: 6657 | eff(%): 7.015 | loglstar: -inf < -42.066 < inf | logz: -49.475 +/- 0.252 | dlogz: 37.000 > 0.109
iter: 468 | bound: 17 | nc: 14 | ncall: 6671 | eff(%): 7.015 | loglstar: -inf < -42.006 < inf | logz: -49.325 +/- 0.252 | dlogz: 36.848 > 0.109
iter: 469 | bound: 17 | nc: 29 | ncall: 6700 | eff(%): 7.000 | loglstar: -inf < -41.968 < inf | logz: -49.190 +/- 0.252 | dlogz: 36.688 > 0.109
iter: 470 | bound: 17 | nc: 26 | ncall: 6726 | eff(%): 6.988 | loglstar: -inf < -41.930 < inf | logz: -49.068 +/- 0.251 | dlogz: 36.543 > 0.109
iter: 471 | bound: 18 | nc: 103 | ncall: 6829 | eff(%): 6.897 | loglstar: -inf < -41.598 < inf | logz: -48.938 +/- 0.251 | dlogz: 36.411 > 0.109
iter: 472 | bound: 18 | nc: 27 | ncall: 6856 | eff(%): 6.884 | loglstar: -inf < -41.389 < inf | logz: -48.792 +/- 0.251 | dlogz: 36.271 > 0.109
iter: 473 | bound: 18 | nc: 6 | ncall: 6862 | eff(%): 6.893 | loglstar: -inf < -41.135 < inf | logz: -48.635 +/- 0.252 | dlogz: 36.115 > 0.109
iter: 474 | bound: 19 | nc: 100 | ncall: 6962 | eff(%): 6.808 | loglstar: -inf < -40.691 < inf | logz: -48.447 +/- 0.253 | dlogz: 35.949 > 0.109
iter: 475 | bound: 19 | nc: 5 | ncall: 6967 | eff(%): 6.818 | loglstar: -inf < -40.669 < inf | logz: -48.257 +/- 0.254 | dlogz: 35.751 > 0.109
iter: 476 | bound: 19 | nc: 30 | ncall: 6997 | eff(%): 6.803 | loglstar: -inf < -40.588 < inf | logz: -48.091 +/- 0.254 | dlogz: 35.551 > 0.109
iter: 477 | bound: 19 | nc: 39 | ncall: 7036 | eff(%): 6.779 | loglstar: -inf < -40.470 < inf | logz: -47.936 +/- 0.254 | dlogz: 35.375 > 0.109
iter: 478 | bound: 19 | nc: 6 | ncall: 7042 | eff(%): 6.788 | loglstar: -inf < -40.349 < inf | logz: -47.788 +/- 0.254 | dlogz: 35.210 > 0.109
iter: 479 | bound: 19 | nc: 2 | ncall: 7044 | eff(%): 6.800 | loglstar: -inf < -40.260 < inf | logz: -47.647 +/- 0.254 | dlogz: 35.052 > 0.109
iter: 480 | bound: 20 | nc: 32 | ncall: 7076 | eff(%): 6.783 | loglstar: -inf < -40.199 < inf | logz: -47.516 +/- 0.253 | dlogz: 34.901 > 0.109
iter: 481 | bound: 20 | nc: 91 | ncall: 7167 | eff(%): 6.711 | loglstar: -inf < -40.025 < inf | logz: -47.387 +/- 0.253 | dlogz: 34.759 > 0.109
iter: 482 | bound: 21 | nc: 131 | ncall: 7298 | eff(%): 6.605 | loglstar: -inf < -39.972 < inf | logz: -47.261 +/- 0.253 | dlogz: 34.621 > 0.109
iter: 483 | bound: 22 | nc: 141 | ncall: 7439 | eff(%): 6.493 | loglstar: -inf < -39.948 < inf | logz: -47.147 +/- 0.252 | dlogz: 34.485 > 0.109
iter: 484 | bound: 23 | nc: 128 | ncall: 7567 | eff(%): 6.396 | loglstar: -inf < -39.928 < inf | logz: -47.043 +/- 0.252 | dlogz: 34.361 > 0.109
iter: 485 | bound: 23 | nc: 27 | ncall: 7594 | eff(%): 6.387 | loglstar: -inf < -39.776 < inf | logz: -46.942 +/- 0.252 | dlogz: 34.247 > 0.109
iter: 486 | bound: 23 | nc: 1 | ncall: 7595 | eff(%): 6.399 | loglstar: -inf < -39.737 < inf | logz: -46.842 +/- 0.251 | dlogz: 34.136 > 0.109
iter: 487 | bound: 23 | nc: 16 | ncall: 7611 | eff(%): 6.399 | loglstar: -inf < -39.588 < inf | logz: -46.744 +/- 0.251 | dlogz: 34.026 > 0.109
iter: 488 | bound: 23 | nc: 54 | ncall: 7665 | eff(%): 6.367 | loglstar: -inf < -39.586 < inf | logz: -46.648 +/- 0.250 | dlogz: 33.918 > 0.109
iter: 489 | bound: 24 | nc: 26 | ncall: 7691 | eff(%): 6.358 | loglstar: -inf < -39.586 < inf | logz: -46.562 +/- 0.250 | dlogz: 33.813 > 0.109
iter: 490 | bound: 25 | nc: 107 | ncall: 7798 | eff(%): 6.284 | loglstar: -inf < -39.465 < inf | logz: -46.479 +/- 0.249 | dlogz: 33.717 > 0.109
iter: 491 | bound: 25 | nc: 45 | ncall: 7843 | eff(%): 6.260 | loglstar: -inf < -39.446 < inf | logz: -46.397 +/- 0.249 | dlogz: 33.623 > 0.109
iter: 492 | bound: 26 | nc: 242 | ncall: 8085 | eff(%): 6.085 | loglstar: -inf < -39.434 < inf | logz: -46.322 +/- 0.249 | dlogz: 33.532 > 0.109
iter: 493 | bound: 26 | nc: 7 | ncall: 8092 | eff(%): 6.092 | loglstar: -inf < -39.394 < inf | logz: -46.250 +/- 0.248 | dlogz: 33.446 > 0.109
iter: 494 | bound: 26 | nc: 25 | ncall: 8117 | eff(%): 6.086 | loglstar: -inf < -39.304 < inf | logz: -46.180 +/- 0.248 | dlogz: 33.365 > 0.109
iter: 495 | bound: 27 | nc: 70 | ncall: 8187 | eff(%): 6.046 | loglstar: -inf < -38.970 < inf | logz: -46.099 +/- 0.247 | dlogz: 33.285 > 0.109
iter: 496 | bound: 27 | nc: 82 | ncall: 8269 | eff(%): 5.998 | loglstar: -inf < -38.818 < inf | logz: -46.006 +/- 0.247 | dlogz: 33.194 > 0.109
iter: 497 | bound: 27 | nc: 14 | ncall: 8283 | eff(%): 6.000 | loglstar: -inf < -38.787 < inf | logz: -45.915 +/- 0.247 | dlogz: 33.091 > 0.109
iter: 498 | bound: 28 | nc: 88 | ncall: 8371 | eff(%): 5.949 | loglstar: -inf < -38.541 < inf | logz: -45.820 +/- 0.248 | dlogz: 32.990 > 0.109
iter: 499 | bound: 28 | nc: 2 | ncall: 8373 | eff(%): 5.960 | loglstar: -inf < -38.483 < inf | logz: -45.721 +/- 0.248 | dlogz: 32.884 > 0.109
iter: 500 | bound: 28 | nc: 35 | ncall: 8408 | eff(%): 5.947 | loglstar: -inf < -38.350 < inf | logz: -45.623 +/- 0.248 | dlogz: 32.775 > 0.109
iter: 501 | bound: 28 | nc: 24 | ncall: 8432 | eff(%): 5.942 | loglstar: -inf < -38.331 < inf | logz: -45.528 +/- 0.248 | dlogz: 32.668 > 0.109
iter: 502 | bound: 29 | nc: 62 | ncall: 8494 | eff(%): 5.910 | loglstar: -inf < -38.218 < inf | logz: -45.436 +/- 0.248 | dlogz: 32.563 > 0.109
iter: 503 | bound: 29 | nc: 12 | ncall: 8506 | eff(%): 5.913 | loglstar: -inf < -38.176 < inf | logz: -45.347 +/- 0.248 | dlogz: 32.461 > 0.109
iter: 504 | bound: 30 | nc: 124 | ncall: 8630 | eff(%): 5.840 | loglstar: -inf < -38.096 < inf | logz: -45.261 +/- 0.248 | dlogz: 32.362 > 0.109
iter: 505 | bound: 30 | nc: 11 | ncall: 8641 | eff(%): 5.844 | loglstar: -inf < -37.992 < inf | logz: -45.175 +/- 0.248 | dlogz: 32.266 > 0.109
iter: 506 | bound: 30 | nc: 56 | ncall: 8697 | eff(%): 5.818 | loglstar: -inf < -37.737 < inf | logz: -45.081 +/- 0.248 | dlogz: 32.170 > 0.109
iter: 507 | bound: 30 | nc: 8 | ncall: 8705 | eff(%): 5.824 | loglstar: -inf < -37.722 < inf | logz: -44.986 +/- 0.248 | dlogz: 32.067 > 0.109
iter: 508 | bound: 30 | nc: 3 | ncall: 8708 | eff(%): 5.834 | loglstar: -inf < -37.659 < inf | logz: -44.896 +/- 0.249 | dlogz: 31.961 > 0.109
iter: 509 | bound: 31 | nc: 33 | ncall: 8741 | eff(%): 5.823 | loglstar: -inf < -37.538 < inf | logz: -44.806 +/- 0.249 | dlogz: 31.861 > 0.109
iter: 510 | bound: 31 | nc: 49 | ncall: 8790 | eff(%): 5.802 | loglstar: -inf < -37.254 < inf | logz: -44.707 +/- 0.249 | dlogz: 31.762 > 0.109
iter: 511 | bound: 31 | nc: 24 | ncall: 8814 | eff(%): 5.798 | loglstar: -inf < -37.201 < inf | logz: -44.603 +/- 0.249 | dlogz: 31.652 > 0.109
iter: 512 | bound: 31 | nc: 8 | ncall: 8822 | eff(%): 5.804 | loglstar: -inf < -37.150 < inf | logz: -44.505 +/- 0.250 | dlogz: 31.538 > 0.109
iter: 513 | bound: 32 | nc: 28 | ncall: 8850 | eff(%): 5.797 | loglstar: -inf < -37.148 < inf | logz: -44.414 +/- 0.250 | dlogz: 31.430 > 0.109
iter: 514 | bound: 32 | nc: 36 | ncall: 8886 | eff(%): 5.784 | loglstar: -inf < -37.139 < inf | logz: -44.331 +/- 0.250 | dlogz: 31.330 > 0.109
iter: 515 | bound: 32 | nc: 16 | ncall: 8902 | eff(%): 5.785 | loglstar: -inf < -37.085 < inf | logz: -44.253 +/- 0.249 | dlogz: 31.237 > 0.109
iter: 516 | bound: 32 | nc: 5 | ncall: 8907 | eff(%): 5.793 | loglstar: -inf < -37.036 < inf | logz: -44.178 +/- 0.249 | dlogz: 31.149 > 0.109
iter: 517 | bound: 32 | nc: 35 | ncall: 8942 | eff(%): 5.782 | loglstar: -inf < -36.886 < inf | logz: -44.101 +/- 0.249 | dlogz: 31.063 > 0.109
iter: 518 | bound: 33 | nc: 52 | ncall: 8994 | eff(%): 5.759 | loglstar: -inf < -36.847 < inf | logz: -44.024 +/- 0.249 | dlogz: 30.977 > 0.109
iter: 519 | bound: 33 | nc: 7 | ncall: 9001 | eff(%): 5.766 | loglstar: -inf < -36.809 < inf | logz: -43.950 +/- 0.249 | dlogz: 30.890 > 0.109
iter: 520 | bound: 33 | nc: 43 | ncall: 9044 | eff(%): 5.750 | loglstar: -inf < -36.536 < inf | logz: -43.871 +/- 0.249 | dlogz: 30.806 > 0.109
iter: 521 | bound: 33 | nc: 25 | ncall: 9069 | eff(%): 5.745 | loglstar: -inf < -36.495 < inf | logz: -43.787 +/- 0.249 | dlogz: 30.717 > 0.109
iter: 522 | bound: 34 | nc: 25 | ncall: 9094 | eff(%): 5.740 | loglstar: -inf < -36.456 < inf | logz: -43.707 +/- 0.249 | dlogz: 30.623 > 0.109
iter: 523 | bound: 34 | nc: 7 | ncall: 9101 | eff(%): 5.747 | loglstar: -inf < -36.367 < inf | logz: -43.629 +/- 0.249 | dlogz: 30.533 > 0.109
iter: 524 | bound: 34 | nc: 33 | ncall: 9134 | eff(%): 5.737 | loglstar: -inf < -36.282 < inf | logz: -43.551 +/- 0.249 | dlogz: 30.445 > 0.109
iter: 525 | bound: 34 | nc: 27 | ncall: 9161 | eff(%): 5.731 | loglstar: -inf < -36.122 < inf | logz: -43.471 +/- 0.249 | dlogz: 30.357 > 0.109
iter: 526 | bound: 35 | nc: 40 | ncall: 9201 | eff(%): 5.717 | loglstar: -inf < -35.943 < inf | logz: -43.383 +/- 0.250 | dlogz: 30.267 > 0.109
iter: 527 | bound: 35 | nc: 35 | ncall: 9236 | eff(%): 5.706 | loglstar: -inf < -35.793 < inf | logz: -43.291 +/- 0.250 | dlogz: 30.170 > 0.109
iter: 528 | bound: 35 | nc: 7 | ncall: 9243 | eff(%): 5.712 | loglstar: -inf < -35.777 < inf | logz: -43.200 +/- 0.250 | dlogz: 30.067 > 0.109
iter: 529 | bound: 35 | nc: 42 | ncall: 9285 | eff(%): 5.697 | loglstar: -inf < -35.643 < inf | logz: -43.111 +/- 0.251 | dlogz: 29.966 > 0.109
iter: 530 | bound: 36 | nc: 78 | ncall: 9363 | eff(%): 5.661 | loglstar: -inf < -35.529 < inf | logz: -43.020 +/- 0.251 | dlogz: 29.867 > 0.109
iter: 531 | bound: 36 | nc: 62 | ncall: 9425 | eff(%): 5.634 | loglstar: -inf < -35.498 < inf | logz: -42.932 +/- 0.251 | dlogz: 29.766 > 0.109
iter: 532 | bound: 36 | nc: 2 | ncall: 9427 | eff(%): 5.643 | loglstar: -inf < -35.481 < inf | logz: -42.849 +/- 0.251 | dlogz: 29.668 > 0.109
iter: 533 | bound: 36 | nc: 19 | ncall: 9446 | eff(%): 5.643 | loglstar: -inf < -35.214 < inf | logz: -42.762 +/- 0.251 | dlogz: 29.576 > 0.109
iter: 534 | bound: 37 | nc: 44 | ncall: 9490 | eff(%): 5.627 | loglstar: -inf < -35.098 < inf | logz: -42.668 +/- 0.252 | dlogz: 29.479 > 0.109
iter: 535 | bound: 37 | nc: 38 | ncall: 9528 | eff(%): 5.615 | loglstar: -inf < -35.032 < inf | logz: -42.575 +/- 0.252 | dlogz: 29.374 > 0.109
iter: 536 | bound: 37 | nc: 15 | ncall: 9543 | eff(%): 5.617 | loglstar: -inf < -35.024 < inf | logz: -42.487 +/- 0.252 | dlogz: 29.271 > 0.109
iter: 537 | bound: 38 | nc: 50 | ncall: 9593 | eff(%): 5.598 | loglstar: -inf < -34.919 < inf | logz: -42.403 +/- 0.252 | dlogz: 29.174 > 0.109
iter: 538 | bound: 38 | nc: 6 | ncall: 9599 | eff(%): 5.605 | loglstar: -inf < -34.917 < inf | logz: -42.322 +/- 0.253 | dlogz: 29.080 > 0.109
iter: 539 | bound: 38 | nc: 8 | ncall: 9607 | eff(%): 5.610 | loglstar: -inf < -34.891 < inf | logz: -42.247 +/- 0.252 | dlogz: 28.989 > 0.109
iter: 540 | bound: 38 | nc: 49 | ncall: 9656 | eff(%): 5.592 | loglstar: -inf < -34.794 < inf | logz: -42.173 +/- 0.252 | dlogz: 28.904 > 0.109
iter: 541 | bound: 38 | nc: 7 | ncall: 9663 | eff(%): 5.599 | loglstar: -inf < -34.772 < inf | logz: -42.102 +/- 0.252 | dlogz: 28.820 > 0.109
iter: 542 | bound: 38 | nc: 12 | ncall: 9675 | eff(%): 5.602 | loglstar: -inf < -34.737 < inf | logz: -42.033 +/- 0.252 | dlogz: 28.738 > 0.109
iter: 543 | bound: 39 | nc: 41 | ncall: 9716 | eff(%): 5.589 | loglstar: -inf < -34.730 < inf | logz: -41.969 +/- 0.252 | dlogz: 28.660 > 0.109
iter: 544 | bound: 39 | nc: 59 | ncall: 9775 | eff(%): 5.565 | loglstar: -inf < -34.711 < inf | logz: -41.908 +/- 0.252 | dlogz: 28.586 > 0.109
iter: 545 | bound: 40 | nc: 43 | ncall: 9818 | eff(%): 5.551 | loglstar: -inf < -34.621 < inf | logz: -41.848 +/- 0.252 | dlogz: 28.515 > 0.109
iter: 546 | bound: 40 | nc: 72 | ncall: 9890 | eff(%): 5.521 | loglstar: -inf < -34.551 < inf | logz: -41.788 +/- 0.252 | dlogz: 28.445 > 0.109
iter: 547 | bound: 41 | nc: 58 | ncall: 9948 | eff(%): 5.499 | loglstar: -inf < -34.547 < inf | logz: -41.729 +/- 0.251 | dlogz: 28.375 > 0.109
iter: 548 | bound: 42 | nc: 130 | ncall: 10078 | eff(%): 5.438 | loglstar: -inf < -34.401 < inf | logz: -41.670 +/- 0.251 | dlogz: 28.306 > 0.109
iter: 549 | bound: 42 | nc: 4 | ncall: 10082 | eff(%): 5.445 | loglstar: -inf < -34.389 < inf | logz: -41.611 +/- 0.251 | dlogz: 28.237 > 0.109
iter: 550 | bound: 43 | nc: 193 | ncall: 10275 | eff(%): 5.353 | loglstar: -inf < -34.323 < inf | logz: -41.553 +/- 0.251 | dlogz: 28.168 > 0.109
iter: 551 | bound: 43 | nc: 84 | ncall: 10359 | eff(%): 5.319 | loglstar: -inf < -34.253 < inf | logz: -41.495 +/- 0.251 | dlogz: 28.100 > 0.109
iter: 552 | bound: 44 | nc: 61 | ncall: 10420 | eff(%): 5.298 | loglstar: -inf < -34.238 < inf | logz: -41.439 +/- 0.251 | dlogz: 28.033 > 0.109
iter: 553 | bound: 44 | nc: 1 | ncall: 10421 | eff(%): 5.307 | loglstar: -inf < -34.223 < inf | logz: -41.385 +/- 0.251 | dlogz: 27.966 > 0.109
iter: 554 | bound: 44 | nc: 8 | ncall: 10429 | eff(%): 5.312 | loglstar: -inf < -34.195 < inf | logz: -41.334 +/- 0.250 | dlogz: 27.903 > 0.109
iter: 555 | bound: 44 | nc: 15 | ncall: 10444 | eff(%): 5.314 | loglstar: -inf < -34.147 < inf | logz: -41.284 +/- 0.250 | dlogz: 27.841 > 0.109
iter: 556 | bound: 45 | nc: 446 | ncall: 10890 | eff(%): 5.106 | loglstar: -inf < -33.967 < inf | logz: -41.230 +/- 0.250 | dlogz: 27.781 > 0.109
iter: 557 | bound: 45 | nc: 19 | ncall: 10909 | eff(%): 5.106 | loglstar: -inf < -33.940 < inf | logz: -41.175 +/- 0.250 | dlogz: 27.718 > 0.109
iter: 558 | bound: 45 | nc: 9 | ncall: 10918 | eff(%): 5.111 | loglstar: -inf < -33.923 < inf | logz: -41.122 +/- 0.250 | dlogz: 27.653 > 0.109
iter: 559 | bound: 45 | nc: 14 | ncall: 10932 | eff(%): 5.113 | loglstar: -inf < -33.733 < inf | logz: -41.067 +/- 0.250 | dlogz: 27.590 > 0.109
iter: 560 | bound: 45 | nc: 8 | ncall: 10940 | eff(%): 5.119 | loglstar: -inf < -33.659 < inf | logz: -41.008 +/- 0.250 | dlogz: 27.525 > 0.109
iter: 561 | bound: 45 | nc: 1 | ncall: 10941 | eff(%): 5.128 | loglstar: -inf < -33.651 < inf | logz: -40.951 +/- 0.250 | dlogz: 27.456 > 0.109
iter: 562 | bound: 45 | nc: 11 | ncall: 10952 | eff(%): 5.131 | loglstar: -inf < -33.622 < inf | logz: -40.897 +/- 0.250 | dlogz: 27.389 > 0.109
iter: 563 | bound: 45 | nc: 35 | ncall: 10987 | eff(%): 5.124 | loglstar: -inf < -33.544 < inf | logz: -40.843 +/- 0.250 | dlogz: 27.325 > 0.109
iter: 564 | bound: 46 | nc: 23 | ncall: 11010 | eff(%): 5.123 | loglstar: -inf < -33.539 < inf | logz: -40.790 +/- 0.250 | dlogz: 27.261 > 0.109
iter: 565 | bound: 46 | nc: 35 | ncall: 11045 | eff(%): 5.115 | loglstar: -inf < -33.414 < inf | logz: -40.737 +/- 0.250 | dlogz: 27.198 > 0.109
iter: 566 | bound: 46 | nc: 16 | ncall: 11061 | eff(%): 5.117 | loglstar: -inf < -33.408 < inf | logz: -40.684 +/- 0.250 | dlogz: 27.135 > 0.109
iter: 567 | bound: 47 | nc: 132 | ncall: 11193 | eff(%): 5.066 | loglstar: -inf < -33.358 < inf | logz: -40.633 +/- 0.250 | dlogz: 27.072 > 0.109
iter: 568 | bound: 47 | nc: 3 | ncall: 11196 | eff(%): 5.073 | loglstar: -inf < -33.342 < inf | logz: -40.583 +/- 0.250 | dlogz: 27.011 > 0.109
iter: 569 | bound: 47 | nc: 76 | ncall: 11272 | eff(%): 5.048 | loglstar: -inf < -33.287 < inf | logz: -40.534 +/- 0.250 | dlogz: 26.951 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 570 | bound: 48 | nc: 59 | ncall: 11331 | eff(%): 5.030 | loglstar: -inf < -33.267 < inf | logz: -40.487 +/- 0.250 | dlogz: 26.893 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 571 | bound: 49 | nc: 388 | ncall: 11719 | eff(%): 4.872 | loglstar: -inf < -33.264 < inf | logz: -40.441 +/- 0.250 | dlogz: 26.835 > 0.109
iter: 572 | bound: 50 | nc: 187 | ncall: 11906 | eff(%): 4.804 | loglstar: -inf < -33.258 < inf | logz: -40.398 +/- 0.250 | dlogz: 26.779 > 0.109
iter: 573 | bound: 50 | nc: 96 | ncall: 12002 | eff(%): 4.774 | loglstar: -inf < -33.253 < inf | logz: -40.356 +/- 0.250 | dlogz: 26.726 > 0.109
iter: 574 | bound: 51 | nc: 421 | ncall: 12423 | eff(%): 4.620 | loglstar: -inf < -33.160 < inf | logz: -40.315 +/- 0.250 | dlogz: 26.675 > 0.109
iter: 575 | bound: 51 | nc: 79 | ncall: 12502 | eff(%): 4.599 | loglstar: -inf < -33.140 < inf | logz: -40.274 +/- 0.250 | dlogz: 26.624 > 0.109
iter: 576 | bound: 52 | nc: 104 | ncall: 12606 | eff(%): 4.569 | loglstar: -inf < -33.119 < inf | logz: -40.233 +/- 0.249 | dlogz: 26.572 > 0.109
iter: 577 | bound: 52 | nc: 32 | ncall: 12638 | eff(%): 4.566 | loglstar: -inf < -32.992 < inf | logz: -40.192 +/- 0.249 | dlogz: 26.522 > 0.109
iter: 578 | bound: 52 | nc: 23 | ncall: 12661 | eff(%): 4.565 | loglstar: -inf < -32.987 < inf | logz: -40.150 +/- 0.249 | dlogz: 26.471 > 0.109
iter: 579 | bound: 52 | nc: 9 | ncall: 12670 | eff(%): 4.570 | loglstar: -inf < -32.947 < inf | logz: -40.110 +/- 0.249 | dlogz: 26.419 > 0.109
iter: 580 | bound: 52 | nc: 19 | ncall: 12689 | eff(%): 4.571 | loglstar: -inf < -32.933 < inf | logz: -40.070 +/- 0.249 | dlogz: 26.368 > 0.109
iter: 581 | bound: 53 | nc: 54 | ncall: 12743 | eff(%): 4.559 | loglstar: -inf < -32.818 < inf | logz: -40.030 +/- 0.249 | dlogz: 26.319 > 0.109
iter: 582 | bound: 53 | nc: 14 | ncall: 12757 | eff(%): 4.562 | loglstar: -inf < -32.783 < inf | logz: -39.988 +/- 0.249 | dlogz: 26.268 > 0.109
iter: 583 | bound: 53 | nc: 44 | ncall: 12801 | eff(%): 4.554 | loglstar: -inf < -32.713 < inf | logz: -39.947 +/- 0.249 | dlogz: 26.217 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 584 | bound: 54 | nc: 58 | ncall: 12859 | eff(%): 4.542 | loglstar: -inf < -32.608 < inf | logz: -39.904 +/- 0.249 | dlogz: 26.166 > 0.109
iter: 585 | bound: 54 | nc: 9 | ncall: 12868 | eff(%): 4.546 | loglstar: -inf < -32.580 < inf | logz: -39.861 +/- 0.249 | dlogz: 26.113 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 586 | bound: 55 | nc: 175 | ncall: 13043 | eff(%): 4.493 | loglstar: -inf < -32.551 < inf | logz: -39.818 +/- 0.249 | dlogz: 26.060 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 587 | bound: 56 | nc: 1101 | ncall: 14144 | eff(%): 4.150 | loglstar: -inf < -32.482 < inf | logz: -39.776 +/- 0.249 | dlogz: 26.007 > 0.109
iter: 588 | bound: 57 | nc: 611 | ncall: 14755 | eff(%): 3.985 | loglstar: -inf < -32.355 < inf | logz: -39.732 +/- 0.249 | dlogz: 25.955 > 0.109
iter: 589 | bound: 57 | nc: 16 | ncall: 14771 | eff(%): 3.988 | loglstar: -inf < -32.350 < inf | logz: -39.687 +/- 0.249 | dlogz: 25.901 > 0.109
iter: 590 | bound: 58 | nc: 84 | ncall: 14855 | eff(%): 3.972 | loglstar: -inf < -32.260 < inf | logz: -39.643 +/- 0.249 | dlogz: 25.847 > 0.109
iter: 591 | bound: 58 | nc: 16 | ncall: 14871 | eff(%): 3.974 | loglstar: -inf < -32.145 < inf | logz: -39.596 +/- 0.250 | dlogz: 25.792 > 0.109
iter: 592 | bound: 58 | nc: 2 | ncall: 14873 | eff(%): 3.980 | loglstar: -inf < -32.142 < inf | logz: -39.550 +/- 0.250 | dlogz: 25.736 > 0.109
iter: 593 | bound: 58 | nc: 2 | ncall: 14875 | eff(%): 3.987 | loglstar: -inf < -32.127 < inf | logz: -39.505 +/- 0.250 | dlogz: 25.679 > 0.109
iter: 594 | bound: 58 | nc: 9 | ncall: 14884 | eff(%): 3.991 | loglstar: -inf < -32.057 < inf | logz: -39.461 +/- 0.250 | dlogz: 25.625 > 0.109
iter: 595 | bound: 58 | nc: 2 | ncall: 14886 | eff(%): 3.997 | loglstar: -inf < -31.765 < inf | logz: -39.411 +/- 0.250 | dlogz: 25.571 > 0.109
iter: 596 | bound: 58 | nc: 6 | ncall: 14892 | eff(%): 4.002 | loglstar: -inf < -31.753 < inf | logz: -39.357 +/- 0.251 | dlogz: 25.511 > 0.109
iter: 597 | bound: 58 | nc: 5 | ncall: 14897 | eff(%): 4.008 | loglstar: -inf < -31.700 < inf | logz: -39.304 +/- 0.251 | dlogz: 25.446 > 0.109
iter: 598 | bound: 58 | nc: 7 | ncall: 14904 | eff(%): 4.012 | loglstar: -inf < -31.687 < inf | logz: -39.253 +/- 0.251 | dlogz: 25.383 > 0.109
iter: 599 | bound: 58 | nc: 2 | ncall: 14906 | eff(%): 4.019 | loglstar: -inf < -31.483 < inf | logz: -39.199 +/- 0.251 | dlogz: 25.322 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 600 | bound: 59 | nc: 52 | ncall: 14958 | eff(%): 4.011 | loglstar: -inf < -31.419 < inf | logz: -39.141 +/- 0.252 | dlogz: 25.258 > 0.109
iter: 601 | bound: 60 | nc: 118 | ncall: 15076 | eff(%): 3.986 | loglstar: -inf < -31.374 < inf | logz: -39.084 +/- 0.252 | dlogz: 25.191 > 0.109
iter: 602 | bound: 60 | nc: 6 | ncall: 15082 | eff(%): 3.992 | loglstar: -inf < -31.362 < inf | logz: -39.030 +/- 0.253 | dlogz: 25.124 > 0.109
iter: 603 | bound: 60 | nc: 7 | ncall: 15089 | eff(%): 3.996 | loglstar: -inf < -31.338 < inf | logz: -38.977 +/- 0.253 | dlogz: 25.060 > 0.109
iter: 604 | bound: 60 | nc: 32 | ncall: 15121 | eff(%): 3.994 | loglstar: -inf < -31.248 < inf | logz: -38.925 +/- 0.253 | dlogz: 24.997 > 0.109
iter: 605 | bound: 60 | nc: 25 | ncall: 15146 | eff(%): 3.994 | loglstar: -inf < -31.238 < inf | logz: -38.874 +/- 0.253 | dlogz: 24.935 > 0.109
iter: 606 | bound: 60 | nc: 25 | ncall: 15171 | eff(%): 3.994 | loglstar: -inf < -31.198 < inf | logz: -38.824 +/- 0.253 | dlogz: 24.874 > 0.109
iter: 607 | bound: 60 | nc: 2 | ncall: 15173 | eff(%): 4.001 | loglstar: -inf < -31.190 < inf | logz: -38.777 +/- 0.254 | dlogz: 24.814 > 0.109
iter: 608 | bound: 61 | nc: 96 | ncall: 15269 | eff(%): 3.982 | loglstar: -inf < -31.099 < inf | logz: -38.729 +/- 0.254 | dlogz: 24.757 > 0.109
iter: 609 | bound: 61 | nc: 5 | ncall: 15274 | eff(%): 3.987 | loglstar: -inf < -31.039 < inf | logz: -38.681 +/- 0.254 | dlogz: 24.699 > 0.109
iter: 610 | bound: 61 | nc: 9 | ncall: 15283 | eff(%): 3.991 | loglstar: -inf < -30.935 < inf | logz: -38.631 +/- 0.254 | dlogz: 24.641 > 0.109
iter: 611 | bound: 61 | nc: 5 | ncall: 15288 | eff(%): 3.997 | loglstar: -inf < -30.935 < inf | logz: -38.582 +/- 0.254 | dlogz: 24.581 > 0.109
iter: 612 | bound: 61 | nc: 9 | ncall: 15297 | eff(%): 4.001 | loglstar: -inf < -30.899 < inf | logz: -38.535 +/- 0.254 | dlogz: 24.522 > 0.109
iter: 613 | bound: 61 | nc: 5 | ncall: 15302 | eff(%): 4.006 | loglstar: -inf < -30.887 < inf | logz: -38.489 +/- 0.254 | dlogz: 24.465 > 0.109
iter: 614 | bound: 61 | nc: 2 | ncall: 15304 | eff(%): 4.012 | loglstar: -inf < -30.746 < inf | logz: -38.442 +/- 0.255 | dlogz: 24.409 > 0.109
iter: 615 | bound: 61 | nc: 1 | ncall: 15305 | eff(%): 4.018 | loglstar: -inf < -30.602 < inf | logz: -38.391 +/- 0.255 | dlogz: 24.353 > 0.109
iter: 616 | bound: 61 | nc: 1 | ncall: 15306 | eff(%): 4.025 | loglstar: -inf < -30.597 < inf | logz: -38.340 +/- 0.255 | dlogz: 24.292 > 0.109
iter: 617 | bound: 61 | nc: 1 | ncall: 15307 | eff(%): 4.031 | loglstar: -inf < -30.586 < inf | logz: -38.291 +/- 0.255 | dlogz: 24.231 > 0.109
iter: 618 | bound: 61 | nc: 1 | ncall: 15308 | eff(%): 4.037 | loglstar: -inf < -30.452 < inf | logz: -38.242 +/- 0.255 | dlogz: 24.172 > 0.109
iter: 619 | bound: 61 | nc: 2 | ncall: 15310 | eff(%): 4.043 | loglstar: -inf < -30.417 < inf | logz: -38.191 +/- 0.256 | dlogz: 24.112 > 0.109
iter: 620 | bound: 61 | nc: 3 | ncall: 15313 | eff(%): 4.049 | loglstar: -inf < -30.359 < inf | logz: -38.141 +/- 0.256 | dlogz: 24.052 > 0.109
iter: 621 | bound: 61 | nc: 2 | ncall: 15315 | eff(%): 4.055 | loglstar: -inf < -30.205 < inf | logz: -38.089 +/- 0.256 | dlogz: 23.992 > 0.109
iter: 622 | bound: 61 | nc: 10 | ncall: 15325 | eff(%): 4.059 | loglstar: -inf < -30.165 < inf | logz: -38.035 +/- 0.256 | dlogz: 23.929 > 0.109
iter: 623 | bound: 61 | nc: 43 | ncall: 15368 | eff(%): 4.054 | loglstar: -inf < -30.108 < inf | logz: -37.981 +/- 0.257 | dlogz: 23.865 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 624 | bound: 62 | nc: 19 | ncall: 15387 | eff(%): 4.055 | loglstar: -inf < -30.059 < inf | logz: -37.929 +/- 0.257 | dlogz: 23.802 > 0.109
iter: 625 | bound: 63 | nc: 198 | ncall: 15585 | eff(%): 4.010 | loglstar: -inf < -30.057 < inf | logz: -37.878 +/- 0.257 | dlogz: 23.740 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 626 | bound: 64 | nc: 105 | ncall: 15690 | eff(%): 3.990 | loglstar: -inf < -29.960 < inf | logz: -37.827 +/- 0.257 | dlogz: 23.679 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 627 | bound: 65 | nc: 212 | ncall: 15902 | eff(%): 3.943 | loglstar: -inf < -29.868 < inf | logz: -37.775 +/- 0.258 | dlogz: 23.619 > 0.109
iter: 628 | bound: 66 | nc: 148 | ncall: 16050 | eff(%): 3.913 | loglstar: -inf < -29.829 < inf | logz: -37.723 +/- 0.258 | dlogz: 23.557 > 0.109
iter: 629 | bound: 66 | nc: 13 | ncall: 16063 | eff(%): 3.916 | loglstar: -inf < -29.812 < inf | logz: -37.673 +/- 0.258 | dlogz: 23.494 > 0.109
iter: 630 | bound: 66 | nc: 30 | ncall: 16093 | eff(%): 3.915 | loglstar: -inf < -29.783 < inf | logz: -37.624 +/- 0.258 | dlogz: 23.434 > 0.109
iter: 631 | bound: 66 | nc: 18 | ncall: 16111 | eff(%): 3.917 | loglstar: -inf < -29.752 < inf | logz: -37.577 +/- 0.258 | dlogz: 23.375 > 0.109
iter: 632 | bound: 66 | nc: 2 | ncall: 16113 | eff(%): 3.922 | loglstar: -inf < -29.731 < inf | logz: -37.531 +/- 0.258 | dlogz: 23.318 > 0.109
iter: 633 | bound: 66 | nc: 17 | ncall: 16130 | eff(%): 3.924 | loglstar: -inf < -29.650 < inf | logz: -37.485 +/- 0.258 | dlogz: 23.262 > 0.109
iter: 634 | bound: 66 | nc: 7 | ncall: 16137 | eff(%): 3.929 | loglstar: -inf < -29.522 < inf | logz: -37.437 +/- 0.259 | dlogz: 23.207 > 0.109
iter: 635 | bound: 66 | nc: 9 | ncall: 16146 | eff(%): 3.933 | loglstar: -inf < -29.465 < inf | logz: -37.388 +/- 0.259 | dlogz: 23.149 > 0.109
iter: 636 | bound: 67 | nc: 32 | ncall: 16178 | eff(%): 3.931 | loglstar: -inf < -29.379 < inf | logz: -37.337 +/- 0.259 | dlogz: 23.089 > 0.109
iter: 637 | bound: 67 | nc: 16 | ncall: 16194 | eff(%): 3.934 | loglstar: -inf < -29.357 < inf | logz: -37.288 +/- 0.259 | dlogz: 23.029 > 0.109
iter: 638 | bound: 67 | nc: 10 | ncall: 16204 | eff(%): 3.937 | loglstar: -inf < -29.306 < inf | logz: -37.239 +/- 0.259 | dlogz: 22.969 > 0.109
iter: 639 | bound: 67 | nc: 6 | ncall: 16210 | eff(%): 3.942 | loglstar: -inf < -29.293 < inf | logz: -37.191 +/- 0.259 | dlogz: 22.911 > 0.109
iter: 640 | bound: 67 | nc: 5 | ncall: 16215 | eff(%): 3.947 | loglstar: -inf < -29.257 < inf | logz: -37.145 +/- 0.260 | dlogz: 22.853 > 0.109
iter: 641 | bound: 67 | nc: 14 | ncall: 16229 | eff(%): 3.950 | loglstar: -inf < -29.249 < inf | logz: -37.101 +/- 0.260 | dlogz: 22.797 > 0.109
iter: 642 | bound: 67 | nc: 29 | ncall: 16258 | eff(%): 3.949 | loglstar: -inf < -29.217 < inf | logz: -37.058 +/- 0.260 | dlogz: 22.743 > 0.109
iter: 643 | bound: 67 | nc: 18 | ncall: 16276 | eff(%): 3.951 | loglstar: -inf < -29.174 < inf | logz: -37.016 +/- 0.260 | dlogz: 22.690 > 0.109
iter: 644 | bound: 68 | nc: 36 | ncall: 16312 | eff(%): 3.948 | loglstar: -inf < -29.101 < inf | logz: -36.973 +/- 0.260 | dlogz: 22.638 > 0.109
iter: 645 | bound: 68 | nc: 7 | ncall: 16319 | eff(%): 3.952 | loglstar: -inf < -29.041 < inf | logz: -36.930 +/- 0.260 | dlogz: 22.585 > 0.109
iter: 646 | bound: 68 | nc: 3 | ncall: 16322 | eff(%): 3.958 | loglstar: -inf < -28.856 < inf | logz: -36.883 +/- 0.260 | dlogz: 22.532 > 0.109
iter: 647 | bound: 68 | nc: 1 | ncall: 16323 | eff(%): 3.964 | loglstar: -inf < -28.844 < inf | logz: -36.835 +/- 0.260 | dlogz: 22.476 > 0.109
iter: 648 | bound: 68 | nc: 6 | ncall: 16329 | eff(%): 3.968 | loglstar: -inf < -28.839 < inf | logz: -36.789 +/- 0.260 | dlogz: 22.417 > 0.109
iter: 649 | bound: 68 | nc: 6 | ncall: 16335 | eff(%): 3.973 | loglstar: -inf < -28.788 < inf | logz: -36.745 +/- 0.260 | dlogz: 22.362 > 0.109
iter: 650 | bound: 68 | nc: 4 | ncall: 16339 | eff(%): 3.978 | loglstar: -inf < -28.776 < inf | logz: -36.701 +/- 0.261 | dlogz: 22.307 > 0.109
iter: 651 | bound: 68 | nc: 2 | ncall: 16341 | eff(%): 3.984 | loglstar: -inf < -28.718 < inf | logz: -36.658 +/- 0.261 | dlogz: 22.254 > 0.109
iter: 652 | bound: 68 | nc: 1 | ncall: 16342 | eff(%): 3.990 | loglstar: -inf < -28.643 < inf | logz: -36.615 +/- 0.261 | dlogz: 22.201 > 0.109
iter: 653 | bound: 68 | nc: 3 | ncall: 16345 | eff(%): 3.995 | loglstar: -inf < -28.549 < inf | logz: -36.570 +/- 0.261 | dlogz: 22.147 > 0.109
iter: 654 | bound: 68 | nc: 3 | ncall: 16348 | eff(%): 4.000 | loglstar: -inf < -28.536 < inf | logz: -36.525 +/- 0.261 | dlogz: 22.093 > 0.109
iter: 655 | bound: 68 | nc: 14 | ncall: 16362 | eff(%): 4.003 | loglstar: -inf < -28.384 < inf | logz: -36.479 +/- 0.261 | dlogz: 22.038 > 0.109
iter: 656 | bound: 68 | nc: 11 | ncall: 16373 | eff(%): 4.007 | loglstar: -inf < -28.259 < inf | logz: -36.429 +/- 0.261 | dlogz: 21.982 > 0.109
iter: 657 | bound: 68 | nc: 1 | ncall: 16374 | eff(%): 4.012 | loglstar: -inf < -28.231 < inf | logz: -36.379 +/- 0.262 | dlogz: 22.291 > 0.109
iter: 658 | bound: 68 | nc: 2 | ncall: 16376 | eff(%): 4.018 | loglstar: -inf < -28.218 < inf | logz: -36.330 +/- 0.262 | dlogz: 22.231 > 0.109
iter: 659 | bound: 68 | nc: 1 | ncall: 16377 | eff(%): 4.024 | loglstar: -inf < -28.196 < inf | logz: -36.283 +/- 0.262 | dlogz: 22.172 > 0.109
iter: 660 | bound: 68 | nc: 1 | ncall: 16378 | eff(%): 4.030 | loglstar: -inf < -28.180 < inf | logz: -36.238 +/- 0.262 | dlogz: 22.115 > 0.109
iter: 661 | bound: 68 | nc: 3 | ncall: 16381 | eff(%): 4.035 | loglstar: -inf < -28.176 < inf | logz: -36.195 +/- 0.262 | dlogz: 22.060 > 0.109
iter: 662 | bound: 68 | nc: 4 | ncall: 16385 | eff(%): 4.040 | loglstar: -inf < -28.135 < inf | logz: -36.153 +/- 0.262 | dlogz: 22.007 > 0.109
iter: 663 | bound: 68 | nc: 4 | ncall: 16389 | eff(%): 4.045 | loglstar: -inf < -28.112 < inf | logz: -36.112 +/- 0.263 | dlogz: 21.955 > 0.109
iter: 664 | bound: 68 | nc: 2 | ncall: 16391 | eff(%): 4.051 | loglstar: -inf < -28.092 < inf | logz: -36.072 +/- 0.263 | dlogz: 21.904 > 0.109
iter: 665 | bound: 68 | nc: 8 | ncall: 16399 | eff(%): 4.055 | loglstar: -inf < -28.033 < inf | logz: -36.033 +/- 0.263 | dlogz: 21.855 > 0.109
iter: 666 | bound: 68 | nc: 6 | ncall: 16405 | eff(%): 4.060 | loglstar: -inf < -28.018 < inf | logz: -35.994 +/- 0.263 | dlogz: 21.805 > 0.109
iter: 667 | bound: 69 | nc: 8 | ncall: 16413 | eff(%): 4.064 | loglstar: -inf < -27.942 < inf | logz: -35.955 +/- 0.263 | dlogz: 21.756 > 0.109
iter: 668 | bound: 69 | nc: 6 | ncall: 16419 | eff(%): 4.068 | loglstar: -inf < -27.807 < inf | logz: -35.914 +/- 0.263 | dlogz: 21.707 > 0.109
iter: 669 | bound: 69 | nc: 10 | ncall: 16429 | eff(%): 4.072 | loglstar: -inf < -27.765 < inf | logz: -35.871 +/- 0.263 | dlogz: 21.656 > 0.109
iter: 670 | bound: 69 | nc: 37 | ncall: 16466 | eff(%): 4.069 | loglstar: -inf < -27.715 < inf | logz: -35.829 +/- 0.263 | dlogz: 21.604 > 0.109
iter: 671 | bound: 69 | nc: 19 | ncall: 16485 | eff(%): 4.070 | loglstar: -inf < -27.705 < inf | logz: -35.787 +/- 0.263 | dlogz: 21.551 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 672 | bound: 70 | nc: 59 | ncall: 16544 | eff(%): 4.062 | loglstar: -inf < -27.650 < inf | logz: -35.747 +/- 0.263 | dlogz: 21.500 > 0.109
iter: 673 | bound: 71 | nc: 447 | ncall: 16991 | eff(%): 3.961 | loglstar: -inf < -27.622 < inf | logz: -35.706 +/- 0.263 | dlogz: 21.449 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 674 | bound: 72 | nc: 116 | ncall: 17107 | eff(%): 3.940 | loglstar: -inf < -27.488 < inf | logz: -35.665 +/- 0.263 | dlogz: 21.399 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 675 | bound: 73 | nc: 108 | ncall: 17215 | eff(%): 3.921 | loglstar: -inf < -27.302 < inf | logz: -35.618 +/- 0.264 | dlogz: 21.347 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 676 | bound: 74 | nc: 2231 | ncall: 19446 | eff(%): 3.476 | loglstar: -inf < -27.264 < inf | logz: -35.570 +/- 0.264 | dlogz: 21.291 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 677 | bound: 75 | nc: 294 | ncall: 19740 | eff(%): 3.430 | loglstar: -inf < -27.220 < inf | logz: -35.522 +/- 0.264 | dlogz: 21.232 > 0.109
iter: 678 | bound: 76 | nc: 603 | ncall: 20343 | eff(%): 3.333 | loglstar: -inf < -27.164 < inf | logz: -35.474 +/- 0.265 | dlogz: 21.175 > 0.109
iter: 679 | bound: 76 | nc: 1 | ncall: 20344 | eff(%): 3.338 | loglstar: -inf < -27.145 < inf | logz: -35.428 +/- 0.265 | dlogz: 21.117 > 0.109
iter: 680 | bound: 76 | nc: 35 | ncall: 20379 | eff(%): 3.337 | loglstar: -inf < -27.121 < inf | logz: -35.382 +/- 0.265 | dlogz: 21.060 > 0.109
iter: 681 | bound: 76 | nc: 20 | ncall: 20399 | eff(%): 3.338 | loglstar: -inf < -27.109 < inf | logz: -35.339 +/- 0.265 | dlogz: 21.005 > 0.109
iter: 682 | bound: 76 | nc: 23 | ncall: 20422 | eff(%): 3.340 | loglstar: -inf < -27.060 < inf | logz: -35.296 +/- 0.265 | dlogz: 20.952 > 0.109
iter: 683 | bound: 77 | nc: 49 | ncall: 20471 | eff(%): 3.336 | loglstar: -inf < -26.899 < inf | logz: -35.252 +/- 0.265 | dlogz: 20.899 > 0.109
iter: 684 | bound: 77 | nc: 75 | ncall: 20546 | eff(%): 3.329 | loglstar: -inf < -26.796 < inf | logz: -35.203 +/- 0.266 | dlogz: 20.845 > 0.109
iter: 685 | bound: 77 | nc: 20 | ncall: 20566 | eff(%): 3.331 | loglstar: -inf < -26.726 < inf | logz: -35.154 +/- 0.266 | dlogz: 20.786 > 0.109
iter: 686 | bound: 78 | nc: 17 | ncall: 20583 | eff(%): 3.333 | loglstar: -inf < -26.717 < inf | logz: -35.105 +/- 0.266 | dlogz: 20.727 > 0.109
iter: 687 | bound: 78 | nc: 2 | ncall: 20585 | eff(%): 3.337 | loglstar: -inf < -26.695 < inf | logz: -35.058 +/- 0.266 | dlogz: 20.668 > 0.109
iter: 688 | bound: 78 | nc: 23 | ncall: 20608 | eff(%): 3.339 | loglstar: -inf < -26.635 < inf | logz: -35.012 +/- 0.267 | dlogz: 20.612 > 0.109
iter: 689 | bound: 78 | nc: 31 | ncall: 20639 | eff(%): 3.338 | loglstar: -inf < -26.544 < inf | logz: -34.965 +/- 0.267 | dlogz: 20.556 > 0.109
iter: 690 | bound: 78 | nc: 11 | ncall: 20650 | eff(%): 3.341 | loglstar: -inf < -26.503 < inf | logz: -34.918 +/- 0.267 | dlogz: 22.928 > 0.109
iter: 691 | bound: 78 | nc: 10 | ncall: 20660 | eff(%): 3.345 | loglstar: -inf < -26.474 < inf | logz: -34.872 +/- 0.267 | dlogz: 22.871 > 0.109
iter: 692 | bound: 78 | nc: 13 | ncall: 20673 | eff(%): 3.347 | loglstar: -inf < -26.405 < inf | logz: -34.826 +/- 0.267 | dlogz: 22.815 > 0.109
iter: 693 | bound: 78 | nc: 3 | ncall: 20676 | eff(%): 3.352 | loglstar: -inf < -26.404 < inf | logz: -34.781 +/- 0.268 | dlogz: 22.759 > 0.109
iter: 694 | bound: 79 | nc: 14 | ncall: 20690 | eff(%): 3.354 | loglstar: -inf < -26.357 < inf | logz: -34.737 +/- 0.268 | dlogz: 22.704 > 0.109
iter: 695 | bound: 79 | nc: 88 | ncall: 20778 | eff(%): 3.345 | loglstar: -inf < -26.340 < inf | logz: -34.695 +/- 0.268 | dlogz: 22.651 > 0.109
iter: 696 | bound: 80 | nc: 167 | ncall: 20945 | eff(%): 3.323 | loglstar: -inf < -26.271 < inf | logz: -34.652 +/- 0.268 | dlogz: 22.598 > 0.109
iter: 697 | bound: 80 | nc: 22 | ncall: 20967 | eff(%): 3.324 | loglstar: -inf < -26.195 < inf | logz: -34.609 +/- 0.268 | dlogz: 22.546 > 0.109
iter: 698 | bound: 80 | nc: 3 | ncall: 20970 | eff(%): 3.329 | loglstar: -inf < -26.161 < inf | logz: -34.566 +/- 0.268 | dlogz: 22.492 > 0.109
iter: 699 | bound: 80 | nc: 31 | ncall: 21001 | eff(%): 3.328 | loglstar: -inf < -26.102 < inf | logz: -34.523 +/- 0.268 | dlogz: 23.113 > 0.109
iter: 700 | bound: 80 | nc: 5 | ncall: 21006 | eff(%): 3.332 | loglstar: -inf < -26.087 < inf | logz: -34.481 +/- 0.269 | dlogz: 23.060 > 0.109
iter: 701 | bound: 80 | nc: 32 | ncall: 21038 | eff(%): 3.332 | loglstar: -inf < -26.030 < inf | logz: -34.439 +/- 0.269 | dlogz: 23.008 > 0.109
iter: 702 | bound: 81 | nc: 28 | ncall: 21066 | eff(%): 3.332 | loglstar: -inf < -25.992 < inf | logz: -34.398 +/- 0.269 | dlogz: 22.956 > 0.109
iter: 703 | bound: 81 | nc: 7 | ncall: 21073 | eff(%): 3.336 | loglstar: -inf < -25.987 < inf | logz: -34.357 +/- 0.269 | dlogz: 22.905 > 0.109
iter: 704 | bound: 81 | nc: 32 | ncall: 21105 | eff(%): 3.336 | loglstar: -inf < -25.981 < inf | logz: -34.319 +/- 0.269 | dlogz: 22.855 > 0.109
iter: 705 | bound: 81 | nc: 11 | ncall: 21116 | eff(%): 3.339 | loglstar: -inf < -25.948 < inf | logz: -34.281 +/- 0.269 | dlogz: 22.806 > 0.109
iter: 706 | bound: 81 | nc: 14 | ncall: 21130 | eff(%): 3.341 | loglstar: -inf < -25.873 < inf | logz: -34.244 +/- 0.269 | dlogz: 22.759 > 0.109
iter: 707 | bound: 81 | nc: 6 | ncall: 21136 | eff(%): 3.345 | loglstar: -inf < -25.730 < inf | logz: -34.203 +/- 0.269 | dlogz: 22.711 > 0.109
iter: 708 | bound: 81 | nc: 23 | ncall: 21159 | eff(%): 3.346 | loglstar: -inf < -25.729 < inf | logz: -34.163 +/- 0.269 | dlogz: 22.661 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 709 | bound: 82 | nc: 11 | ncall: 21170 | eff(%): 3.349 | loglstar: -inf < -25.632 < inf | logz: -34.122 +/- 0.269 | dlogz: 22.610 > 0.109
iter: 710 | bound: 83 | nc: 278 | ncall: 21448 | eff(%): 3.310 | loglstar: -inf < -25.593 < inf | logz: -34.080 +/- 0.270 | dlogz: 22.559 > 0.109
iter: 711 | bound: 83 | nc: 11 | ncall: 21459 | eff(%): 3.313 | loglstar: -inf < -25.507 < inf | logz: -34.038 +/- 0.270 | dlogz: 22.508 > 0.109
iter: 712 | bound: 83 | nc: 3 | ncall: 21462 | eff(%): 3.317 | loglstar: -inf < -25.496 < inf | logz: -33.996 +/- 0.270 | dlogz: 22.456 > 0.109
iter: 713 | bound: 83 | nc: 7 | ncall: 21469 | eff(%): 3.321 | loglstar: -inf < -25.458 < inf | logz: -33.956 +/- 0.270 | dlogz: 22.404 > 0.109
iter: 714 | bound: 83 | nc: 17 | ncall: 21486 | eff(%): 3.323 | loglstar: -inf < -25.340 < inf | logz: -33.914 +/- 0.270 | dlogz: 22.353 > 0.109
iter: 715 | bound: 83 | nc: 14 | ncall: 21500 | eff(%): 3.326 | loglstar: -inf < -25.314 < inf | logz: -33.871 +/- 0.270 | dlogz: 22.302 > 0.109
iter: 716 | bound: 83 | nc: 3 | ncall: 21503 | eff(%): 3.330 | loglstar: -inf < -25.309 < inf | logz: -33.830 +/- 0.271 | dlogz: 22.249 > 0.109
iter: 717 | bound: 83 | nc: 2 | ncall: 21505 | eff(%): 3.334 | loglstar: -inf < -25.307 < inf | logz: -33.791 +/- 0.271 | dlogz: 22.198 > 0.109
iter: 718 | bound: 83 | nc: 33 | ncall: 21538 | eff(%): 3.334 | loglstar: -inf < -25.303 < inf | logz: -33.753 +/- 0.271 | dlogz: 22.149 > 0.109
iter: 719 | bound: 84 | nc: 18 | ncall: 21556 | eff(%): 3.335 | loglstar: -inf < -25.291 < inf | logz: -33.717 +/- 0.271 | dlogz: 22.101 > 0.109
iter: 720 | bound: 84 | nc: 3 | ncall: 21559 | eff(%): 3.340 | loglstar: -inf < -25.269 < inf | logz: -33.682 +/- 0.271 | dlogz: 22.055 > 0.109
iter: 721 | bound: 84 | nc: 16 | ncall: 21575 | eff(%): 3.342 | loglstar: -inf < -25.193 < inf | logz: -33.647 +/- 0.271 | dlogz: 22.010 > 0.109
iter: 722 | bound: 84 | nc: 3 | ncall: 21578 | eff(%): 3.346 | loglstar: -inf < -25.183 < inf | logz: -33.611 +/- 0.271 | dlogz: 21.965 > 0.109
iter: 723 | bound: 84 | nc: 24 | ncall: 21602 | eff(%): 3.347 | loglstar: -inf < -25.017 < inf | logz: -33.575 +/- 0.271 | dlogz: 21.920 > 0.109
iter: 724 | bound: 84 | nc: 20 | ncall: 21622 | eff(%): 3.348 | loglstar: -inf < -24.906 < inf | logz: -33.535 +/- 0.271 | dlogz: 21.873 > 0.109
iter: 725 | bound: 84 | nc: 19 | ncall: 21641 | eff(%): 3.350 | loglstar: -inf < -24.876 < inf | logz: -33.494 +/- 0.271 | dlogz: 21.823 > 0.109
iter: 726 | bound: 85 | nc: 16 | ncall: 21657 | eff(%): 3.352 | loglstar: -inf < -24.859 < inf | logz: -33.454 +/- 0.271 | dlogz: 21.772 > 0.109
iter: 727 | bound: 85 | nc: 37 | ncall: 21694 | eff(%): 3.351 | loglstar: -inf < -24.835 < inf | logz: -33.415 +/- 0.272 | dlogz: 21.722 > 0.109
iter: 728 | bound: 85 | nc: 22 | ncall: 21716 | eff(%): 3.352 | loglstar: -inf < -24.794 < inf | logz: -33.377 +/- 0.272 | dlogz: 21.674 > 0.109
iter: 729 | bound: 85 | nc: 8 | ncall: 21724 | eff(%): 3.356 | loglstar: -inf < -24.792 < inf | logz: -33.340 +/- 0.272 | dlogz: 21.626 > 0.109
iter: 730 | bound: 85 | nc: 1 | ncall: 21725 | eff(%): 3.360 | loglstar: -inf < -24.788 < inf | logz: -33.304 +/- 0.272 | dlogz: 21.579 > 0.109
iter: 731 | bound: 85 | nc: 28 | ncall: 21753 | eff(%): 3.360 | loglstar: -inf < -24.703 < inf | logz: -33.269 +/- 0.272 | dlogz: 21.533 > 0.109
iter: 732 | bound: 85 | nc: 3 | ncall: 21756 | eff(%): 3.365 | loglstar: -inf < -24.559 < inf | logz: -33.231 +/- 0.272 | dlogz: 21.488 > 0.109
iter: 733 | bound: 86 | nc: 1 | ncall: 21757 | eff(%): 3.369 | loglstar: -inf < -24.461 < inf | logz: -33.190 +/- 0.272 | dlogz: 21.439 > 0.109
iter: 734 | bound: 86 | nc: 13 | ncall: 21770 | eff(%): 3.372 | loglstar: -inf < -24.435 < inf | logz: -33.149 +/- 0.272 | dlogz: 21.389 > 0.109
iter: 735 | bound: 86 | nc: 2 | ncall: 21772 | eff(%): 3.376 | loglstar: -inf < -24.340 < inf | logz: -33.107 +/- 0.273 | dlogz: 21.337 > 0.109
iter: 736 | bound: 86 | nc: 11 | ncall: 21783 | eff(%): 3.379 | loglstar: -inf < -24.248 < inf | logz: -33.063 +/- 0.273 | dlogz: 21.286 > 0.109
iter: 737 | bound: 86 | nc: 10 | ncall: 21793 | eff(%): 3.382 | loglstar: -inf < -24.233 < inf | logz: -33.020 +/- 0.273 | dlogz: 21.232 > 0.109
iter: 738 | bound: 86 | nc: 5 | ncall: 21798 | eff(%): 3.386 | loglstar: -inf < -24.226 < inf | logz: -32.978 +/- 0.273 | dlogz: 21.179 > 0.109
iter: 739 | bound: 86 | nc: 9 | ncall: 21807 | eff(%): 3.389 | loglstar: -inf < -24.219 < inf | logz: -32.939 +/- 0.274 | dlogz: 21.128 > 0.109
iter: 740 | bound: 86 | nc: 4 | ncall: 21811 | eff(%): 3.393 | loglstar: -inf < -24.218 < inf | logz: -32.900 +/- 0.274 | dlogz: 21.078 > 0.109
iter: 741 | bound: 86 | nc: 26 | ncall: 21837 | eff(%): 3.393 | loglstar: -inf < -24.208 < inf | logz: -32.864 +/- 0.274 | dlogz: 21.030 > 0.109
iter: 742 | bound: 86 | nc: 7 | ncall: 21844 | eff(%): 3.397 | loglstar: -inf < -24.194 < inf | logz: -32.829 +/- 0.274 | dlogz: 20.983 > 0.109
iter: 743 | bound: 86 | nc: 1 | ncall: 21845 | eff(%): 3.401 | loglstar: -inf < -24.189 < inf | logz: -32.794 +/- 0.274 | dlogz: 21.494 > 0.109
iter: 744 | bound: 86 | nc: 7 | ncall: 21852 | eff(%): 3.405 | loglstar: -inf < -24.165 < inf | logz: -32.761 +/- 0.274 | dlogz: 21.450 > 0.109
iter: 745 | bound: 87 | nc: 9 | ncall: 21861 | eff(%): 3.408 | loglstar: -inf < -24.154 < inf | logz: -32.729 +/- 0.274 | dlogz: 21.407 > 0.109
iter: 746 | bound: 87 | nc: 5 | ncall: 21866 | eff(%): 3.412 | loglstar: -inf < -24.032 < inf | logz: -32.696 +/- 0.274 | dlogz: 21.365 > 0.109
iter: 747 | bound: 87 | nc: 1 | ncall: 21867 | eff(%): 3.416 | loglstar: -inf < -23.875 < inf | logz: -32.659 +/- 0.274 | dlogz: 21.322 > 0.109
iter: 748 | bound: 87 | nc: 5 | ncall: 21872 | eff(%): 3.420 | loglstar: -inf < -23.762 < inf | logz: -32.620 +/- 0.274 | dlogz: 21.276 > 0.109
iter: 749 | bound: 87 | nc: 16 | ncall: 21888 | eff(%): 3.422 | loglstar: -inf < -23.755 < inf | logz: -32.580 +/- 0.274 | dlogz: 21.226 > 0.109
iter: 750 | bound: 87 | nc: 2 | ncall: 21890 | eff(%): 3.426 | loglstar: -inf < -23.724 < inf | logz: -32.541 +/- 0.275 | dlogz: 21.176 > 0.109
iter: 751 | bound: 87 | nc: 28 | ncall: 21918 | eff(%): 3.426 | loglstar: -inf < -23.719 < inf | logz: -32.503 +/- 0.275 | dlogz: 21.127 > 0.109
iter: 752 | bound: 87 | nc: 7 | ncall: 21925 | eff(%): 3.430 | loglstar: -inf < -23.717 < inf | logz: -32.467 +/- 0.275 | dlogz: 21.079 > 0.109
iter: 753 | bound: 87 | nc: 2 | ncall: 21927 | eff(%): 3.434 | loglstar: -inf < -23.676 < inf | logz: -32.432 +/- 0.275 | dlogz: 21.033 > 0.109
iter: 754 | bound: 87 | nc: 3 | ncall: 21930 | eff(%): 3.438 | loglstar: -inf < -23.618 < inf | logz: -32.396 +/- 0.275 | dlogz: 20.988 > 0.109
iter: 755 | bound: 87 | nc: 28 | ncall: 21958 | eff(%): 3.438 | loglstar: -inf < -23.588 < inf | logz: -32.361 +/- 0.275 | dlogz: 20.943 > 0.109
iter: 756 | bound: 88 | nc: 20 | ncall: 21978 | eff(%): 3.440 | loglstar: -inf < -23.546 < inf | logz: -32.326 +/- 0.275 | dlogz: 20.897 > 0.109
iter: 757 | bound: 88 | nc: 18 | ncall: 21996 | eff(%): 3.442 | loglstar: -inf < -23.483 < inf | logz: -32.290 +/- 0.275 | dlogz: 20.852 > 0.109
iter: 758 | bound: 88 | nc: 4 | ncall: 22000 | eff(%): 3.445 | loglstar: -inf < -23.460 < inf | logz: -32.255 +/- 0.276 | dlogz: 20.807 > 0.109
iter: 759 | bound: 88 | nc: 8 | ncall: 22008 | eff(%): 3.449 | loglstar: -inf < -23.414 < inf | logz: -32.220 +/- 0.276 | dlogz: 20.762 > 0.109
iter: 760 | bound: 88 | nc: 15 | ncall: 22023 | eff(%): 3.451 | loglstar: -inf < -23.323 < inf | logz: -32.185 +/- 0.276 | dlogz: 20.717 > 0.109
iter: 761 | bound: 88 | nc: 2 | ncall: 22025 | eff(%): 3.455 | loglstar: -inf < -23.317 < inf | logz: -32.149 +/- 0.276 | dlogz: 20.671 > 0.109
iter: 762 | bound: 88 | nc: 7 | ncall: 22032 | eff(%): 3.459 | loglstar: -inf < -23.274 < inf | logz: -32.114 +/- 0.276 | dlogz: 20.626 > 0.109
iter: 763 | bound: 88 | nc: 28 | ncall: 22060 | eff(%): 3.459 | loglstar: -inf < -23.196 < inf | logz: -32.078 +/- 0.276 | dlogz: 20.581 > 0.109
iter: 764 | bound: 88 | nc: 6 | ncall: 22066 | eff(%): 3.462 | loglstar: -inf < -23.171 < inf | logz: -32.042 +/- 0.276 | dlogz: 20.535 > 0.109
iter: 765 | bound: 88 | nc: 2 | ncall: 22068 | eff(%): 3.467 | loglstar: -inf < -23.162 < inf | logz: -32.008 +/- 0.276 | dlogz: 20.489 > 0.109
iter: 766 | bound: 89 | nc: 11 | ncall: 22079 | eff(%): 3.469 | loglstar: -inf < -23.158 < inf | logz: -31.974 +/- 0.276 | dlogz: 20.445 > 0.109
iter: 767 | bound: 89 | nc: 6 | ncall: 22085 | eff(%): 3.473 | loglstar: -inf < -23.095 < inf | logz: -31.941 +/- 0.277 | dlogz: 20.401 > 0.109
iter: 768 | bound: 89 | nc: 8 | ncall: 22093 | eff(%): 3.476 | loglstar: -inf < -23.073 < inf | logz: -31.908 +/- 0.277 | dlogz: 20.358 > 0.109
iter: 769 | bound: 89 | nc: 5 | ncall: 22098 | eff(%): 3.480 | loglstar: -inf < -23.069 < inf | logz: -31.876 +/- 0.277 | dlogz: 20.315 > 0.109
iter: 770 | bound: 89 | nc: 11 | ncall: 22109 | eff(%): 3.483 | loglstar: -inf < -23.068 < inf | logz: -31.845 +/- 0.277 | dlogz: 20.273 > 0.109
iter: 771 | bound: 89 | nc: 4 | ncall: 22113 | eff(%): 3.487 | loglstar: -inf < -23.014 < inf | logz: -31.814 +/- 0.277 | dlogz: 20.232 > 0.109
iter: 772 | bound: 89 | nc: 5 | ncall: 22118 | eff(%): 3.490 | loglstar: -inf < -22.978 < inf | logz: -31.783 +/- 0.277 | dlogz: 20.191 > 0.109
iter: 773 | bound: 89 | nc: 7 | ncall: 22125 | eff(%): 3.494 | loglstar: -inf < -22.762 < inf | logz: -31.750 +/- 0.277 | dlogz: 20.151 > 0.109
iter: 774 | bound: 89 | nc: 9 | ncall: 22134 | eff(%): 3.497 | loglstar: -inf < -22.706 < inf | logz: -31.713 +/- 0.277 | dlogz: 20.107 > 0.109
iter: 775 | bound: 89 | nc: 6 | ncall: 22140 | eff(%): 3.500 | loglstar: -inf < -22.655 < inf | logz: -31.677 +/- 0.277 | dlogz: 20.061 > 0.109
iter: 776 | bound: 89 | nc: 1 | ncall: 22141 | eff(%): 3.505 | loglstar: -inf < -22.645 < inf | logz: -31.640 +/- 0.278 | dlogz: 20.014 > 0.109
iter: 777 | bound: 89 | nc: 7 | ncall: 22148 | eff(%): 3.508 | loglstar: -inf < -22.640 < inf | logz: -31.605 +/- 0.278 | dlogz: 19.968 > 0.109
iter: 778 | bound: 89 | nc: 4 | ncall: 22152 | eff(%): 3.512 | loglstar: -inf < -22.612 < inf | logz: -31.572 +/- 0.278 | dlogz: 19.923 > 0.109
iter: 779 | bound: 89 | nc: 14 | ncall: 22166 | eff(%): 3.514 | loglstar: -inf < -22.591 < inf | logz: -31.538 +/- 0.278 | dlogz: 19.879 > 0.109
iter: 780 | bound: 89 | nc: 4 | ncall: 22170 | eff(%): 3.518 | loglstar: -inf < -22.578 < inf | logz: -31.506 +/- 0.278 | dlogz: 19.836 > 0.109
iter: 781 | bound: 90 | nc: 22 | ncall: 22192 | eff(%): 3.519 | loglstar: -inf < -22.563 < inf | logz: -31.474 +/- 0.278 | dlogz: 19.794 > 0.109
iter: 782 | bound: 90 | nc: 1 | ncall: 22193 | eff(%): 3.524 | loglstar: -inf < -22.500 < inf | logz: -31.443 +/- 0.278 | dlogz: 19.752 > 0.109
iter: 783 | bound: 90 | nc: 7 | ncall: 22200 | eff(%): 3.527 | loglstar: -inf < -22.438 < inf | logz: -31.411 +/- 0.278 | dlogz: 19.711 > 0.109
iter: 784 | bound: 90 | nc: 12 | ncall: 22212 | eff(%): 3.530 | loglstar: -inf < -22.421 < inf | logz: -31.379 +/- 0.278 | dlogz: 19.669 > 0.109
iter: 785 | bound: 90 | nc: 8 | ncall: 22220 | eff(%): 3.533 | loglstar: -inf < -22.393 < inf | logz: -31.347 +/- 0.279 | dlogz: 19.627 > 0.109
iter: 786 | bound: 90 | nc: 2 | ncall: 22222 | eff(%): 3.537 | loglstar: -inf < -22.370 < inf | logz: -31.316 +/- 0.279 | dlogz: 19.585 > 0.109
iter: 787 | bound: 90 | nc: 21 | ncall: 22243 | eff(%): 3.538 | loglstar: -inf < -22.367 < inf | logz: -31.286 +/- 0.279 | dlogz: 19.544 > 0.109
iter: 788 | bound: 90 | nc: 9 | ncall: 22252 | eff(%): 3.541 | loglstar: -inf < -22.257 < inf | logz: -31.256 +/- 0.279 | dlogz: 19.504 > 0.109
iter: 789 | bound: 90 | nc: 2 | ncall: 22254 | eff(%): 3.545 | loglstar: -inf < -22.251 < inf | logz: -31.225 +/- 0.279 | dlogz: 19.464 > 0.109
iter: 790 | bound: 90 | nc: 1 | ncall: 22255 | eff(%): 3.550 | loglstar: -inf < -22.243 < inf | logz: -31.194 +/- 0.279 | dlogz: 19.423 > 0.109
iter: 791 | bound: 90 | nc: 10 | ncall: 22265 | eff(%): 3.553 | loglstar: -inf < -22.227 < inf | logz: -31.165 +/- 0.279 | dlogz: 19.383 > 0.109
iter: 792 | bound: 90 | nc: 8 | ncall: 22273 | eff(%): 3.556 | loglstar: -inf < -22.189 < inf | logz: -31.136 +/- 0.279 | dlogz: 19.343 > 0.109
iter: 793 | bound: 90 | nc: 1 | ncall: 22274 | eff(%): 3.560 | loglstar: -inf < -22.132 < inf | logz: -31.107 +/- 0.279 | dlogz: 19.305 > 0.109
iter: 794 | bound: 90 | nc: 4 | ncall: 22278 | eff(%): 3.564 | loglstar: -inf < -22.061 < inf | logz: -31.077 +/- 0.279 | dlogz: 19.265 > 0.109
iter: 795 | bound: 90 | nc: 4 | ncall: 22282 | eff(%): 3.568 | loglstar: -inf < -21.950 < inf | logz: -31.046 +/- 0.279 | dlogz: 19.226 > 0.109
iter: 796 | bound: 90 | nc: 7 | ncall: 22289 | eff(%): 3.571 | loglstar: -inf < -21.933 < inf | logz: -31.013 +/- 0.279 | dlogz: 19.184 > 0.109
iter: 797 | bound: 91 | nc: 10 | ncall: 22299 | eff(%): 3.574 | loglstar: -inf < -21.900 < inf | logz: -30.982 +/- 0.280 | dlogz: 19.142 > 0.109
iter: 798 | bound: 91 | nc: 9 | ncall: 22308 | eff(%): 3.577 | loglstar: -inf < -21.857 < inf | logz: -30.950 +/- 0.280 | dlogz: 19.101 > 0.109
iter: 799 | bound: 91 | nc: 2 | ncall: 22310 | eff(%): 3.581 | loglstar: -inf < -21.851 < inf | logz: -30.919 +/- 0.280 | dlogz: 19.059 > 0.109
iter: 800 | bound: 91 | nc: 6 | ncall: 22316 | eff(%): 3.585 | loglstar: -inf < -21.795 < inf | logz: -30.889 +/- 0.280 | dlogz: 19.018 > 0.109
iter: 801 | bound: 91 | nc: 12 | ncall: 22328 | eff(%): 3.587 | loglstar: -inf < -21.775 < inf | logz: -30.858 +/- 0.280 | dlogz: 18.978 > 0.109
iter: 802 | bound: 91 | nc: 6 | ncall: 22334 | eff(%): 3.591 | loglstar: -inf < -21.737 < inf | logz: -30.828 +/- 0.280 | dlogz: 18.937 > 0.109
iter: 803 | bound: 91 | nc: 19 | ncall: 22353 | eff(%): 3.592 | loglstar: -inf < -21.642 < inf | logz: -30.797 +/- 0.280 | dlogz: 18.897 > 0.109
iter: 804 | bound: 91 | nc: 22 | ncall: 22375 | eff(%): 3.593 | loglstar: -inf < -21.597 < inf | logz: -30.765 +/- 0.280 | dlogz: 18.856 > 0.109
iter: 805 | bound: 92 | nc: 38 | ncall: 22413 | eff(%): 3.592 | loglstar: -inf < -21.578 < inf | logz: -30.733 +/- 0.281 | dlogz: 18.814 > 0.109
iter: 806 | bound: 92 | nc: 3 | ncall: 22416 | eff(%): 3.596 | loglstar: -inf < -21.559 < inf | logz: -30.702 +/- 0.281 | dlogz: 18.772 > 0.109
iter: 807 | bound: 92 | nc: 10 | ncall: 22426 | eff(%): 3.599 | loglstar: -inf < -21.533 < inf | logz: -30.672 +/- 0.281 | dlogz: 18.731 > 0.109
iter: 808 | bound: 92 | nc: 7 | ncall: 22433 | eff(%): 3.602 | loglstar: -inf < -21.502 < inf | logz: -30.642 +/- 0.281 | dlogz: 18.691 > 0.109
iter: 809 | bound: 92 | nc: 2 | ncall: 22435 | eff(%): 3.606 | loglstar: -inf < -21.381 < inf | logz: -30.611 +/- 0.281 | dlogz: 18.651 > 0.109
iter: 810 | bound: 92 | nc: 5 | ncall: 22440 | eff(%): 3.610 | loglstar: -inf < -21.304 < inf | logz: -30.578 +/- 0.281 | dlogz: 18.610 > 0.109
iter: 811 | bound: 92 | nc: 8 | ncall: 22448 | eff(%): 3.613 | loglstar: -inf < -21.268 < inf | logz: -30.544 +/- 0.281 | dlogz: 18.567 > 0.109
iter: 812 | bound: 92 | nc: 31 | ncall: 22479 | eff(%): 3.612 | loglstar: -inf < -21.227 < inf | logz: -30.511 +/- 0.282 | dlogz: 18.524 > 0.109
iter: 813 | bound: 92 | nc: 20 | ncall: 22499 | eff(%): 3.613 | loglstar: -inf < -21.202 < inf | logz: -30.478 +/- 0.282 | dlogz: 18.481 > 0.109
iter: 814 | bound: 92 | nc: 10 | ncall: 22509 | eff(%): 3.616 | loglstar: -inf < -21.168 < inf | logz: -30.446 +/- 0.282 | dlogz: 18.438 > 0.109
iter: 815 | bound: 92 | nc: 1 | ncall: 22510 | eff(%): 3.621 | loglstar: -inf < -21.112 < inf | logz: -30.413 +/- 0.282 | dlogz: 18.395 > 0.109
iter: 816 | bound: 93 | nc: 7 | ncall: 22517 | eff(%): 3.624 | loglstar: -inf < -21.019 < inf | logz: -30.380 +/- 0.282 | dlogz: 18.353 > 0.109
iter: 817 | bound: 93 | nc: 14 | ncall: 22531 | eff(%): 3.626 | loglstar: -inf < -21.015 < inf | logz: -30.346 +/- 0.283 | dlogz: 18.309 > 0.109
iter: 818 | bound: 93 | nc: 1 | ncall: 22532 | eff(%): 3.630 | loglstar: -inf < -21.001 < inf | logz: -30.313 +/- 0.283 | dlogz: 18.266 > 0.109
iter: 819 | bound: 93 | nc: 21 | ncall: 22553 | eff(%): 3.631 | loglstar: -inf < -20.997 < inf | logz: -30.282 +/- 0.283 | dlogz: 18.223 > 0.109
iter: 820 | bound: 93 | nc: 3 | ncall: 22556 | eff(%): 3.635 | loglstar: -inf < -20.941 < inf | logz: -30.250 +/- 0.283 | dlogz: 18.181 > 0.109
iter: 821 | bound: 93 | nc: 34 | ncall: 22590 | eff(%): 3.634 | loglstar: -inf < -20.922 < inf | logz: -30.219 +/- 0.283 | dlogz: 18.140 > 0.109
iter: 822 | bound: 93 | nc: 3 | ncall: 22593 | eff(%): 3.638 | loglstar: -inf < -20.920 < inf | logz: -30.189 +/- 0.283 | dlogz: 18.099 > 0.109
iter: 823 | bound: 93 | nc: 7 | ncall: 22600 | eff(%): 3.642 | loglstar: -inf < -20.915 < inf | logz: -30.160 +/- 0.283 | dlogz: 18.059 > 0.109
iter: 824 | bound: 94 | nc: 21 | ncall: 22621 | eff(%): 3.643 | loglstar: -inf < -20.902 < inf | logz: -30.132 +/- 0.283 | dlogz: 18.020 > 0.109
iter: 825 | bound: 94 | nc: 2 | ncall: 22623 | eff(%): 3.647 | loglstar: -inf < -20.860 < inf | logz: -30.104 +/- 0.284 | dlogz: 17.982 > 0.109
iter: 826 | bound: 94 | nc: 8 | ncall: 22631 | eff(%): 3.650 | loglstar: -inf < -20.845 < inf | logz: -30.076 +/- 0.284 | dlogz: 17.944 > 0.109
iter: 827 | bound: 94 | nc: 9 | ncall: 22640 | eff(%): 3.653 | loglstar: -inf < -20.804 < inf | logz: -30.049 +/- 0.284 | dlogz: 17.906 > 0.109
iter: 828 | bound: 94 | nc: 8 | ncall: 22648 | eff(%): 3.656 | loglstar: -inf < -20.712 < inf | logz: -30.021 +/- 0.284 | dlogz: 17.869 > 0.109
iter: 829 | bound: 94 | nc: 3 | ncall: 22651 | eff(%): 3.660 | loglstar: -inf < -20.709 < inf | logz: -29.992 +/- 0.284 | dlogz: 17.831 > 0.109
iter: 830 | bound: 94 | nc: 1 | ncall: 22652 | eff(%): 3.664 | loglstar: -inf < -20.650 < inf | logz: -29.964 +/- 0.284 | dlogz: 17.792 > 0.109
iter: 831 | bound: 94 | nc: 5 | ncall: 22657 | eff(%): 3.668 | loglstar: -inf < -20.633 < inf | logz: -29.936 +/- 0.284 | dlogz: 17.754 > 0.109
iter: 832 | bound: 94 | nc: 2 | ncall: 22659 | eff(%): 3.672 | loglstar: -inf < -20.557 < inf | logz: -29.907 +/- 0.284 | dlogz: 17.716 > 0.109
iter: 833 | bound: 94 | nc: 19 | ncall: 22678 | eff(%): 3.673 | loglstar: -inf < -20.481 < inf | logz: -29.877 +/- 0.284 | dlogz: 17.677 > 0.109
iter: 834 | bound: 94 | nc: 17 | ncall: 22695 | eff(%): 3.675 | loglstar: -inf < -20.461 < inf | logz: -29.848 +/- 0.284 | dlogz: 17.638 > 0.109
iter: 835 | bound: 94 | nc: 8 | ncall: 22703 | eff(%): 3.678 | loglstar: -inf < -20.388 < inf | logz: -29.817 +/- 0.285 | dlogz: 17.598 > 0.109
iter: 836 | bound: 94 | nc: 14 | ncall: 22717 | eff(%): 3.680 | loglstar: -inf < -20.388 < inf | logz: -29.788 +/- 0.285 | dlogz: 17.558 > 0.109
iter: 837 | bound: 95 | nc: 4 | ncall: 22721 | eff(%): 3.684 | loglstar: -inf < -20.304 < inf | logz: -29.758 +/- 0.285 | dlogz: 17.518 > 0.109
iter: 838 | bound: 95 | nc: 1 | ncall: 22722 | eff(%): 3.688 | loglstar: -inf < -20.301 < inf | logz: -29.727 +/- 0.285 | dlogz: 17.478 > 0.109
iter: 839 | bound: 95 | nc: 3 | ncall: 22725 | eff(%): 3.692 | loglstar: -inf < -20.275 < inf | logz: -29.698 +/- 0.285 | dlogz: 17.438 > 0.109
iter: 840 | bound: 95 | nc: 16 | ncall: 22741 | eff(%): 3.694 | loglstar: -inf < -20.268 < inf | logz: -29.669 +/- 0.285 | dlogz: 17.399 > 0.109
iter: 841 | bound: 95 | nc: 11 | ncall: 22752 | eff(%): 3.696 | loglstar: -inf < -20.217 < inf | logz: -29.641 +/- 0.285 | dlogz: 17.360 > 0.109
iter: 842 | bound: 95 | nc: 1 | ncall: 22753 | eff(%): 3.701 | loglstar: -inf < -20.196 < inf | logz: -29.613 +/- 0.285 | dlogz: 17.322 > 0.109
iter: 843 | bound: 95 | nc: 1 | ncall: 22754 | eff(%): 3.705 | loglstar: -inf < -20.195 < inf | logz: -29.585 +/- 0.286 | dlogz: 17.284 > 0.109
iter: 844 | bound: 95 | nc: 1 | ncall: 22755 | eff(%): 3.709 | loglstar: -inf < -20.166 < inf | logz: -29.558 +/- 0.286 | dlogz: 17.246 > 0.109
iter: 845 | bound: 95 | nc: 8 | ncall: 22763 | eff(%): 3.712 | loglstar: -inf < -20.152 < inf | logz: -29.531 +/- 0.286 | dlogz: 17.209 > 0.109
iter: 846 | bound: 95 | nc: 20 | ncall: 22783 | eff(%): 3.713 | loglstar: -inf < -19.998 < inf | logz: -29.504 +/- 0.286 | dlogz: 17.172 > 0.109
iter: 847 | bound: 95 | nc: 3 | ncall: 22786 | eff(%): 3.717 | loglstar: -inf < -19.970 < inf | logz: -29.474 +/- 0.286 | dlogz: 17.135 > 0.109
iter: 848 | bound: 95 | nc: 15 | ncall: 22801 | eff(%): 3.719 | loglstar: -inf < -19.962 < inf | logz: -29.445 +/- 0.286 | dlogz: 17.095 > 0.109
iter: 849 | bound: 96 | nc: 29 | ncall: 22830 | eff(%): 3.719 | loglstar: -inf < -19.904 < inf | logz: -29.417 +/- 0.286 | dlogz: 17.057 > 0.109
iter: 850 | bound: 96 | nc: 2 | ncall: 22832 | eff(%): 3.723 | loglstar: -inf < -19.875 < inf | logz: -29.388 +/- 0.286 | dlogz: 17.018 > 0.109
iter: 851 | bound: 96 | nc: 8 | ncall: 22840 | eff(%): 3.726 | loglstar: -inf < -19.861 < inf | logz: -29.360 +/- 0.287 | dlogz: 16.979 > 0.109
iter: 852 | bound: 96 | nc: 3 | ncall: 22843 | eff(%): 3.730 | loglstar: -inf < -19.840 < inf | logz: -29.332 +/- 0.287 | dlogz: 16.941 > 0.109
iter: 853 | bound: 96 | nc: 10 | ncall: 22853 | eff(%): 3.733 | loglstar: -inf < -19.820 < inf | logz: -29.305 +/- 0.287 | dlogz: 16.904 > 0.109
iter: 854 | bound: 96 | nc: 21 | ncall: 22874 | eff(%): 3.733 | loglstar: -inf < -19.752 < inf | logz: -29.278 +/- 0.287 | dlogz: 16.866 > 0.109
iter: 855 | bound: 96 | nc: 5 | ncall: 22879 | eff(%): 3.737 | loglstar: -inf < -19.705 < inf | logz: -29.250 +/- 0.287 | dlogz: 16.829 > 0.109
iter: 856 | bound: 96 | nc: 1 | ncall: 22880 | eff(%): 3.741 | loglstar: -inf < -19.636 < inf | logz: -29.221 +/- 0.287 | dlogz: 16.791 > 0.109
iter: 857 | bound: 96 | nc: 11 | ncall: 22891 | eff(%): 3.744 | loglstar: -inf < -19.616 < inf | logz: -29.192 +/- 0.287 | dlogz: 16.753 > 0.109
iter: 858 | bound: 96 | nc: 1 | ncall: 22892 | eff(%): 3.748 | loglstar: -inf < -19.591 < inf | logz: -29.164 +/- 0.287 | dlogz: 16.714 > 0.109
iter: 859 | bound: 96 | nc: 1 | ncall: 22893 | eff(%): 3.752 | loglstar: -inf < -19.588 < inf | logz: -29.137 +/- 0.288 | dlogz: 16.676 > 0.109
iter: 860 | bound: 96 | nc: 3 | ncall: 22896 | eff(%): 3.756 | loglstar: -inf < -19.583 < inf | logz: -29.110 +/- 0.288 | dlogz: 16.638 > 0.109
iter: 861 | bound: 96 | nc: 2 | ncall: 22898 | eff(%): 3.760 | loglstar: -inf < -19.557 < inf | logz: -29.084 +/- 0.288 | dlogz: 16.602 > 0.109
iter: 862 | bound: 96 | nc: 3 | ncall: 22901 | eff(%): 3.764 | loglstar: -inf < -19.546 < inf | logz: -29.058 +/- 0.288 | dlogz: 16.566 > 0.109
iter: 863 | bound: 96 | nc: 3 | ncall: 22904 | eff(%): 3.768 | loglstar: -inf < -19.491 < inf | logz: -29.033 +/- 0.288 | dlogz: 16.530 > 0.109
iter: 864 | bound: 96 | nc: 1 | ncall: 22905 | eff(%): 3.772 | loglstar: -inf < -19.392 < inf | logz: -29.006 +/- 0.288 | dlogz: 16.495 > 0.109
iter: 865 | bound: 96 | nc: 3 | ncall: 22908 | eff(%): 3.776 | loglstar: -inf < -19.333 < inf | logz: -28.978 +/- 0.288 | dlogz: 16.458 > 0.109
iter: 866 | bound: 96 | nc: 5 | ncall: 22913 | eff(%): 3.780 | loglstar: -inf < -19.331 < inf | logz: -28.950 +/- 0.288 | dlogz: 16.420 > 0.109
iter: 867 | bound: 96 | nc: 7 | ncall: 22920 | eff(%): 3.783 | loglstar: -inf < -19.161 < inf | logz: -28.921 +/- 0.288 | dlogz: 16.383 > 0.109
iter: 868 | bound: 97 | nc: 18 | ncall: 22938 | eff(%): 3.784 | loglstar: -inf < -19.134 < inf | logz: -28.891 +/- 0.289 | dlogz: 16.344 > 0.109
iter: 869 | bound: 97 | nc: 4 | ncall: 22942 | eff(%): 3.788 | loglstar: -inf < -19.051 < inf | logz: -28.860 +/- 0.289 | dlogz: 16.303 > 0.109
iter: 870 | bound: 97 | nc: 1 | ncall: 22943 | eff(%): 3.792 | loglstar: -inf < -19.021 < inf | logz: -28.828 +/- 0.289 | dlogz: 16.262 > 0.109
iter: 871 | bound: 97 | nc: 14 | ncall: 22957 | eff(%): 3.794 | loglstar: -inf < -19.005 < inf | logz: -28.797 +/- 0.289 | dlogz: 16.220 > 0.109
iter: 872 | bound: 97 | nc: 33 | ncall: 22990 | eff(%): 3.793 | loglstar: -inf < -18.983 < inf | logz: -28.767 +/- 0.290 | dlogz: 16.179 > 0.109
iter: 873 | bound: 97 | nc: 30 | ncall: 23020 | eff(%): 3.792 | loglstar: -inf < -18.924 < inf | logz: -28.736 +/- 0.290 | dlogz: 16.139 > 0.109
iter: 874 | bound: 97 | nc: 1 | ncall: 23021 | eff(%): 3.797 | loglstar: -inf < -18.895 < inf | logz: -28.706 +/- 0.290 | dlogz: 16.099 > 0.109
iter: 875 | bound: 97 | nc: 14 | ncall: 23035 | eff(%): 3.799 | loglstar: -inf < -18.850 < inf | logz: -28.675 +/- 0.290 | dlogz: 16.058 > 0.109
iter: 876 | bound: 98 | nc: 12 | ncall: 23047 | eff(%): 3.801 | loglstar: -inf < -18.812 < inf | logz: -28.645 +/- 0.290 | dlogz: 16.018 > 0.109
iter: 877 | bound: 98 | nc: 74 | ncall: 23121 | eff(%): 3.793 | loglstar: -inf < -18.791 < inf | logz: -28.615 +/- 0.290 | dlogz: 15.977 > 0.109
iter: 878 | bound: 98 | nc: 18 | ncall: 23139 | eff(%): 3.794 | loglstar: -inf < -18.734 < inf | logz: -28.585 +/- 0.291 | dlogz: 15.937 > 0.109
iter: 879 | bound: 99 | nc: 105 | ncall: 23244 | eff(%): 3.782 | loglstar: -inf < -18.689 < inf | logz: -28.554 +/- 0.291 | dlogz: 15.897 > 0.109
iter: 880 | bound: 100 | nc: 117 | ncall: 23361 | eff(%): 3.767 | loglstar: -inf < -18.589 < inf | logz: -28.523 +/- 0.291 | dlogz: 15.857 > 0.109
iter: 881 | bound: 100 | nc: 2 | ncall: 23363 | eff(%): 3.771 | loglstar: -inf < -18.510 < inf | logz: -28.490 +/- 0.291 | dlogz: 15.816 > 0.109
iter: 882 | bound: 100 | nc: 8 | ncall: 23371 | eff(%): 3.774 | loglstar: -inf < -18.500 < inf | logz: -28.457 +/- 0.292 | dlogz: 15.773 > 0.109
iter: 883 | bound: 100 | nc: 16 | ncall: 23387 | eff(%): 3.776 | loglstar: -inf < -18.455 < inf | logz: -28.425 +/- 0.292 | dlogz: 15.730 > 0.109
iter: 884 | bound: 100 | nc: 24 | ncall: 23411 | eff(%): 3.776 | loglstar: -inf < -18.305 < inf | logz: -28.390 +/- 0.292 | dlogz: 15.687 > 0.109
iter: 885 | bound: 100 | nc: 12 | ncall: 23423 | eff(%): 3.778 | loglstar: -inf < -18.303 < inf | logz: -28.355 +/- 0.292 | dlogz: 15.643 > 0.109
iter: 886 | bound: 100 | nc: 11 | ncall: 23434 | eff(%): 3.781 | loglstar: -inf < -18.275 < inf | logz: -28.321 +/- 0.293 | dlogz: 15.598 > 0.109
iter: 887 | bound: 100 | nc: 12 | ncall: 23446 | eff(%): 3.783 | loglstar: -inf < -18.255 < inf | logz: -28.287 +/- 0.293 | dlogz: 15.554 > 0.109
iter: 888 | bound: 100 | nc: 4 | ncall: 23450 | eff(%): 3.787 | loglstar: -inf < -18.233 < inf | logz: -28.254 +/- 0.293 | dlogz: 15.510 > 0.109
iter: 889 | bound: 100 | nc: 5 | ncall: 23455 | eff(%): 3.790 | loglstar: -inf < -18.200 < inf | logz: -28.222 +/- 0.293 | dlogz: 15.467 > 0.109
iter: 890 | bound: 101 | nc: 24 | ncall: 23479 | eff(%): 3.791 | loglstar: -inf < -18.183 < inf | logz: -28.190 +/- 0.293 | dlogz: 15.425 > 0.109
iter: 891 | bound: 102 | nc: 430 | ncall: 23909 | eff(%): 3.727 | loglstar: -inf < -18.178 < inf | logz: -28.159 +/- 0.294 | dlogz: 15.383 > 0.109
iter: 892 | bound: 102 | nc: 59 | ncall: 23968 | eff(%): 3.722 | loglstar: -inf < -18.134 < inf | logz: -28.128 +/- 0.294 | dlogz: 15.342 > 0.109
iter: 893 | bound: 102 | nc: 28 | ncall: 23996 | eff(%): 3.721 | loglstar: -inf < -18.120 < inf | logz: -28.098 +/- 0.294 | dlogz: 15.302 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 894 | bound: 103 | nc: 13 | ncall: 24009 | eff(%): 3.724 | loglstar: -inf < -18.115 < inf | logz: -28.069 +/- 0.294 | dlogz: 15.262 > 0.109
iter: 895 | bound: 104 | nc: 1376 | ncall: 25385 | eff(%): 3.526 | loglstar: -inf < -18.091 < inf | logz: -28.041 +/- 0.294 | dlogz: 15.223 > 0.109
iter: 896 | bound: 105 | nc: 125 | ncall: 25510 | eff(%): 3.512 | loglstar: -inf < -18.054 < inf | logz: -28.012 +/- 0.294 | dlogz: 15.184 > 0.109
iter: 897 | bound: 105 | nc: 7 | ncall: 25517 | eff(%): 3.515 | loglstar: -inf < -18.017 < inf | logz: -27.984 +/- 0.294 | dlogz: 15.146 > 0.109
iter: 898 | bound: 105 | nc: 31 | ncall: 25548 | eff(%): 3.515 | loglstar: -inf < -18.004 < inf | logz: -27.956 +/- 0.295 | dlogz: 15.108 > 0.109
iter: 899 | bound: 105 | nc: 20 | ncall: 25568 | eff(%): 3.516 | loglstar: -inf < -17.959 < inf | logz: -27.929 +/- 0.295 | dlogz: 15.070 > 0.109
iter: 900 | bound: 106 | nc: 67 | ncall: 25635 | eff(%): 3.511 | loglstar: -inf < -17.942 < inf | logz: -27.901 +/- 0.295 | dlogz: 15.033 > 0.109
iter: 901 | bound: 106 | nc: 37 | ncall: 25672 | eff(%): 3.510 | loglstar: -inf < -17.917 < inf | logz: -27.874 +/- 0.295 | dlogz: 14.995 > 0.109
iter: 902 | bound: 107 | nc: 70 | ncall: 25742 | eff(%): 3.504 | loglstar: -inf < -17.880 < inf | logz: -27.848 +/- 0.295 | dlogz: 14.958 > 0.109
iter: 903 | bound: 107 | nc: 7 | ncall: 25749 | eff(%): 3.507 | loglstar: -inf < -17.866 < inf | logz: -27.821 +/- 0.295 | dlogz: 14.921 > 0.109
iter: 904 | bound: 107 | nc: 4 | ncall: 25753 | eff(%): 3.510 | loglstar: -inf < -17.848 < inf | logz: -27.795 +/- 0.295 | dlogz: 14.885 > 0.109
iter: 905 | bound: 107 | nc: 2 | ncall: 25755 | eff(%): 3.514 | loglstar: -inf < -17.815 < inf | logz: -27.769 +/- 0.295 | dlogz: 14.849 > 0.109
iter: 906 | bound: 107 | nc: 1 | ncall: 25756 | eff(%): 3.518 | loglstar: -inf < -17.748 < inf | logz: -27.743 +/- 0.295 | dlogz: 14.813 > 0.109
iter: 907 | bound: 107 | nc: 7 | ncall: 25763 | eff(%): 3.521 | loglstar: -inf < -17.709 < inf | logz: -27.717 +/- 0.295 | dlogz: 14.777 > 0.109
iter: 908 | bound: 107 | nc: 3 | ncall: 25766 | eff(%): 3.524 | loglstar: -inf < -17.692 < inf | logz: -27.690 +/- 0.296 | dlogz: 14.741 > 0.109
iter: 909 | bound: 107 | nc: 2 | ncall: 25768 | eff(%): 3.528 | loglstar: -inf < -17.555 < inf | logz: -27.663 +/- 0.296 | dlogz: 14.704 > 0.109
iter: 910 | bound: 107 | nc: 3 | ncall: 25771 | eff(%): 3.531 | loglstar: -inf < -17.550 < inf | logz: -27.634 +/- 0.296 | dlogz: 14.667 > 0.109
iter: 911 | bound: 107 | nc: 10 | ncall: 25781 | eff(%): 3.534 | loglstar: -inf < -17.512 < inf | logz: -27.607 +/- 0.296 | dlogz: 14.629 > 0.109
iter: 912 | bound: 107 | nc: 6 | ncall: 25787 | eff(%): 3.537 | loglstar: -inf < -17.506 < inf | logz: -27.579 +/- 0.296 | dlogz: 14.591 > 0.109
iter: 913 | bound: 107 | nc: 9 | ncall: 25796 | eff(%): 3.539 | loglstar: -inf < -17.334 < inf | logz: -27.550 +/- 0.296 | dlogz: 14.553 > 0.109
iter: 914 | bound: 107 | nc: 8 | ncall: 25804 | eff(%): 3.542 | loglstar: -inf < -17.302 < inf | logz: -27.519 +/- 0.296 | dlogz: 14.515 > 0.109
iter: 915 | bound: 107 | nc: 3 | ncall: 25807 | eff(%): 3.546 | loglstar: -inf < -17.254 < inf | logz: -27.489 +/- 0.297 | dlogz: 14.474 > 0.109
iter: 916 | bound: 107 | nc: 3 | ncall: 25810 | eff(%): 3.549 | loglstar: -inf < -17.229 < inf | logz: -27.458 +/- 0.297 | dlogz: 14.433 > 0.109
iter: 917 | bound: 107 | nc: 3 | ncall: 25813 | eff(%): 3.552 | loglstar: -inf < -17.220 < inf | logz: -27.428 +/- 0.297 | dlogz: 14.393 > 0.109
iter: 918 | bound: 107 | nc: 3 | ncall: 25816 | eff(%): 3.556 | loglstar: -inf < -17.206 < inf | logz: -27.399 +/- 0.297 | dlogz: 14.353 > 0.109
iter: 919 | bound: 107 | nc: 4 | ncall: 25820 | eff(%): 3.559 | loglstar: -inf < -17.155 < inf | logz: -27.370 +/- 0.297 | dlogz: 14.314 > 0.109
iter: 920 | bound: 107 | nc: 9 | ncall: 25829 | eff(%): 3.562 | loglstar: -inf < -17.148 < inf | logz: -27.342 +/- 0.298 | dlogz: 14.275 > 0.109
iter: 921 | bound: 107 | nc: 3 | ncall: 25832 | eff(%): 3.565 | loglstar: -inf < -17.005 < inf | logz: -27.312 +/- 0.298 | dlogz: 14.237 > 0.109
iter: 922 | bound: 107 | nc: 8 | ncall: 25840 | eff(%): 3.568 | loglstar: -inf < -16.977 < inf | logz: -27.281 +/- 0.298 | dlogz: 14.197 > 0.109
iter: 923 | bound: 108 | nc: 14 | ncall: 25854 | eff(%): 3.570 | loglstar: -inf < -16.967 < inf | logz: -27.251 +/- 0.298 | dlogz: 14.156 > 0.109
iter: 924 | bound: 109 | nc: 413 | ncall: 26267 | eff(%): 3.518 | loglstar: -inf < -16.902 < inf | logz: -27.220 +/- 0.298 | dlogz: 14.116 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 925 | bound: 110 | nc: 279 | ncall: 26546 | eff(%): 3.485 | loglstar: -inf < -16.890 < inf | logz: -27.190 +/- 0.298 | dlogz: 14.075 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 926 | bound: 111 | nc: 9002 | ncall: 35548 | eff(%): 2.605 | loglstar: -inf < -16.886 < inf | logz: -27.161 +/- 0.299 | dlogz: 14.035 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 927 | bound: 112 | nc: 11682 | ncall: 47230 | eff(%): 1.963 | loglstar: -inf < -16.877 < inf | logz: -27.133 +/- 0.299 | dlogz: 13.996 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 928 | bound: 113 | nc: 3534 | ncall: 50764 | eff(%): 1.828 | loglstar: -inf < -16.817 < inf | logz: -27.104 +/- 0.299 | dlogz: 13.958 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 929 | bound: 114 | nc: 127 | ncall: 50891 | eff(%): 1.825 | loglstar: -inf < -16.798 < inf | logz: -27.076 +/- 0.299 | dlogz: 13.920 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 930 | bound: 115 | nc: 7502 | ncall: 58393 | eff(%): 1.593 | loglstar: -inf < -16.746 < inf | logz: -27.048 +/- 0.299 | dlogz: 13.881 > 0.109
iter: 931 | bound: 116 | nc: 10947 | ncall: 69340 | eff(%): 1.343 | loglstar: -inf < -16.729 < inf | logz: -27.020 +/- 0.299 | dlogz: 13.843 > 0.109
iter: 932 | bound: 116 | nc: 3 | ncall: 69343 | eff(%): 1.344 | loglstar: -inf < -16.674 < inf | logz: -26.992 +/- 0.299 | dlogz: 13.805 > 0.109
iter: 933 | bound: 116 | nc: 1 | ncall: 69344 | eff(%): 1.345 | loglstar: -inf < -16.659 < inf | logz: -26.964 +/- 0.300 | dlogz: 13.767 > 0.109
iter: 934 | bound: 116 | nc: 5 | ncall: 69349 | eff(%): 1.347 | loglstar: -inf < -16.644 < inf | logz: -26.937 +/- 0.300 | dlogz: 13.729 > 0.109
iter: 935 | bound: 116 | nc: 2 | ncall: 69351 | eff(%): 1.348 | loglstar: -inf < -16.539 < inf | logz: -26.909 +/- 0.300 | dlogz: 13.692 > 0.109
iter: 936 | bound: 116 | nc: 4 | ncall: 69355 | eff(%): 1.350 | loglstar: -inf < -16.507 < inf | logz: -26.880 +/- 0.300 | dlogz: 15.368 > 0.109
iter: 937 | bound: 116 | nc: 5 | ncall: 69360 | eff(%): 1.351 | loglstar: -inf < -16.497 < inf | logz: -26.852 +/- 0.300 | dlogz: 15.329 > 0.109
iter: 938 | bound: 116 | nc: 2 | ncall: 69362 | eff(%): 1.352 | loglstar: -inf < -16.491 < inf | logz: -26.824 +/- 0.300 | dlogz: 15.291 > 0.109
iter: 939 | bound: 116 | nc: 10 | ncall: 69372 | eff(%): 1.354 | loglstar: -inf < -16.480 < inf | logz: -26.797 +/- 0.300 | dlogz: 15.253 > 0.109
iter: 940 | bound: 116 | nc: 1 | ncall: 69373 | eff(%): 1.355 | loglstar: -inf < -16.476 < inf | logz: -26.771 +/- 0.301 | dlogz: 15.217 > 0.109
iter: 941 | bound: 116 | nc: 11 | ncall: 69384 | eff(%): 1.356 | loglstar: -inf < -16.461 < inf | logz: -26.746 +/- 0.301 | dlogz: 15.181 > 0.109
iter: 942 | bound: 116 | nc: 2 | ncall: 69386 | eff(%): 1.358 | loglstar: -inf < -16.433 < inf | logz: -26.721 +/- 0.301 | dlogz: 15.146 > 0.109
iter: 943 | bound: 116 | nc: 12 | ncall: 69398 | eff(%): 1.359 | loglstar: -inf < -16.363 < inf | logz: -26.696 +/- 0.301 | dlogz: 15.111 > 0.109
iter: 944 | bound: 116 | nc: 6 | ncall: 69404 | eff(%): 1.360 | loglstar: -inf < -16.247 < inf | logz: -26.669 +/- 0.301 | dlogz: 15.076 > 0.109
iter: 945 | bound: 116 | nc: 1 | ncall: 69405 | eff(%): 1.362 | loglstar: -inf < -16.220 < inf | logz: -26.641 +/- 0.301 | dlogz: 15.039 > 0.109
iter: 946 | bound: 116 | nc: 2 | ncall: 69407 | eff(%): 1.363 | loglstar: -inf < -16.049 < inf | logz: -26.612 +/- 0.301 | dlogz: 15.001 > 0.109
iter: 947 | bound: 116 | nc: 3 | ncall: 69410 | eff(%): 1.364 | loglstar: -inf < -15.994 < inf | logz: -26.580 +/- 0.301 | dlogz: 14.962 > 0.109
iter: 948 | bound: 116 | nc: 4 | ncall: 69414 | eff(%): 1.366 | loglstar: -inf < -15.969 < inf | logz: -26.549 +/- 0.302 | dlogz: 14.920 > 0.109
iter: 949 | bound: 116 | nc: 4 | ncall: 69418 | eff(%): 1.367 | loglstar: -inf < -15.661 < inf | logz: -26.513 +/- 0.302 | dlogz: 14.879 > 0.109
iter: 950 | bound: 117 | nc: 34 | ncall: 69452 | eff(%): 1.368 | loglstar: -inf < -15.640 < inf | logz: -26.472 +/- 0.302 | dlogz: 14.832 > 0.109
iter: 951 | bound: 117 | nc: 1 | ncall: 69453 | eff(%): 1.369 | loglstar: -inf < -15.514 < inf | logz: -26.431 +/- 0.303 | dlogz: 14.782 > 0.109
iter: 952 | bound: 117 | nc: 2 | ncall: 69455 | eff(%): 1.371 | loglstar: -inf < -15.458 < inf | logz: -26.389 +/- 0.303 | dlogz: 14.731 > 0.109
iter: 953 | bound: 117 | nc: 3 | ncall: 69458 | eff(%): 1.372 | loglstar: -inf < -15.441 < inf | logz: -26.347 +/- 0.304 | dlogz: 14.679 > 0.109
iter: 954 | bound: 117 | nc: 2 | ncall: 69460 | eff(%): 1.373 | loglstar: -inf < -15.416 < inf | logz: -26.306 +/- 0.304 | dlogz: 14.627 > 0.109
iter: 955 | bound: 117 | nc: 1 | ncall: 69461 | eff(%): 1.375 | loglstar: -inf < -15.260 < inf | logz: -26.263 +/- 0.305 | dlogz: 14.576 > 0.109
iter: 956 | bound: 117 | nc: 10 | ncall: 69471 | eff(%): 1.376 | loglstar: -inf < -15.139 < inf | logz: -26.217 +/- 0.305 | dlogz: 14.524 > 0.109
iter: 957 | bound: 117 | nc: 1 | ncall: 69472 | eff(%): 1.378 | loglstar: -inf < -15.097 < inf | logz: -26.170 +/- 0.306 | dlogz: 14.467 > 0.109
iter: 958 | bound: 117 | nc: 1 | ncall: 69473 | eff(%): 1.379 | loglstar: -inf < -15.088 < inf | logz: -26.124 +/- 0.306 | dlogz: 14.410 > 0.109
iter: 959 | bound: 117 | nc: 6 | ncall: 69479 | eff(%): 1.380 | loglstar: -inf < -15.031 < inf | logz: -26.079 +/- 0.307 | dlogz: 14.354 > 0.109
iter: 960 | bound: 117 | nc: 2 | ncall: 69481 | eff(%): 1.382 | loglstar: -inf < -15.007 < inf | logz: -26.035 +/- 0.307 | dlogz: 14.300 > 0.109
iter: 961 | bound: 117 | nc: 2 | ncall: 69483 | eff(%): 1.383 | loglstar: -inf < -14.961 < inf | logz: -25.992 +/- 0.307 | dlogz: 14.246 > 0.109
iter: 962 | bound: 117 | nc: 1 | ncall: 69484 | eff(%): 1.384 | loglstar: -inf < -14.925 < inf | logz: -25.949 +/- 0.308 | dlogz: 14.192 > 0.109
iter: 963 | bound: 117 | nc: 4 | ncall: 69488 | eff(%): 1.386 | loglstar: -inf < -14.851 < inf | logz: -25.906 +/- 0.308 | dlogz: 14.139 > 0.109
iter: 964 | bound: 117 | nc: 1 | ncall: 69489 | eff(%): 1.387 | loglstar: -inf < -14.761 < inf | logz: -25.862 +/- 0.309 | dlogz: 14.086 > 0.109
iter: 965 | bound: 117 | nc: 8 | ncall: 69497 | eff(%): 1.389 | loglstar: -inf < -14.699 < inf | logz: -25.817 +/- 0.309 | dlogz: 14.032 > 0.109
iter: 966 | bound: 117 | nc: 2 | ncall: 69499 | eff(%): 1.390 | loglstar: -inf < -14.554 < inf | logz: -25.769 +/- 0.309 | dlogz: 13.977 > 0.109
iter: 967 | bound: 117 | nc: 1 | ncall: 69500 | eff(%): 1.391 | loglstar: -inf < -14.518 < inf | logz: -25.720 +/- 0.310 | dlogz: 13.920 > 0.109
iter: 968 | bound: 117 | nc: 1 | ncall: 69501 | eff(%): 1.393 | loglstar: -inf < -14.467 < inf | logz: -25.672 +/- 0.310 | dlogz: 13.861 > 0.109
iter: 969 | bound: 117 | nc: 1 | ncall: 69502 | eff(%): 1.394 | loglstar: -inf < -14.438 < inf | logz: -25.625 +/- 0.311 | dlogz: 13.803 > 0.109
iter: 970 | bound: 117 | nc: 1 | ncall: 69503 | eff(%): 1.396 | loglstar: -inf < -14.419 < inf | logz: -25.579 +/- 0.311 | dlogz: 13.746 > 0.109
iter: 971 | bound: 117 | nc: 1 | ncall: 69504 | eff(%): 1.397 | loglstar: -inf < -14.355 < inf | logz: -25.534 +/- 0.311 | dlogz: 13.690 > 0.109
iter: 972 | bound: 117 | nc: 1 | ncall: 69505 | eff(%): 1.398 | loglstar: -inf < -14.300 < inf | logz: -25.488 +/- 0.312 | dlogz: 13.635 > 0.109
iter: 973 | bound: 117 | nc: 3 | ncall: 69508 | eff(%): 1.400 | loglstar: -inf < -14.196 < inf | logz: -25.442 +/- 0.312 | dlogz: 13.579 > 0.109
iter: 974 | bound: 117 | nc: 1 | ncall: 69509 | eff(%): 1.401 | loglstar: -inf < -14.128 < inf | logz: -25.394 +/- 0.312 | dlogz: 13.523 > 0.109
iter: 975 | bound: 117 | nc: 1 | ncall: 69510 | eff(%): 1.403 | loglstar: -inf < -13.992 < inf | logz: -25.344 +/- 0.313 | dlogz: 13.465 > 0.109
iter: 976 | bound: 117 | nc: 1 | ncall: 69511 | eff(%): 1.404 | loglstar: -inf < -13.971 < inf | logz: -25.293 +/- 0.313 | dlogz: 13.405 > 0.109
iter: 977 | bound: 117 | nc: 1 | ncall: 69512 | eff(%): 1.406 | loglstar: -inf < -13.962 < inf | logz: -25.245 +/- 0.313 | dlogz: 13.345 > 0.109
iter: 978 | bound: 117 | nc: 2 | ncall: 69514 | eff(%): 1.407 | loglstar: -inf < -13.881 < inf | logz: -25.197 +/- 0.314 | dlogz: 13.286 > 0.109
iter: 979 | bound: 117 | nc: 3 | ncall: 69517 | eff(%): 1.408 | loglstar: -inf < -13.793 < inf | logz: -25.147 +/- 0.314 | dlogz: 13.228 > 0.109
iter: 980 | bound: 117 | nc: 8 | ncall: 69525 | eff(%): 1.410 | loglstar: -inf < -13.743 < inf | logz: -25.098 +/- 0.314 | dlogz: 13.169 > 0.109
iter: 981 | bound: 117 | nc: 15 | ncall: 69540 | eff(%): 1.411 | loglstar: -inf < -13.696 < inf | logz: -25.049 +/- 0.315 | dlogz: 13.109 > 0.109
iter: 982 | bound: 117 | nc: 3 | ncall: 69543 | eff(%): 1.412 | loglstar: -inf < -13.556 < inf | logz: -24.998 +/- 0.315 | dlogz: 13.050 > 0.109
iter: 983 | bound: 118 | nc: 9 | ncall: 69552 | eff(%): 1.413 | loglstar: -inf < -13.545 < inf | logz: -24.946 +/- 0.315 | dlogz: 12.989 > 0.109
iter: 984 | bound: 118 | nc: 9 | ncall: 69561 | eff(%): 1.415 | loglstar: -inf < -13.540 < inf | logz: -24.897 +/- 0.316 | dlogz: 12.928 > 0.109
iter: 985 | bound: 118 | nc: 4 | ncall: 69565 | eff(%): 1.416 | loglstar: -inf < -13.453 < inf | logz: -24.849 +/- 0.316 | dlogz: 12.869 > 0.109
iter: 986 | bound: 118 | nc: 38 | ncall: 69603 | eff(%): 1.417 | loglstar: -inf < -13.358 < inf | logz: -24.799 +/- 0.316 | dlogz: 12.810 > 0.109
iter: 987 | bound: 118 | nc: 12 | ncall: 69615 | eff(%): 1.418 | loglstar: -inf < -13.320 < inf | logz: -24.749 +/- 0.317 | dlogz: 12.750 > 0.109
iter: 988 | bound: 118 | nc: 12 | ncall: 69627 | eff(%): 1.419 | loglstar: -inf < -13.303 < inf | logz: -24.700 +/- 0.317 | dlogz: 12.690 > 0.109
iter: 989 | bound: 118 | nc: 8 | ncall: 69635 | eff(%): 1.420 | loglstar: -inf < -13.277 < inf | logz: -24.653 +/- 0.317 | dlogz: 12.632 > 0.109
iter: 990 | bound: 118 | nc: 2 | ncall: 69637 | eff(%): 1.422 | loglstar: -inf < -13.260 < inf | logz: -24.608 +/- 0.317 | dlogz: 12.575 > 0.109
iter: 991 | bound: 119 | nc: 19 | ncall: 69656 | eff(%): 1.423 | loglstar: -inf < -13.158 < inf | logz: -24.562 +/- 0.317 | dlogz: 12.520 > 0.109
iter: 992 | bound: 119 | nc: 4 | ncall: 69660 | eff(%): 1.424 | loglstar: -inf < -13.138 < inf | logz: -24.516 +/- 0.318 | dlogz: 12.464 > 0.109
iter: 993 | bound: 119 | nc: 6 | ncall: 69666 | eff(%): 1.425 | loglstar: -inf < -13.064 < inf | logz: -24.471 +/- 0.318 | dlogz: 12.408 > 0.109
iter: 994 | bound: 119 | nc: 10 | ncall: 69676 | eff(%): 1.427 | loglstar: -inf < -12.997 < inf | logz: -24.425 +/- 0.318 | dlogz: 12.353 > 0.109
iter: 995 | bound: 119 | nc: 5 | ncall: 69681 | eff(%): 1.428 | loglstar: -inf < -12.859 < inf | logz: -24.377 +/- 0.318 | dlogz: 12.297 > 0.109
iter: 996 | bound: 119 | nc: 4 | ncall: 69685 | eff(%): 1.429 | loglstar: -inf < -12.836 < inf | logz: -24.327 +/- 0.318 | dlogz: 12.239 > 0.109
iter: 997 | bound: 119 | nc: 14 | ncall: 69699 | eff(%): 1.430 | loglstar: -inf < -12.786 < inf | logz: -24.279 +/- 0.319 | dlogz: 12.180 > 0.109
iter: 998 | bound: 119 | nc: 15 | ncall: 69714 | eff(%): 1.432 | loglstar: -inf < -12.736 < inf | logz: -24.231 +/- 0.319 | dlogz: 12.122 > 0.109
iter: 999 | bound: 119 | nc: 4 | ncall: 69718 | eff(%): 1.433 | loglstar: -inf < -12.718 < inf | logz: -24.185 +/- 0.319 | dlogz: 12.064 > 0.109
iter: 1000 | bound: 119 | nc: 2 | ncall: 69720 | eff(%): 1.434 | loglstar: -inf < -12.615 < inf | logz: -24.138 +/- 0.319 | dlogz: 12.007 > 0.109
iter: 1001 | bound: 119 | nc: 9 | ncall: 69729 | eff(%): 1.436 | loglstar: -inf < -12.568 < inf | logz: -24.090 +/- 0.319 | dlogz: 11.950 > 0.109
iter: 1002 | bound: 119 | nc: 12 | ncall: 69741 | eff(%): 1.437 | loglstar: -inf < -12.552 < inf | logz: -24.044 +/- 0.320 | dlogz: 11.893 > 0.109
iter: 1003 | bound: 119 | nc: 3 | ncall: 69744 | eff(%): 1.438 | loglstar: -inf < -12.541 < inf | logz: -23.999 +/- 0.320 | dlogz: 11.836 > 0.109
iter: 1004 | bound: 119 | nc: 1 | ncall: 69745 | eff(%): 1.440 | loglstar: -inf < -12.465 < inf | logz: -23.955 +/- 0.320 | dlogz: 11.782 > 0.109
iter: 1005 | bound: 119 | nc: 1 | ncall: 69746 | eff(%): 1.441 | loglstar: -inf < -12.452 < inf | logz: -23.911 +/- 0.320 | dlogz: 11.728 > 0.109
iter: 1006 | bound: 119 | nc: 8 | ncall: 69754 | eff(%): 1.442 | loglstar: -inf < -12.421 < inf | logz: -23.869 +/- 0.320 | dlogz: 11.674 > 0.109
iter: 1007 | bound: 120 | nc: 14 | ncall: 69768 | eff(%): 1.443 | loglstar: -inf < -12.246 < inf | logz: -23.824 +/- 0.320 | dlogz: 11.622 > 0.109
iter: 1008 | bound: 120 | nc: 2 | ncall: 69770 | eff(%): 1.445 | loglstar: -inf < -12.085 < inf | logz: -23.774 +/- 0.321 | dlogz: 11.567 > 0.109
iter: 1009 | bound: 120 | nc: 3 | ncall: 69773 | eff(%): 1.446 | loglstar: -inf < -11.991 < inf | logz: -23.721 +/- 0.321 | dlogz: 11.507 > 0.109
iter: 1010 | bound: 120 | nc: 1 | ncall: 69774 | eff(%): 1.448 | loglstar: -inf < -11.912 < inf | logz: -23.667 +/- 0.321 | dlogz: 11.444 > 0.109
iter: 1011 | bound: 120 | nc: 4 | ncall: 69778 | eff(%): 1.449 | loglstar: -inf < -11.878 < inf | logz: -23.613 +/- 0.321 | dlogz: 11.380 > 0.109
iter: 1012 | bound: 120 | nc: 3 | ncall: 69781 | eff(%): 1.450 | loglstar: -inf < -11.861 < inf | logz: -23.561 +/- 0.322 | dlogz: 11.316 > 0.109
iter: 1013 | bound: 120 | nc: 4 | ncall: 69785 | eff(%): 1.452 | loglstar: -inf < -11.756 < inf | logz: -23.509 +/- 0.322 | dlogz: 11.254 > 0.109
iter: 1014 | bound: 120 | nc: 6 | ncall: 69791 | eff(%): 1.453 | loglstar: -inf < -11.753 < inf | logz: -23.458 +/- 0.322 | dlogz: 11.192 > 0.109
iter: 1015 | bound: 120 | nc: 3 | ncall: 69794 | eff(%): 1.454 | loglstar: -inf < -11.709 < inf | logz: -23.408 +/- 0.322 | dlogz: 11.131 > 0.109
iter: 1016 | bound: 120 | nc: 2 | ncall: 69796 | eff(%): 1.456 | loglstar: -inf < -11.668 < inf | logz: -23.359 +/- 0.323 | dlogz: 11.071 > 0.109
iter: 1017 | bound: 120 | nc: 3 | ncall: 69799 | eff(%): 1.457 | loglstar: -inf < -11.635 < inf | logz: -23.311 +/- 0.323 | dlogz: 11.012 > 0.109
iter: 1018 | bound: 120 | nc: 10 | ncall: 69809 | eff(%): 1.458 | loglstar: -inf < -11.531 < inf | logz: -23.263 +/- 0.323 | dlogz: 10.955 > 0.109
iter: 1019 | bound: 120 | nc: 1 | ncall: 69810 | eff(%): 1.460 | loglstar: -inf < -11.524 < inf | logz: -23.215 +/- 0.323 | dlogz: 10.896 > 0.109
iter: 1020 | bound: 120 | nc: 2 | ncall: 69812 | eff(%): 1.461 | loglstar: -inf < -11.471 < inf | logz: -23.168 +/- 0.323 | dlogz: 10.838 > 0.109
iter: 1021 | bound: 120 | nc: 6 | ncall: 69818 | eff(%): 1.462 | loglstar: -inf < -11.448 < inf | logz: -23.122 +/- 0.323 | dlogz: 10.781 > 0.109
iter: 1022 | bound: 120 | nc: 2 | ncall: 69820 | eff(%): 1.464 | loglstar: -inf < -11.442 < inf | logz: -23.078 +/- 0.323 | dlogz: 10.725 > 0.109
iter: 1023 | bound: 120 | nc: 1 | ncall: 69821 | eff(%): 1.465 | loglstar: -inf < -11.377 < inf | logz: -23.034 +/- 0.324 | dlogz: 10.671 > 0.109
iter: 1024 | bound: 120 | nc: 2 | ncall: 69823 | eff(%): 1.467 | loglstar: -inf < -11.319 < inf | logz: -22.991 +/- 0.324 | dlogz: 10.618 > 0.109
iter: 1025 | bound: 120 | nc: 2 | ncall: 69825 | eff(%): 1.468 | loglstar: -inf < -11.301 < inf | logz: -22.948 +/- 0.324 | dlogz: 10.564 > 0.109
iter: 1026 | bound: 120 | nc: 13 | ncall: 69838 | eff(%): 1.469 | loglstar: -inf < -11.223 < inf | logz: -22.905 +/- 0.324 | dlogz: 10.511 > 0.109
iter: 1027 | bound: 120 | nc: 4 | ncall: 69842 | eff(%): 1.470 | loglstar: -inf < -11.203 < inf | logz: -22.862 +/- 0.324 | dlogz: 10.458 > 0.109
iter: 1028 | bound: 120 | nc: 4 | ncall: 69846 | eff(%): 1.472 | loglstar: -inf < -11.066 < inf | logz: -22.818 +/- 0.324 | dlogz: 10.406 > 0.109
iter: 1029 | bound: 120 | nc: 5 | ncall: 69851 | eff(%): 1.473 | loglstar: -inf < -10.972 < inf | logz: -22.772 +/- 0.324 | dlogz: 10.352 > 0.109
iter: 1030 | bound: 120 | nc: 1 | ncall: 69852 | eff(%): 1.475 | loglstar: -inf < -10.964 < inf | logz: -22.725 +/- 0.324 | dlogz: 10.295 > 0.109
iter: 1031 | bound: 120 | nc: 9 | ncall: 69861 | eff(%): 1.476 | loglstar: -inf < -10.959 < inf | logz: -22.681 +/- 0.324 | dlogz: 10.239 > 0.109
iter: 1032 | bound: 120 | nc: 1 | ncall: 69862 | eff(%): 1.477 | loglstar: -inf < -10.893 < inf | logz: -22.638 +/- 0.325 | dlogz: 10.185 > 0.109
iter: 1033 | bound: 120 | nc: 1 | ncall: 69863 | eff(%): 1.479 | loglstar: -inf < -10.848 < inf | logz: -22.595 +/- 0.325 | dlogz: 10.132 > 0.109
iter: 1034 | bound: 121 | nc: 6 | ncall: 69869 | eff(%): 1.480 | loglstar: -inf < -10.736 < inf | logz: -22.550 +/- 0.325 | dlogz: 10.079 > 0.109
iter: 1035 | bound: 121 | nc: 1 | ncall: 69870 | eff(%): 1.481 | loglstar: -inf < -10.735 < inf | logz: -22.506 +/- 0.325 | dlogz: 10.024 > 0.109
iter: 1036 | bound: 121 | nc: 10 | ncall: 69880 | eff(%): 1.483 | loglstar: -inf < -10.543 < inf | logz: -22.459 +/- 0.325 | dlogz: 9.970 > 0.109
iter: 1037 | bound: 121 | nc: 7 | ncall: 69887 | eff(%): 1.484 | loglstar: -inf < -10.427 < inf | logz: -22.408 +/- 0.325 | dlogz: 9.913 > 0.109
iter: 1038 | bound: 121 | nc: 3 | ncall: 69890 | eff(%): 1.485 | loglstar: -inf < -10.383 < inf | logz: -22.356 +/- 0.326 | dlogz: 9.852 > 0.109
iter: 1039 | bound: 121 | nc: 2 | ncall: 69892 | eff(%): 1.487 | loglstar: -inf < -10.349 < inf | logz: -22.305 +/- 0.326 | dlogz: 9.790 > 0.109
iter: 1040 | bound: 121 | nc: 2 | ncall: 69894 | eff(%): 1.488 | loglstar: -inf < -10.297 < inf | logz: -22.255 +/- 0.326 | dlogz: 9.729 > 0.109
iter: 1041 | bound: 121 | nc: 9 | ncall: 69903 | eff(%): 1.489 | loglstar: -inf < -10.270 < inf | logz: -22.206 +/- 0.326 | dlogz: 9.670 > 0.109
iter: 1042 | bound: 121 | nc: 6 | ncall: 69909 | eff(%): 1.491 | loglstar: -inf < -10.194 < inf | logz: -22.157 +/- 0.326 | dlogz: 9.611 > 0.109
iter: 1043 | bound: 121 | nc: 14 | ncall: 69923 | eff(%): 1.492 | loglstar: -inf < -10.147 < inf | logz: -22.109 +/- 0.327 | dlogz: 9.552 > 0.109
iter: 1044 | bound: 121 | nc: 1 | ncall: 69924 | eff(%): 1.493 | loglstar: -inf < -10.121 < inf | logz: -22.061 +/- 0.327 | dlogz: 9.493 > 0.109
iter: 1045 | bound: 121 | nc: 6 | ncall: 69930 | eff(%): 1.494 | loglstar: -inf < -10.116 < inf | logz: -22.015 +/- 0.327 | dlogz: 9.436 > 0.109
iter: 1046 | bound: 121 | nc: 12 | ncall: 69942 | eff(%): 1.496 | loglstar: -inf < -10.052 < inf | logz: -21.970 +/- 0.327 | dlogz: 9.380 > 0.109
iter: 1047 | bound: 121 | nc: 13 | ncall: 69955 | eff(%): 1.497 | loglstar: -inf < -9.996 < inf | logz: -21.925 +/- 0.327 | dlogz: 9.325 > 0.109
iter: 1048 | bound: 122 | nc: 16 | ncall: 69971 | eff(%): 1.498 | loglstar: -inf < -9.964 < inf | logz: -21.881 +/- 0.327 | dlogz: 9.270 > 0.109
iter: 1049 | bound: 122 | nc: 7 | ncall: 69978 | eff(%): 1.499 | loglstar: -inf < -9.950 < inf | logz: -21.837 +/- 0.327 | dlogz: 9.216 > 0.109
iter: 1050 | bound: 122 | nc: 4 | ncall: 69982 | eff(%): 1.500 | loglstar: -inf < -9.946 < inf | logz: -21.796 +/- 0.327 | dlogz: 9.162 > 0.109
iter: 1051 | bound: 122 | nc: 7 | ncall: 69989 | eff(%): 1.502 | loglstar: -inf < -9.896 < inf | logz: -21.756 +/- 0.327 | dlogz: 9.111 > 0.109
iter: 1052 | bound: 122 | nc: 5 | ncall: 69994 | eff(%): 1.503 | loglstar: -inf < -9.896 < inf | logz: -21.716 +/- 0.327 | dlogz: 9.061 > 0.109
iter: 1053 | bound: 122 | nc: 17 | ncall: 70011 | eff(%): 1.504 | loglstar: -inf < -9.743 < inf | logz: -21.675 +/- 0.328 | dlogz: 9.011 > 0.109
iter: 1054 | bound: 122 | nc: 5 | ncall: 70016 | eff(%): 1.505 | loglstar: -inf < -9.705 < inf | logz: -21.633 +/- 0.328 | dlogz: 8.961 > 0.109
iter: 1055 | bound: 122 | nc: 8 | ncall: 70024 | eff(%): 1.507 | loglstar: -inf < -9.696 < inf | logz: -21.592 +/- 0.328 | dlogz: 9.012 > 0.109
iter: 1056 | bound: 122 | nc: 2 | ncall: 70026 | eff(%): 1.508 | loglstar: -inf < -9.682 < inf | logz: -21.552 +/- 0.328 | dlogz: 8.961 > 0.109
iter: 1057 | bound: 122 | nc: 6 | ncall: 70032 | eff(%): 1.509 | loglstar: -inf < -9.626 < inf | logz: -21.513 +/- 0.328 | dlogz: 8.911 > 0.109
iter: 1058 | bound: 122 | nc: 13 | ncall: 70045 | eff(%): 1.510 | loglstar: -inf < -9.482 < inf | logz: -21.472 +/- 0.328 | dlogz: 8.862 > 0.109
iter: 1059 | bound: 122 | nc: 2 | ncall: 70047 | eff(%): 1.512 | loglstar: -inf < -9.416 < inf | logz: -21.429 +/- 0.328 | dlogz: 8.811 > 0.109
iter: 1060 | bound: 122 | nc: 2 | ncall: 70049 | eff(%): 1.513 | loglstar: -inf < -9.373 < inf | logz: -21.386 +/- 0.328 | dlogz: 8.758 > 0.109
iter: 1061 | bound: 122 | nc: 12 | ncall: 70061 | eff(%): 1.514 | loglstar: -inf < -9.271 < inf | logz: -21.342 +/- 0.328 | dlogz: 8.705 > 0.109
iter: 1062 | bound: 122 | nc: 1 | ncall: 70062 | eff(%): 1.516 | loglstar: -inf < -9.161 < inf | logz: -21.295 +/- 0.328 | dlogz: 8.650 > 0.109
iter: 1063 | bound: 122 | nc: 8 | ncall: 70070 | eff(%): 1.517 | loglstar: -inf < -9.151 < inf | logz: -21.249 +/- 0.329 | dlogz: 8.594 > 0.109
iter: 1064 | bound: 123 | nc: 4 | ncall: 70074 | eff(%): 1.518 | loglstar: -inf < -9.127 < inf | logz: -21.204 +/- 0.329 | dlogz: 8.538 > 0.109
iter: 1065 | bound: 123 | nc: 1 | ncall: 70075 | eff(%): 1.520 | loglstar: -inf < -9.067 < inf | logz: -21.159 +/- 0.329 | dlogz: 8.483 > 0.109
iter: 1066 | bound: 123 | nc: 6 | ncall: 70081 | eff(%): 1.521 | loglstar: -inf < -9.042 < inf | logz: -21.116 +/- 0.329 | dlogz: 8.429 > 0.109
iter: 1067 | bound: 123 | nc: 6 | ncall: 70087 | eff(%): 1.522 | loglstar: -inf < -9.028 < inf | logz: -21.073 +/- 0.329 | dlogz: 9.220 > 0.109
iter: 1068 | bound: 123 | nc: 1 | ncall: 70088 | eff(%): 1.524 | loglstar: -inf < -9.022 < inf | logz: -21.033 +/- 0.329 | dlogz: 9.168 > 0.109
iter: 1069 | bound: 123 | nc: 1 | ncall: 70089 | eff(%): 1.525 | loglstar: -inf < -9.009 < inf | logz: -20.994 +/- 0.329 | dlogz: 9.117 > 0.109
iter: 1070 | bound: 123 | nc: 2 | ncall: 70091 | eff(%): 1.527 | loglstar: -inf < -8.936 < inf | logz: -20.955 +/- 0.329 | dlogz: 9.068 > 0.109
iter: 1071 | bound: 123 | nc: 4 | ncall: 70095 | eff(%): 1.528 | loglstar: -inf < -8.829 < inf | logz: -20.915 +/- 0.330 | dlogz: 9.019 > 0.109
iter: 1072 | bound: 123 | nc: 2 | ncall: 70097 | eff(%): 1.529 | loglstar: -inf < -8.733 < inf | logz: -20.872 +/- 0.330 | dlogz: 8.969 > 0.109
iter: 1073 | bound: 123 | nc: 1 | ncall: 70098 | eff(%): 1.531 | loglstar: -inf < -8.730 < inf | logz: -20.830 +/- 0.330 | dlogz: 8.917 > 0.109
iter: 1074 | bound: 123 | nc: 3 | ncall: 70101 | eff(%): 1.532 | loglstar: -inf < -8.719 < inf | logz: -20.789 +/- 0.330 | dlogz: 8.864 > 0.109
iter: 1075 | bound: 123 | nc: 1 | ncall: 70102 | eff(%): 1.533 | loglstar: -inf < -8.686 < inf | logz: -20.750 +/- 0.330 | dlogz: 8.814 > 0.109
iter: 1076 | bound: 123 | nc: 8 | ncall: 70110 | eff(%): 1.535 | loglstar: -inf < -8.683 < inf | logz: -20.712 +/- 0.330 | dlogz: 8.765 > 0.109
iter: 1077 | bound: 123 | nc: 6 | ncall: 70116 | eff(%): 1.536 | loglstar: -inf < -8.600 < inf | logz: -20.674 +/- 0.330 | dlogz: 8.717 > 0.109
iter: 1078 | bound: 123 | nc: 4 | ncall: 70120 | eff(%): 1.537 | loglstar: -inf < -8.593 < inf | logz: -20.636 +/- 0.330 | dlogz: 8.669 > 0.109
iter: 1079 | bound: 123 | nc: 2 | ncall: 70122 | eff(%): 1.539 | loglstar: -inf < -8.575 < inf | logz: -20.599 +/- 0.330 | dlogz: 8.621 > 0.109
iter: 1080 | bound: 123 | nc: 3 | ncall: 70125 | eff(%): 1.540 | loglstar: -inf < -8.554 < inf | logz: -20.564 +/- 0.330 | dlogz: 8.574 > 0.109
iter: 1081 | bound: 123 | nc: 16 | ncall: 70141 | eff(%): 1.541 | loglstar: -inf < -8.534 < inf | logz: -20.529 +/- 0.330 | dlogz: 8.585 > 0.109
iter: 1082 | bound: 123 | nc: 7 | ncall: 70148 | eff(%): 1.542 | loglstar: -inf < -8.500 < inf | logz: -20.495 +/- 0.330 | dlogz: 8.540 > 0.109
iter: 1083 | bound: 123 | nc: 4 | ncall: 70152 | eff(%): 1.544 | loglstar: -inf < -8.469 < inf | logz: -20.461 +/- 0.330 | dlogz: 8.496 > 0.109
iter: 1084 | bound: 123 | nc: 2 | ncall: 70154 | eff(%): 1.545 | loglstar: -inf < -8.431 < inf | logz: -20.428 +/- 0.330 | dlogz: 8.452 > 0.109
iter: 1085 | bound: 123 | nc: 5 | ncall: 70159 | eff(%): 1.546 | loglstar: -inf < -8.367 < inf | logz: -20.394 +/- 0.330 | dlogz: 8.409 > 0.109
iter: 1086 | bound: 123 | nc: 4 | ncall: 70163 | eff(%): 1.548 | loglstar: -inf < -8.235 < inf | logz: -20.358 +/- 0.330 | dlogz: 8.365 > 0.109
iter: 1087 | bound: 123 | nc: 1 | ncall: 70164 | eff(%): 1.549 | loglstar: -inf < -8.139 < inf | logz: -20.320 +/- 0.330 | dlogz: 8.320 > 0.109
iter: 1088 | bound: 123 | nc: 3 | ncall: 70167 | eff(%): 1.551 | loglstar: -inf < -8.133 < inf | logz: -20.282 +/- 0.331 | dlogz: 8.272 > 0.109
iter: 1089 | bound: 123 | nc: 3 | ncall: 70170 | eff(%): 1.552 | loglstar: -inf < -8.073 < inf | logz: -20.244 +/- 0.331 | dlogz: 8.224 > 0.109
iter: 1090 | bound: 123 | nc: 1 | ncall: 70171 | eff(%): 1.553 | loglstar: -inf < -8.039 < inf | logz: -20.207 +/- 0.331 | dlogz: 8.176 > 0.109
iter: 1091 | bound: 123 | nc: 2 | ncall: 70173 | eff(%): 1.555 | loglstar: -inf < -8.017 < inf | logz: -20.170 +/- 0.331 | dlogz: 8.129 > 0.109
iter: 1092 | bound: 124 | nc: 2 | ncall: 70175 | eff(%): 1.556 | loglstar: -inf < -7.980 < inf | logz: -20.134 +/- 0.331 | dlogz: 8.082 > 0.109
iter: 1093 | bound: 124 | nc: 1 | ncall: 70176 | eff(%): 1.558 | loglstar: -inf < -7.978 < inf | logz: -20.098 +/- 0.331 | dlogz: 8.036 > 0.109
iter: 1094 | bound: 124 | nc: 7 | ncall: 70183 | eff(%): 1.559 | loglstar: -inf < -7.965 < inf | logz: -20.064 +/- 0.331 | dlogz: 7.990 > 0.109
iter: 1095 | bound: 124 | nc: 2 | ncall: 70185 | eff(%): 1.560 | loglstar: -inf < -7.937 < inf | logz: -20.031 +/- 0.331 | dlogz: 7.946 > 0.109
iter: 1096 | bound: 124 | nc: 1 | ncall: 70186 | eff(%): 1.562 | loglstar: -inf < -7.928 < inf | logz: -19.999 +/- 0.331 | dlogz: 7.903 > 0.109
iter: 1097 | bound: 124 | nc: 5 | ncall: 70191 | eff(%): 1.563 | loglstar: -inf < -7.918 < inf | logz: -19.967 +/- 0.331 | dlogz: 7.861 > 0.109
iter: 1098 | bound: 124 | nc: 1 | ncall: 70192 | eff(%): 1.564 | loglstar: -inf < -7.895 < inf | logz: -19.937 +/- 0.331 | dlogz: 7.820 > 0.109
iter: 1099 | bound: 124 | nc: 1 | ncall: 70193 | eff(%): 1.566 | loglstar: -inf < -7.860 < inf | logz: -19.906 +/- 0.331 | dlogz: 7.779 > 0.109
iter: 1100 | bound: 124 | nc: 3 | ncall: 70196 | eff(%): 1.567 | loglstar: -inf < -7.859 < inf | logz: -19.877 +/- 0.331 | dlogz: 7.739 > 0.109
iter: 1101 | bound: 124 | nc: 1 | ncall: 70197 | eff(%): 1.568 | loglstar: -inf < -7.740 < inf | logz: -19.846 +/- 0.331 | dlogz: 7.699 > 0.109
iter: 1102 | bound: 124 | nc: 2 | ncall: 70199 | eff(%): 1.570 | loglstar: -inf < -7.717 < inf | logz: -19.815 +/- 0.331 | dlogz: 7.659 > 0.109
iter: 1103 | bound: 124 | nc: 4 | ncall: 70203 | eff(%): 1.571 | loglstar: -inf < -7.704 < inf | logz: -19.785 +/- 0.331 | dlogz: 7.618 > 0.109
iter: 1104 | bound: 124 | nc: 1 | ncall: 70204 | eff(%): 1.573 | loglstar: -inf < -7.697 < inf | logz: -19.755 +/- 0.331 | dlogz: 7.577 > 0.109
iter: 1105 | bound: 124 | nc: 4 | ncall: 70208 | eff(%): 1.574 | loglstar: -inf < -7.611 < inf | logz: -19.725 +/- 0.331 | dlogz: 7.538 > 0.109
iter: 1106 | bound: 124 | nc: 2 | ncall: 70210 | eff(%): 1.575 | loglstar: -inf < -7.604 < inf | logz: -19.695 +/- 0.331 | dlogz: 7.498 > 0.109
iter: 1107 | bound: 124 | nc: 3 | ncall: 70213 | eff(%): 1.577 | loglstar: -inf < -7.591 < inf | logz: -19.666 +/- 0.331 | dlogz: 7.458 > 0.109
iter: 1108 | bound: 124 | nc: 1 | ncall: 70214 | eff(%): 1.578 | loglstar: -inf < -7.546 < inf | logz: -19.637 +/- 0.331 | dlogz: 7.419 > 0.109
iter: 1109 | bound: 124 | nc: 4 | ncall: 70218 | eff(%): 1.579 | loglstar: -inf < -7.409 < inf | logz: -19.607 +/- 0.331 | dlogz: 7.381 > 0.109
iter: 1110 | bound: 124 | nc: 1 | ncall: 70219 | eff(%): 1.581 | loglstar: -inf < -7.406 < inf | logz: -19.576 +/- 0.331 | dlogz: 7.340 > 0.109
iter: 1111 | bound: 124 | nc: 6 | ncall: 70225 | eff(%): 1.582 | loglstar: -inf < -7.379 < inf | logz: -19.545 +/- 0.332 | dlogz: 7.299 > 0.109
iter: 1112 | bound: 124 | nc: 5 | ncall: 70230 | eff(%): 1.583 | loglstar: -inf < -7.318 < inf | logz: -19.515 +/- 0.332 | dlogz: 7.259 > 0.109
iter: 1113 | bound: 124 | nc: 3 | ncall: 70233 | eff(%): 1.585 | loglstar: -inf < -7.257 < inf | logz: -19.484 +/- 0.332 | dlogz: 7.218 > 0.109
iter: 1114 | bound: 124 | nc: 1 | ncall: 70234 | eff(%): 1.586 | loglstar: -inf < -7.251 < inf | logz: -19.453 +/- 0.332 | dlogz: 7.177 > 0.109
iter: 1115 | bound: 124 | nc: 2 | ncall: 70236 | eff(%): 1.588 | loglstar: -inf < -7.232 < inf | logz: -19.423 +/- 0.332 | dlogz: 7.136 > 0.109
iter: 1116 | bound: 124 | nc: 8 | ncall: 70244 | eff(%): 1.589 | loglstar: -inf < -7.204 < inf | logz: -19.393 +/- 0.332 | dlogz: 7.096 > 0.109
iter: 1117 | bound: 124 | nc: 4 | ncall: 70248 | eff(%): 1.590 | loglstar: -inf < -7.070 < inf | logz: -19.362 +/- 0.332 | dlogz: 7.057 > 0.109
iter: 1118 | bound: 124 | nc: 2 | ncall: 70250 | eff(%): 1.591 | loglstar: -inf < -7.056 < inf | logz: -19.330 +/- 0.332 | dlogz: 7.016 > 0.109
iter: 1119 | bound: 124 | nc: 1 | ncall: 70251 | eff(%): 1.593 | loglstar: -inf < -7.025 < inf | logz: -19.299 +/- 0.332 | dlogz: 6.974 > 0.109
iter: 1120 | bound: 124 | nc: 9 | ncall: 70260 | eff(%): 1.594 | loglstar: -inf < -7.019 < inf | logz: -19.268 +/- 0.332 | dlogz: 6.933 > 0.109
iter: 1121 | bound: 124 | nc: 1 | ncall: 70261 | eff(%): 1.595 | loglstar: -inf < -7.005 < inf | logz: -19.239 +/- 0.332 | dlogz: 6.892 > 0.109
iter: 1122 | bound: 124 | nc: 7 | ncall: 70268 | eff(%): 1.597 | loglstar: -inf < -6.976 < inf | logz: -19.210 +/- 0.332 | dlogz: 6.853 > 0.109
iter: 1123 | bound: 124 | nc: 2 | ncall: 70270 | eff(%): 1.598 | loglstar: -inf < -6.954 < inf | logz: -19.181 +/- 0.332 | dlogz: 6.814 > 0.109
iter: 1124 | bound: 125 | nc: 6 | ncall: 70276 | eff(%): 1.599 | loglstar: -inf < -6.836 < inf | logz: -19.151 +/- 0.332 | dlogz: 6.775 > 0.109
iter: 1125 | bound: 125 | nc: 10 | ncall: 70286 | eff(%): 1.601 | loglstar: -inf < -6.832 < inf | logz: -19.121 +/- 0.333 | dlogz: 6.736 > 0.109
iter: 1126 | bound: 125 | nc: 2 | ncall: 70288 | eff(%): 1.602 | loglstar: -inf < -6.783 < inf | logz: -19.091 +/- 0.333 | dlogz: 6.695 > 0.109
iter: 1127 | bound: 125 | nc: 2 | ncall: 70290 | eff(%): 1.603 | loglstar: -inf < -6.766 < inf | logz: -19.061 +/- 0.333 | dlogz: 6.656 > 0.109
iter: 1128 | bound: 125 | nc: 10 | ncall: 70300 | eff(%): 1.605 | loglstar: -inf < -6.745 < inf | logz: -19.032 +/- 0.333 | dlogz: 6.616 > 0.109
iter: 1129 | bound: 125 | nc: 3 | ncall: 70303 | eff(%): 1.606 | loglstar: -inf < -6.730 < inf | logz: -19.004 +/- 0.333 | dlogz: 6.577 > 0.109
iter: 1130 | bound: 125 | nc: 1 | ncall: 70304 | eff(%): 1.607 | loglstar: -inf < -6.717 < inf | logz: -18.976 +/- 0.333 | dlogz: 6.539 > 0.109
iter: 1131 | bound: 125 | nc: 1 | ncall: 70305 | eff(%): 1.609 | loglstar: -inf < -6.712 < inf | logz: -18.949 +/- 0.333 | dlogz: 6.501 > 0.109
iter: 1132 | bound: 125 | nc: 6 | ncall: 70311 | eff(%): 1.610 | loglstar: -inf < -6.694 < inf | logz: -18.923 +/- 0.333 | dlogz: 6.464 > 0.109
iter: 1133 | bound: 125 | nc: 2 | ncall: 70313 | eff(%): 1.611 | loglstar: -inf < -6.688 < inf | logz: -18.897 +/- 0.333 | dlogz: 6.428 > 0.109
iter: 1134 | bound: 125 | nc: 1 | ncall: 70314 | eff(%): 1.613 | loglstar: -inf < -6.656 < inf | logz: -18.872 +/- 0.333 | dlogz: 6.392 > 0.109
iter: 1135 | bound: 125 | nc: 1 | ncall: 70315 | eff(%): 1.614 | loglstar: -inf < -6.654 < inf | logz: -18.847 +/- 0.333 | dlogz: 6.357 > 0.109
iter: 1136 | bound: 125 | nc: 2 | ncall: 70317 | eff(%): 1.616 | loglstar: -inf < -6.631 < inf | logz: -18.822 +/- 0.333 | dlogz: 6.322 > 0.109
iter: 1137 | bound: 125 | nc: 5 | ncall: 70322 | eff(%): 1.617 | loglstar: -inf < -6.620 < inf | logz: -18.799 +/- 0.333 | dlogz: 6.288 > 0.109
iter: 1138 | bound: 125 | nc: 1 | ncall: 70323 | eff(%): 1.618 | loglstar: -inf < -6.584 < inf | logz: -18.775 +/- 0.333 | dlogz: 6.254 > 0.109
iter: 1139 | bound: 125 | nc: 3 | ncall: 70326 | eff(%): 1.620 | loglstar: -inf < -6.581 < inf | logz: -18.752 +/- 0.333 | dlogz: 6.221 > 0.109
iter: 1140 | bound: 125 | nc: 12 | ncall: 70338 | eff(%): 1.621 | loglstar: -inf < -6.545 < inf | logz: -18.728 +/- 0.333 | dlogz: 6.188 > 0.109
iter: 1141 | bound: 125 | nc: 9 | ncall: 70347 | eff(%): 1.622 | loglstar: -inf < -6.516 < inf | logz: -18.705 +/- 0.333 | dlogz: 6.155 > 0.109
iter: 1142 | bound: 125 | nc: 9 | ncall: 70356 | eff(%): 1.623 | loglstar: -inf < -6.452 < inf | logz: -18.682 +/- 0.333 | dlogz: 6.122 > 0.109
iter: 1143 | bound: 125 | nc: 2 | ncall: 70358 | eff(%): 1.625 | loglstar: -inf < -6.397 < inf | logz: -18.658 +/- 0.333 | dlogz: 6.088 > 0.109
iter: 1144 | bound: 125 | nc: 5 | ncall: 70363 | eff(%): 1.626 | loglstar: -inf < -6.280 < inf | logz: -18.633 +/- 0.333 | dlogz: 6.055 > 0.109
iter: 1145 | bound: 125 | nc: 1 | ncall: 70364 | eff(%): 1.627 | loglstar: -inf < -6.254 < inf | logz: -18.607 +/- 0.333 | dlogz: 6.020 > 0.109
iter: 1146 | bound: 125 | nc: 1 | ncall: 70365 | eff(%): 1.629 | loglstar: -inf < -6.204 < inf | logz: -18.581 +/- 0.333 | dlogz: 5.984 > 0.109
iter: 1147 | bound: 125 | nc: 4 | ncall: 70369 | eff(%): 1.630 | loglstar: -inf < -6.178 < inf | logz: -18.554 +/- 0.333 | dlogz: 5.948 > 0.109
iter: 1148 | bound: 125 | nc: 6 | ncall: 70375 | eff(%): 1.631 | loglstar: -inf < -6.172 < inf | logz: -18.529 +/- 0.334 | dlogz: 5.911 > 0.109
iter: 1149 | bound: 126 | nc: 1 | ncall: 70376 | eff(%): 1.633 | loglstar: -inf < -6.121 < inf | logz: -18.503 +/- 0.334 | dlogz: 5.876 > 0.109
iter: 1150 | bound: 126 | nc: 6 | ncall: 70382 | eff(%): 1.634 | loglstar: -inf < -6.111 < inf | logz: -18.478 +/- 0.334 | dlogz: 5.841 > 0.109
iter: 1151 | bound: 126 | nc: 6 | ncall: 70388 | eff(%): 1.635 | loglstar: -inf < -6.100 < inf | logz: -18.453 +/- 0.334 | dlogz: 5.805 > 0.109
iter: 1152 | bound: 126 | nc: 10 | ncall: 70398 | eff(%): 1.636 | loglstar: -inf < -6.047 < inf | logz: -18.428 +/- 0.334 | dlogz: 5.771 > 0.109
iter: 1153 | bound: 126 | nc: 2 | ncall: 70400 | eff(%): 1.638 | loglstar: -inf < -6.013 < inf | logz: -18.403 +/- 0.334 | dlogz: 5.736 > 0.109
iter: 1154 | bound: 126 | nc: 1 | ncall: 70401 | eff(%): 1.639 | loglstar: -inf < -6.002 < inf | logz: -18.379 +/- 0.334 | dlogz: 5.729 > 0.109
iter: 1155 | bound: 126 | nc: 3 | ncall: 70404 | eff(%): 1.641 | loglstar: -inf < -5.988 < inf | logz: -18.355 +/- 0.334 | dlogz: 5.695 > 0.109
iter: 1156 | bound: 126 | nc: 4 | ncall: 70408 | eff(%): 1.642 | loglstar: -inf < -5.975 < inf | logz: -18.331 +/- 0.334 | dlogz: 5.661 > 0.109
iter: 1157 | bound: 126 | nc: 8 | ncall: 70416 | eff(%): 1.643 | loglstar: -inf < -5.907 < inf | logz: -18.307 +/- 0.334 | dlogz: 5.627 > 0.109
iter: 1158 | bound: 126 | nc: 3 | ncall: 70419 | eff(%): 1.644 | loglstar: -inf < -5.898 < inf | logz: -18.283 +/- 0.334 | dlogz: 5.594 > 0.109
iter: 1159 | bound: 126 | nc: 3 | ncall: 70422 | eff(%): 1.646 | loglstar: -inf < -5.890 < inf | logz: -18.260 +/- 0.334 | dlogz: 5.693 > 0.109
iter: 1160 | bound: 126 | nc: 5 | ncall: 70427 | eff(%): 1.647 | loglstar: -inf < -5.889 < inf | logz: -18.238 +/- 0.334 | dlogz: 5.660 > 0.109
iter: 1161 | bound: 126 | nc: 1 | ncall: 70428 | eff(%): 1.648 | loglstar: -inf < -5.882 < inf | logz: -18.216 +/- 0.334 | dlogz: 5.628 > 0.109
iter: 1162 | bound: 126 | nc: 2 | ncall: 70430 | eff(%): 1.650 | loglstar: -inf < -5.869 < inf | logz: -18.194 +/- 0.334 | dlogz: 5.596 > 0.109
iter: 1163 | bound: 126 | nc: 3 | ncall: 70433 | eff(%): 1.651 | loglstar: -inf < -5.851 < inf | logz: -18.173 +/- 0.334 | dlogz: 5.564 > 0.109
iter: 1164 | bound: 126 | nc: 5 | ncall: 70438 | eff(%): 1.653 | loglstar: -inf < -5.820 < inf | logz: -18.152 +/- 0.334 | dlogz: 5.533 > 0.109
iter: 1165 | bound: 126 | nc: 4 | ncall: 70442 | eff(%): 1.654 | loglstar: -inf < -5.775 < inf | logz: -18.131 +/- 0.334 | dlogz: 5.502 > 0.109
iter: 1166 | bound: 126 | nc: 1 | ncall: 70443 | eff(%): 1.655 | loglstar: -inf < -5.746 < inf | logz: -18.109 +/- 0.334 | dlogz: 5.471 > 0.109
iter: 1167 | bound: 126 | nc: 7 | ncall: 70450 | eff(%): 1.656 | loglstar: -inf < -5.667 < inf | logz: -18.087 +/- 0.335 | dlogz: 5.440 > 0.109
iter: 1168 | bound: 126 | nc: 7 | ncall: 70457 | eff(%): 1.658 | loglstar: -inf < -5.656 < inf | logz: -18.065 +/- 0.335 | dlogz: 5.409 > 0.109
iter: 1169 | bound: 126 | nc: 1 | ncall: 70458 | eff(%): 1.659 | loglstar: -inf < -5.588 < inf | logz: -18.043 +/- 0.335 | dlogz: 5.377 > 0.109
iter: 1170 | bound: 126 | nc: 10 | ncall: 70468 | eff(%): 1.660 | loglstar: -inf < -5.563 < inf | logz: -18.020 +/- 0.335 | dlogz: 5.345 > 0.109
iter: 1171 | bound: 126 | nc: 7 | ncall: 70475 | eff(%): 1.662 | loglstar: -inf < -5.561 < inf | logz: -17.998 +/- 0.335 | dlogz: 5.312 > 0.109
iter: 1172 | bound: 127 | nc: 1 | ncall: 70476 | eff(%): 1.663 | loglstar: -inf < -5.546 < inf | logz: -17.977 +/- 0.335 | dlogz: 5.280 > 0.109
iter: 1173 | bound: 127 | nc: 6 | ncall: 70482 | eff(%): 1.664 | loglstar: -inf < -5.544 < inf | logz: -17.955 +/- 0.335 | dlogz: 5.249 > 0.109
iter: 1174 | bound: 127 | nc: 1 | ncall: 70483 | eff(%): 1.666 | loglstar: -inf < -5.524 < inf | logz: -17.935 +/- 0.335 | dlogz: 5.218 > 0.109
iter: 1175 | bound: 127 | nc: 6 | ncall: 70489 | eff(%): 1.667 | loglstar: -inf < -5.519 < inf | logz: -17.914 +/- 0.335 | dlogz: 5.187 > 0.109
iter: 1176 | bound: 127 | nc: 4 | ncall: 70493 | eff(%): 1.668 | loglstar: -inf < -5.435 < inf | logz: -17.894 +/- 0.335 | dlogz: 5.157 > 0.109
iter: 1177 | bound: 127 | nc: 2 | ncall: 70495 | eff(%): 1.670 | loglstar: -inf < -5.434 < inf | logz: -17.873 +/- 0.335 | dlogz: 5.127 > 0.109
iter: 1178 | bound: 127 | nc: 1 | ncall: 70496 | eff(%): 1.671 | loglstar: -inf < -5.420 < inf | logz: -17.852 +/- 0.335 | dlogz: 5.096 > 0.109
iter: 1179 | bound: 127 | nc: 1 | ncall: 70497 | eff(%): 1.672 | loglstar: -inf < -5.365 < inf | logz: -17.832 +/- 0.335 | dlogz: 5.066 > 0.109
iter: 1180 | bound: 127 | nc: 3 | ncall: 70500 | eff(%): 1.674 | loglstar: -inf < -5.353 < inf | logz: -17.811 +/- 0.335 | dlogz: 5.036 > 0.109
iter: 1181 | bound: 127 | nc: 2 | ncall: 70502 | eff(%): 1.675 | loglstar: -inf < -5.258 < inf | logz: -17.790 +/- 0.335 | dlogz: 5.005 > 0.109
iter: 1182 | bound: 127 | nc: 2 | ncall: 70504 | eff(%): 1.677 | loglstar: -inf < -5.241 < inf | logz: -17.769 +/- 0.335 | dlogz: 4.975 > 0.109
iter: 1183 | bound: 127 | nc: 1 | ncall: 70505 | eff(%): 1.678 | loglstar: -inf < -5.237 < inf | logz: -17.747 +/- 0.335 | dlogz: 4.943 > 0.109
iter: 1184 | bound: 127 | nc: 3 | ncall: 70508 | eff(%): 1.679 | loglstar: -inf < -5.236 < inf | logz: -17.727 +/- 0.335 | dlogz: 4.912 > 0.109
iter: 1185 | bound: 127 | nc: 2 | ncall: 70510 | eff(%): 1.681 | loglstar: -inf < -5.236 < inf | logz: -17.707 +/- 0.336 | dlogz: 4.882 > 0.109
iter: 1186 | bound: 127 | nc: 4 | ncall: 70514 | eff(%): 1.682 | loglstar: -inf < -5.225 < inf | logz: -17.688 +/- 0.336 | dlogz: 4.853 > 0.109
iter: 1187 | bound: 127 | nc: 4 | ncall: 70518 | eff(%): 1.683 | loglstar: -inf < -5.223 < inf | logz: -17.669 +/- 0.336 | dlogz: 4.823 > 0.109
iter: 1188 | bound: 127 | nc: 6 | ncall: 70524 | eff(%): 1.685 | loglstar: -inf < -5.196 < inf | logz: -17.650 +/- 0.336 | dlogz: 4.795 > 0.109
iter: 1189 | bound: 127 | nc: 4 | ncall: 70528 | eff(%): 1.686 | loglstar: -inf < -5.181 < inf | logz: -17.631 +/- 0.336 | dlogz: 4.766 > 0.109
iter: 1190 | bound: 127 | nc: 1 | ncall: 70529 | eff(%): 1.687 | loglstar: -inf < -5.177 < inf | logz: -17.613 +/- 0.336 | dlogz: 4.817 > 0.109
iter: 1191 | bound: 127 | nc: 13 | ncall: 70542 | eff(%): 1.688 | loglstar: -inf < -5.110 < inf | logz: -17.595 +/- 0.336 | dlogz: 4.789 > 0.109
iter: 1192 | bound: 127 | nc: 5 | ncall: 70547 | eff(%): 1.690 | loglstar: -inf < -5.063 < inf | logz: -17.576 +/- 0.336 | dlogz: 4.761 > 0.109
iter: 1193 | bound: 127 | nc: 2 | ncall: 70549 | eff(%): 1.691 | loglstar: -inf < -5.054 < inf | logz: -17.557 +/- 0.336 | dlogz: 4.732 > 0.109
iter: 1194 | bound: 127 | nc: 4 | ncall: 70553 | eff(%): 1.692 | loglstar: -inf < -5.013 < inf | logz: -17.538 +/- 0.336 | dlogz: 4.704 > 0.109
iter: 1195 | bound: 127 | nc: 8 | ncall: 70561 | eff(%): 1.694 | loglstar: -inf < -4.980 < inf | logz: -17.519 +/- 0.336 | dlogz: 4.675 > 0.109
iter: 1196 | bound: 127 | nc: 3 | ncall: 70564 | eff(%): 1.695 | loglstar: -inf < -4.945 < inf | logz: -17.500 +/- 0.336 | dlogz: 4.646 > 0.109
iter: 1197 | bound: 127 | nc: 1 | ncall: 70565 | eff(%): 1.696 | loglstar: -inf < -4.932 < inf | logz: -17.481 +/- 0.336 | dlogz: 4.618 > 0.109
iter: 1198 | bound: 127 | nc: 2 | ncall: 70567 | eff(%): 1.698 | loglstar: -inf < -4.931 < inf | logz: -17.462 +/- 0.336 | dlogz: 4.589 > 0.109
iter: 1199 | bound: 127 | nc: 1 | ncall: 70568 | eff(%): 1.699 | loglstar: -inf < -4.909 < inf | logz: -17.444 +/- 0.336 | dlogz: 4.561 > 0.109
iter: 1200 | bound: 127 | nc: 2 | ncall: 70570 | eff(%): 1.700 | loglstar: -inf < -4.865 < inf | logz: -17.426 +/- 0.336 | dlogz: 4.533 > 0.109
iter: 1201 | bound: 128 | nc: 11 | ncall: 70581 | eff(%): 1.702 | loglstar: -inf < -4.847 < inf | logz: -17.407 +/- 0.336 | dlogz: 4.505 > 0.109
iter: 1202 | bound: 128 | nc: 9 | ncall: 70590 | eff(%): 1.703 | loglstar: -inf < -4.819 < inf | logz: -17.389 +/- 0.336 | dlogz: 4.477 > 0.109
iter: 1203 | bound: 128 | nc: 4 | ncall: 70594 | eff(%): 1.704 | loglstar: -inf < -4.806 < inf | logz: -17.371 +/- 0.336 | dlogz: 4.449 > 0.109
iter: 1204 | bound: 128 | nc: 1 | ncall: 70595 | eff(%): 1.706 | loglstar: -inf < -4.741 < inf | logz: -17.352 +/- 0.336 | dlogz: 4.421 > 0.109
iter: 1205 | bound: 128 | nc: 5 | ncall: 70600 | eff(%): 1.707 | loglstar: -inf < -4.733 < inf | logz: -17.334 +/- 0.336 | dlogz: 4.393 > 0.109
iter: 1206 | bound: 128 | nc: 4 | ncall: 70604 | eff(%): 1.708 | loglstar: -inf < -4.721 < inf | logz: -17.316 +/- 0.337 | dlogz: 4.365 > 0.109
iter: 1207 | bound: 128 | nc: 1 | ncall: 70605 | eff(%): 1.710 | loglstar: -inf < -4.694 < inf | logz: -17.298 +/- 0.337 | dlogz: 4.337 > 0.109
iter: 1208 | bound: 128 | nc: 10 | ncall: 70615 | eff(%): 1.711 | loglstar: -inf < -4.669 < inf | logz: -17.280 +/- 0.337 | dlogz: 4.310 > 0.109
iter: 1209 | bound: 128 | nc: 12 | ncall: 70627 | eff(%): 1.712 | loglstar: -inf < -4.652 < inf | logz: -17.262 +/- 0.337 | dlogz: 4.282 > 0.109
iter: 1210 | bound: 128 | nc: 1 | ncall: 70628 | eff(%): 1.713 | loglstar: -inf < -4.648 < inf | logz: -17.244 +/- 0.337 | dlogz: 4.255 > 0.109
iter: 1211 | bound: 128 | nc: 3 | ncall: 70631 | eff(%): 1.715 | loglstar: -inf < -4.613 < inf | logz: -17.227 +/- 0.337 | dlogz: 4.227 > 0.109
iter: 1212 | bound: 128 | nc: 1 | ncall: 70632 | eff(%): 1.716 | loglstar: -inf < -4.594 < inf | logz: -17.209 +/- 0.337 | dlogz: 4.200 > 0.109
iter: 1213 | bound: 128 | nc: 3 | ncall: 70635 | eff(%): 1.717 | loglstar: -inf < -4.554 < inf | logz: -17.192 +/- 0.337 | dlogz: 4.174 > 0.109
iter: 1214 | bound: 128 | nc: 2 | ncall: 70637 | eff(%): 1.719 | loglstar: -inf < -4.551 < inf | logz: -17.175 +/- 0.337 | dlogz: 4.147 > 0.109
iter: 1215 | bound: 128 | nc: 3 | ncall: 70640 | eff(%): 1.720 | loglstar: -inf < -4.546 < inf | logz: -17.158 +/- 0.337 | dlogz: 4.120 > 0.109
iter: 1216 | bound: 128 | nc: 1 | ncall: 70641 | eff(%): 1.721 | loglstar: -inf < -4.537 < inf | logz: -17.141 +/- 0.337 | dlogz: 4.093 > 0.109
iter: 1217 | bound: 128 | nc: 3 | ncall: 70644 | eff(%): 1.723 | loglstar: -inf < -4.514 < inf | logz: -17.125 +/- 0.337 | dlogz: 4.067 > 0.109
iter: 1218 | bound: 128 | nc: 8 | ncall: 70652 | eff(%): 1.724 | loglstar: -inf < -4.508 < inf | logz: -17.108 +/- 0.337 | dlogz: 4.041 > 0.109
iter: 1219 | bound: 128 | nc: 2 | ncall: 70654 | eff(%): 1.725 | loglstar: -inf < -4.497 < inf | logz: -17.092 +/- 0.337 | dlogz: 4.015 > 0.109
iter: 1220 | bound: 128 | nc: 10 | ncall: 70664 | eff(%): 1.726 | loglstar: -inf < -4.479 < inf | logz: -17.076 +/- 0.337 | dlogz: 3.990 > 0.109
iter: 1221 | bound: 128 | nc: 3 | ncall: 70667 | eff(%): 1.728 | loglstar: -inf < -4.468 < inf | logz: -17.061 +/- 0.337 | dlogz: 3.965 > 0.109
iter: 1222 | bound: 129 | nc: 20 | ncall: 70687 | eff(%): 1.729 | loglstar: -inf < -4.464 < inf | logz: -17.046 +/- 0.337 | dlogz: 3.940 > 0.109
iter: 1223 | bound: 129 | nc: 1 | ncall: 70688 | eff(%): 1.730 | loglstar: -inf < -4.448 < inf | logz: -17.030 +/- 0.337 | dlogz: 3.915 > 0.109
iter: 1224 | bound: 129 | nc: 2 | ncall: 70690 | eff(%): 1.732 | loglstar: -inf < -4.422 < inf | logz: -17.015 +/- 0.337 | dlogz: 3.890 > 0.109
iter: 1225 | bound: 129 | nc: 1 | ncall: 70691 | eff(%): 1.733 | loglstar: -inf < -4.418 < inf | logz: -17.000 +/- 0.337 | dlogz: 3.866 > 0.109
iter: 1226 | bound: 129 | nc: 1 | ncall: 70692 | eff(%): 1.734 | loglstar: -inf < -4.404 < inf | logz: -16.986 +/- 0.337 | dlogz: 3.841 > 0.109
iter: 1227 | bound: 129 | nc: 2 | ncall: 70694 | eff(%): 1.736 | loglstar: -inf < -4.402 < inf | logz: -16.971 +/- 0.337 | dlogz: 3.817 > 0.109
iter: 1228 | bound: 129 | nc: 2 | ncall: 70696 | eff(%): 1.737 | loglstar: -inf < -4.369 < inf | logz: -16.957 +/- 0.338 | dlogz: 3.794 > 0.109
iter: 1229 | bound: 129 | nc: 1 | ncall: 70697 | eff(%): 1.738 | loglstar: -inf < -4.359 < inf | logz: -16.943 +/- 0.338 | dlogz: 3.770 > 0.109
iter: 1230 | bound: 129 | nc: 1 | ncall: 70698 | eff(%): 1.740 | loglstar: -inf < -4.348 < inf | logz: -16.929 +/- 0.338 | dlogz: 3.746 > 0.109
iter: 1231 | bound: 129 | nc: 6 | ncall: 70704 | eff(%): 1.741 | loglstar: -inf < -4.340 < inf | logz: -16.915 +/- 0.338 | dlogz: 3.723 > 0.109
iter: 1232 | bound: 129 | nc: 2 | ncall: 70706 | eff(%): 1.742 | loglstar: -inf < -4.317 < inf | logz: -16.901 +/- 0.338 | dlogz: 3.699 > 0.109
iter: 1233 | bound: 129 | nc: 3 | ncall: 70709 | eff(%): 1.744 | loglstar: -inf < -4.281 < inf | logz: -16.887 +/- 0.338 | dlogz: 3.676 > 0.109
iter: 1234 | bound: 129 | nc: 1 | ncall: 70710 | eff(%): 1.745 | loglstar: -inf < -4.278 < inf | logz: -16.873 +/- 0.338 | dlogz: 3.653 > 0.109
iter: 1235 | bound: 129 | nc: 1 | ncall: 70711 | eff(%): 1.747 | loglstar: -inf < -4.263 < inf | logz: -16.860 +/- 0.338 | dlogz: 3.630 > 0.109
iter: 1236 | bound: 129 | nc: 1 | ncall: 70712 | eff(%): 1.748 | loglstar: -inf < -4.256 < inf | logz: -16.846 +/- 0.338 | dlogz: 3.607 > 0.109
iter: 1237 | bound: 129 | nc: 4 | ncall: 70716 | eff(%): 1.749 | loglstar: -inf < -4.244 < inf | logz: -16.833 +/- 0.338 | dlogz: 3.584 > 0.109
iter: 1238 | bound: 129 | nc: 1 | ncall: 70717 | eff(%): 1.751 | loglstar: -inf < -4.207 < inf | logz: -16.820 +/- 0.338 | dlogz: 3.562 > 0.109
iter: 1239 | bound: 129 | nc: 2 | ncall: 70719 | eff(%): 1.752 | loglstar: -inf < -4.177 < inf | logz: -16.806 +/- 0.338 | dlogz: 3.539 > 0.109
iter: 1240 | bound: 129 | nc: 1 | ncall: 70720 | eff(%): 1.753 | loglstar: -inf < -4.176 < inf | logz: -16.793 +/- 0.338 | dlogz: 3.517 > 0.109
iter: 1241 | bound: 129 | nc: 3 | ncall: 70723 | eff(%): 1.755 | loglstar: -inf < -4.147 < inf | logz: -16.780 +/- 0.338 | dlogz: 3.494 > 0.109
iter: 1242 | bound: 129 | nc: 2 | ncall: 70725 | eff(%): 1.756 | loglstar: -inf < -4.136 < inf | logz: -16.767 +/- 0.338 | dlogz: 3.472 > 0.109
iter: 1243 | bound: 129 | nc: 2 | ncall: 70727 | eff(%): 1.757 | loglstar: -inf < -4.073 < inf | logz: -16.753 +/- 0.338 | dlogz: 3.449 > 0.109
iter: 1244 | bound: 129 | nc: 1 | ncall: 70728 | eff(%): 1.759 | loglstar: -inf < -4.059 < inf | logz: -16.740 +/- 0.338 | dlogz: 3.427 > 0.109
iter: 1245 | bound: 129 | nc: 1 | ncall: 70729 | eff(%): 1.760 | loglstar: -inf < -4.030 < inf | logz: -16.726 +/- 0.338 | dlogz: 3.404 > 0.109
iter: 1246 | bound: 129 | nc: 2 | ncall: 70731 | eff(%): 1.762 | loglstar: -inf < -3.996 < inf | logz: -16.713 +/- 0.338 | dlogz: 3.381 > 0.109
iter: 1247 | bound: 129 | nc: 4 | ncall: 70735 | eff(%): 1.763 | loglstar: -inf < -3.993 < inf | logz: -16.699 +/- 0.338 | dlogz: 3.359 > 0.109
iter: 1248 | bound: 129 | nc: 3 | ncall: 70738 | eff(%): 1.764 | loglstar: -inf < -3.991 < inf | logz: -16.686 +/- 0.338 | dlogz: 3.336 > 0.109
iter: 1249 | bound: 129 | nc: 3 | ncall: 70741 | eff(%): 1.766 | loglstar: -inf < -3.952 < inf | logz: -16.673 +/- 0.338 | dlogz: 3.314 > 0.109
iter: 1250 | bound: 129 | nc: 4 | ncall: 70745 | eff(%): 1.767 | loglstar: -inf < -3.951 < inf | logz: -16.660 +/- 0.338 | dlogz: 3.291 > 0.109
iter: 1251 | bound: 129 | nc: 3 | ncall: 70748 | eff(%): 1.768 | loglstar: -inf < -3.942 < inf | logz: -16.647 +/- 0.338 | dlogz: 3.269 > 0.109
iter: 1252 | bound: 129 | nc: 1 | ncall: 70749 | eff(%): 1.770 | loglstar: -inf < -3.928 < inf | logz: -16.634 +/- 0.338 | dlogz: 3.247 > 0.109
iter: 1253 | bound: 129 | nc: 1 | ncall: 70750 | eff(%): 1.771 | loglstar: -inf < -3.900 < inf | logz: -16.621 +/- 0.338 | dlogz: 3.225 > 0.109
iter: 1254 | bound: 129 | nc: 2 | ncall: 70752 | eff(%): 1.772 | loglstar: -inf < -3.900 < inf | logz: -16.608 +/- 0.338 | dlogz: 3.203 > 0.109
iter: 1255 | bound: 129 | nc: 1 | ncall: 70753 | eff(%): 1.774 | loglstar: -inf < -3.895 < inf | logz: -16.596 +/- 0.338 | dlogz: 3.182 > 0.109
iter: 1256 | bound: 129 | nc: 3 | ncall: 70756 | eff(%): 1.775 | loglstar: -inf < -3.872 < inf | logz: -16.584 +/- 0.338 | dlogz: 3.160 > 0.109
iter: 1257 | bound: 129 | nc: 1 | ncall: 70757 | eff(%): 1.777 | loglstar: -inf < -3.868 < inf | logz: -16.571 +/- 0.338 | dlogz: 3.139 > 0.109
iter: 1258 | bound: 129 | nc: 6 | ncall: 70763 | eff(%): 1.778 | loglstar: -inf < -3.865 < inf | logz: -16.559 +/- 0.339 | dlogz: 3.118 > 0.109
iter: 1259 | bound: 129 | nc: 2 | ncall: 70765 | eff(%): 1.779 | loglstar: -inf < -3.853 < inf | logz: -16.548 +/- 0.339 | dlogz: 3.097 > 0.109
iter: 1260 | bound: 129 | nc: 1 | ncall: 70766 | eff(%): 1.781 | loglstar: -inf < -3.835 < inf | logz: -16.536 +/- 0.339 | dlogz: 3.076 > 0.109
iter: 1261 | bound: 129 | nc: 1 | ncall: 70767 | eff(%): 1.782 | loglstar: -inf < -3.826 < inf | logz: -16.524 +/- 0.339 | dlogz: 3.055 > 0.109
iter: 1262 | bound: 129 | nc: 2 | ncall: 70769 | eff(%): 1.783 | loglstar: -inf < -3.804 < inf | logz: -16.513 +/- 0.339 | dlogz: 3.035 > 0.109
iter: 1263 | bound: 129 | nc: 1 | ncall: 70770 | eff(%): 1.785 | loglstar: -inf < -3.804 < inf | logz: -16.501 +/- 0.339 | dlogz: 3.014 > 0.109
iter: 1264 | bound: 129 | nc: 4 | ncall: 70774 | eff(%): 1.786 | loglstar: -inf < -3.756 < inf | logz: -16.490 +/- 0.339 | dlogz: 2.994 > 0.109
iter: 1265 | bound: 129 | nc: 2 | ncall: 70776 | eff(%): 1.787 | loglstar: -inf < -3.746 < inf | logz: -16.478 +/- 0.339 | dlogz: 2.973 > 0.109
iter: 1266 | bound: 129 | nc: 5 | ncall: 70781 | eff(%): 1.789 | loglstar: -inf < -3.737 < inf | logz: -16.467 +/- 0.339 | dlogz: 2.953 > 0.109
iter: 1267 | bound: 129 | nc: 2 | ncall: 70783 | eff(%): 1.790 | loglstar: -inf < -3.714 < inf | logz: -16.455 +/- 0.339 | dlogz: 2.933 > 0.109
iter: 1268 | bound: 129 | nc: 2 | ncall: 70785 | eff(%): 1.791 | loglstar: -inf < -3.711 < inf | logz: -16.444 +/- 0.339 | dlogz: 2.913 > 0.109
iter: 1269 | bound: 130 | nc: 9 | ncall: 70794 | eff(%): 1.793 | loglstar: -inf < -3.697 < inf | logz: -16.433 +/- 0.339 | dlogz: 2.893 > 0.109
iter: 1270 | bound: 130 | nc: 2 | ncall: 70796 | eff(%): 1.794 | loglstar: -inf < -3.660 < inf | logz: -16.422 +/- 0.339 | dlogz: 2.873 > 0.109
iter: 1271 | bound: 130 | nc: 1 | ncall: 70797 | eff(%): 1.795 | loglstar: -inf < -3.649 < inf | logz: -16.410 +/- 0.339 | dlogz: 2.853 > 0.109
iter: 1272 | bound: 130 | nc: 3 | ncall: 70800 | eff(%): 1.797 | loglstar: -inf < -3.644 < inf | logz: -16.399 +/- 0.339 | dlogz: 2.833 > 0.109
iter: 1273 | bound: 130 | nc: 2 | ncall: 70802 | eff(%): 1.798 | loglstar: -inf < -3.633 < inf | logz: -16.388 +/- 0.339 | dlogz: 2.813 > 0.109
iter: 1274 | bound: 130 | nc: 3 | ncall: 70805 | eff(%): 1.799 | loglstar: -inf < -3.630 < inf | logz: -16.378 +/- 0.339 | dlogz: 2.793 > 0.109
iter: 1275 | bound: 130 | nc: 6 | ncall: 70811 | eff(%): 1.801 | loglstar: -inf < -3.629 < inf | logz: -16.367 +/- 0.339 | dlogz: 2.774 > 0.109
iter: 1276 | bound: 130 | nc: 3 | ncall: 70814 | eff(%): 1.802 | loglstar: -inf < -3.625 < inf | logz: -16.357 +/- 0.339 | dlogz: 2.755 > 0.109
iter: 1277 | bound: 130 | nc: 2 | ncall: 70816 | eff(%): 1.803 | loglstar: -inf < -3.617 < inf | logz: -16.347 +/- 0.339 | dlogz: 2.736 > 0.109
iter: 1278 | bound: 130 | nc: 2 | ncall: 70818 | eff(%): 1.805 | loglstar: -inf < -3.615 < inf | logz: -16.336 +/- 0.339 | dlogz: 2.717 > 0.109
iter: 1279 | bound: 130 | nc: 5 | ncall: 70823 | eff(%): 1.806 | loglstar: -inf < -3.580 < inf | logz: -16.326 +/- 0.339 | dlogz: 2.698 > 0.109
iter: 1280 | bound: 130 | nc: 4 | ncall: 70827 | eff(%): 1.807 | loglstar: -inf < -3.575 < inf | logz: -16.316 +/- 0.339 | dlogz: 2.679 > 0.109
iter: 1281 | bound: 130 | nc: 1 | ncall: 70828 | eff(%): 1.809 | loglstar: -inf < -3.531 < inf | logz: -16.306 +/- 0.339 | dlogz: 2.661 > 0.109
iter: 1282 | bound: 130 | nc: 7 | ncall: 70835 | eff(%): 1.810 | loglstar: -inf < -3.522 < inf | logz: -16.296 +/- 0.339 | dlogz: 2.642 > 0.109
iter: 1283 | bound: 130 | nc: 3 | ncall: 70838 | eff(%): 1.811 | loglstar: -inf < -3.511 < inf | logz: -16.286 +/- 0.339 | dlogz: 2.623 > 0.109
iter: 1284 | bound: 130 | nc: 1 | ncall: 70839 | eff(%): 1.813 | loglstar: -inf < -3.496 < inf | logz: -16.276 +/- 0.339 | dlogz: 2.605 > 0.109
iter: 1285 | bound: 130 | nc: 6 | ncall: 70845 | eff(%): 1.814 | loglstar: -inf < -3.488 < inf | logz: -16.266 +/- 0.339 | dlogz: 2.586 > 0.109
iter: 1286 | bound: 130 | nc: 2 | ncall: 70847 | eff(%): 1.815 | loglstar: -inf < -3.461 < inf | logz: -16.256 +/- 0.339 | dlogz: 2.568 > 0.109
iter: 1287 | bound: 130 | nc: 1 | ncall: 70848 | eff(%): 1.817 | loglstar: -inf < -3.425 < inf | logz: -16.246 +/- 0.339 | dlogz: 2.550 > 0.109
iter: 1288 | bound: 130 | nc: 4 | ncall: 70852 | eff(%): 1.818 | loglstar: -inf < -3.411 < inf | logz: -16.236 +/- 0.339 | dlogz: 2.817 > 0.109
iter: 1289 | bound: 130 | nc: 1 | ncall: 70853 | eff(%): 1.819 | loglstar: -inf < -3.400 < inf | logz: -16.226 +/- 0.339 | dlogz: 2.798 > 0.109
iter: 1290 | bound: 130 | nc: 1 | ncall: 70854 | eff(%): 1.821 | loglstar: -inf < -3.396 < inf | logz: -16.216 +/- 0.340 | dlogz: 2.779 > 0.109
iter: 1291 | bound: 130 | nc: 1 | ncall: 70855 | eff(%): 1.822 | loglstar: -inf < -3.386 < inf | logz: -16.206 +/- 0.340 | dlogz: 2.761 > 0.109
iter: 1292 | bound: 130 | nc: 1 | ncall: 70856 | eff(%): 1.823 | loglstar: -inf < -3.370 < inf | logz: -16.197 +/- 0.340 | dlogz: 2.742 > 0.109
iter: 1293 | bound: 130 | nc: 3 | ncall: 70859 | eff(%): 1.825 | loglstar: -inf < -3.369 < inf | logz: -16.187 +/- 0.340 | dlogz: 2.724 > 0.109
iter: 1294 | bound: 130 | nc: 2 | ncall: 70861 | eff(%): 1.826 | loglstar: -inf < -3.351 < inf | logz: -16.178 +/- 0.340 | dlogz: 2.706 > 0.109
iter: 1295 | bound: 130 | nc: 4 | ncall: 70865 | eff(%): 1.827 | loglstar: -inf < -3.347 < inf | logz: -16.168 +/- 0.340 | dlogz: 2.688 > 0.109
iter: 1296 | bound: 130 | nc: 15 | ncall: 70880 | eff(%): 1.828 | loglstar: -inf < -3.336 < inf | logz: -16.159 +/- 0.340 | dlogz: 2.670 > 0.109
iter: 1297 | bound: 130 | nc: 6 | ncall: 70886 | eff(%): 1.830 | loglstar: -inf < -3.324 < inf | logz: -16.150 +/- 0.340 | dlogz: 2.652 > 0.109
iter: 1298 | bound: 130 | nc: 2 | ncall: 70888 | eff(%): 1.831 | loglstar: -inf < -3.316 < inf | logz: -16.141 +/- 0.340 | dlogz: 2.634 > 0.109
iter: 1299 | bound: 130 | nc: 3 | ncall: 70891 | eff(%): 1.832 | loglstar: -inf < -3.295 < inf | logz: -16.131 +/- 0.340 | dlogz: 2.616 > 0.109
iter: 1300 | bound: 130 | nc: 2 | ncall: 70893 | eff(%): 1.834 | loglstar: -inf < -3.288 < inf | logz: -16.122 +/- 0.340 | dlogz: 2.599 > 0.109
iter: 1301 | bound: 131 | nc: 1 | ncall: 70894 | eff(%): 1.835 | loglstar: -inf < -3.286 < inf | logz: -16.113 +/- 0.340 | dlogz: 2.581 > 0.109
iter: 1302 | bound: 131 | nc: 6 | ncall: 70900 | eff(%): 1.836 | loglstar: -inf < -3.270 < inf | logz: -16.105 +/- 0.340 | dlogz: 2.563 > 0.109
iter: 1303 | bound: 131 | nc: 4 | ncall: 70904 | eff(%): 1.838 | loglstar: -inf < -3.259 < inf | logz: -16.096 +/- 0.340 | dlogz: 2.546 > 0.109
iter: 1304 | bound: 131 | nc: 3 | ncall: 70907 | eff(%): 1.839 | loglstar: -inf < -3.248 < inf | logz: -16.087 +/- 0.340 | dlogz: 2.529 > 0.109
iter: 1305 | bound: 131 | nc: 10 | ncall: 70917 | eff(%): 1.840 | loglstar: -inf < -3.244 < inf | logz: -16.079 +/- 0.340 | dlogz: 2.512 > 0.109
iter: 1306 | bound: 131 | nc: 1 | ncall: 70918 | eff(%): 1.842 | loglstar: -inf < -3.230 < inf | logz: -16.070 +/- 0.340 | dlogz: 2.495 > 0.109
iter: 1307 | bound: 131 | nc: 7 | ncall: 70925 | eff(%): 1.843 | loglstar: -inf < -3.222 < inf | logz: -16.062 +/- 0.340 | dlogz: 2.478 > 0.109
iter: 1308 | bound: 131 | nc: 5 | ncall: 70930 | eff(%): 1.844 | loglstar: -inf < -3.175 < inf | logz: -16.053 +/- 0.340 | dlogz: 2.461 > 0.109
iter: 1309 | bound: 131 | nc: 5 | ncall: 70935 | eff(%): 1.845 | loglstar: -inf < -3.155 < inf | logz: -16.044 +/- 0.340 | dlogz: 2.444 > 0.109
iter: 1310 | bound: 131 | nc: 1 | ncall: 70936 | eff(%): 1.847 | loglstar: -inf < -3.133 < inf | logz: -16.036 +/- 0.340 | dlogz: 2.427 > 0.109
iter: 1311 | bound: 131 | nc: 2 | ncall: 70938 | eff(%): 1.848 | loglstar: -inf < -3.124 < inf | logz: -16.027 +/- 0.340 | dlogz: 2.410 > 0.109
iter: 1312 | bound: 131 | nc: 2 | ncall: 70940 | eff(%): 1.849 | loglstar: -inf < -3.070 < inf | logz: -16.018 +/- 0.340 | dlogz: 2.393 > 0.109
iter: 1313 | bound: 131 | nc: 3 | ncall: 70943 | eff(%): 1.851 | loglstar: -inf < -3.050 < inf | logz: -16.009 +/- 0.340 | dlogz: 2.376 > 0.109
iter: 1314 | bound: 131 | nc: 13 | ncall: 70956 | eff(%): 1.852 | loglstar: -inf < -3.044 < inf | logz: -16.000 +/- 0.340 | dlogz: 2.359 > 0.109
iter: 1315 | bound: 131 | nc: 4 | ncall: 70960 | eff(%): 1.853 | loglstar: -inf < -3.032 < inf | logz: -15.991 +/- 0.340 | dlogz: 2.342 > 0.109
iter: 1316 | bound: 131 | nc: 9 | ncall: 70969 | eff(%): 1.854 | loglstar: -inf < -3.031 < inf | logz: -15.983 +/- 0.340 | dlogz: 2.325 > 0.109
iter: 1317 | bound: 131 | nc: 5 | ncall: 70974 | eff(%): 1.856 | loglstar: -inf < -3.024 < inf | logz: -15.974 +/- 0.340 | dlogz: 2.308 > 0.109
iter: 1318 | bound: 131 | nc: 3 | ncall: 70977 | eff(%): 1.857 | loglstar: -inf < -3.004 < inf | logz: -15.966 +/- 0.340 | dlogz: 2.291 > 0.109
iter: 1319 | bound: 131 | nc: 3 | ncall: 70980 | eff(%): 1.858 | loglstar: -inf < -3.003 < inf | logz: -15.957 +/- 0.340 | dlogz: 2.275 > 0.109
iter: 1320 | bound: 131 | nc: 10 | ncall: 70990 | eff(%): 1.859 | loglstar: -inf < -2.963 < inf | logz: -15.949 +/- 0.341 | dlogz: 2.258 > 0.109
iter: 1321 | bound: 132 | nc: 9 | ncall: 70999 | eff(%): 1.861 | loglstar: -inf < -2.952 < inf | logz: -15.940 +/- 0.341 | dlogz: 2.242 > 0.109
iter: 1322 | bound: 132 | nc: 1 | ncall: 71000 | eff(%): 1.862 | loglstar: -inf < -2.927 < inf | logz: -15.932 +/- 0.341 | dlogz: 2.225 > 0.109
iter: 1323 | bound: 132 | nc: 2 | ncall: 71002 | eff(%): 1.863 | loglstar: -inf < -2.922 < inf | logz: -15.923 +/- 0.341 | dlogz: 2.209 > 0.109
iter: 1324 | bound: 132 | nc: 3 | ncall: 71005 | eff(%): 1.865 | loglstar: -inf < -2.910 < inf | logz: -15.915 +/- 0.341 | dlogz: 2.192 > 0.109
iter: 1325 | bound: 132 | nc: 2 | ncall: 71007 | eff(%): 1.866 | loglstar: -inf < -2.882 < inf | logz: -15.906 +/- 0.341 | dlogz: 2.176 > 0.109
iter: 1326 | bound: 132 | nc: 1 | ncall: 71008 | eff(%): 1.867 | loglstar: -inf < -2.871 < inf | logz: -15.898 +/- 0.341 | dlogz: 2.160 > 0.109
iter: 1327 | bound: 132 | nc: 2 | ncall: 71010 | eff(%): 1.869 | loglstar: -inf < -2.850 < inf | logz: -15.889 +/- 0.341 | dlogz: 2.144 > 0.109
iter: 1328 | bound: 132 | nc: 1 | ncall: 71011 | eff(%): 1.870 | loglstar: -inf < -2.848 < inf | logz: -15.881 +/- 0.341 | dlogz: 2.127 > 0.109
iter: 1329 | bound: 132 | nc: 1 | ncall: 71012 | eff(%): 1.872 | loglstar: -inf < -2.840 < inf | logz: -15.873 +/- 0.341 | dlogz: 2.111 > 0.109
iter: 1330 | bound: 132 | nc: 3 | ncall: 71015 | eff(%): 1.873 | loglstar: -inf < -2.838 < inf | logz: -15.865 +/- 0.341 | dlogz: 2.095 > 0.109
iter: 1331 | bound: 132 | nc: 2 | ncall: 71017 | eff(%): 1.874 | loglstar: -inf < -2.830 < inf | logz: -15.857 +/- 0.341 | dlogz: 2.079 > 0.109
iter: 1332 | bound: 132 | nc: 4 | ncall: 71021 | eff(%): 1.876 | loglstar: -inf < -2.829 < inf | logz: -15.849 +/- 0.341 | dlogz: 2.064 > 0.109
iter: 1333 | bound: 132 | nc: 1 | ncall: 71022 | eff(%): 1.877 | loglstar: -inf < -2.829 < inf | logz: -15.841 +/- 0.341 | dlogz: 2.048 > 0.109
iter: 1334 | bound: 132 | nc: 1 | ncall: 71023 | eff(%): 1.878 | loglstar: -inf < -2.802 < inf | logz: -15.833 +/- 0.341 | dlogz: 2.033 > 0.109
iter: 1335 | bound: 132 | nc: 4 | ncall: 71027 | eff(%): 1.880 | loglstar: -inf < -2.781 < inf | logz: -15.825 +/- 0.341 | dlogz: 2.017 > 0.109
iter: 1336 | bound: 132 | nc: 2 | ncall: 71029 | eff(%): 1.881 | loglstar: -inf < -2.777 < inf | logz: -15.817 +/- 0.341 | dlogz: 2.002 > 0.109
iter: 1337 | bound: 132 | nc: 15 | ncall: 71044 | eff(%): 1.882 | loglstar: -inf < -2.773 < inf | logz: -15.810 +/- 0.341 | dlogz: 1.987 > 0.109
iter: 1338 | bound: 132 | nc: 3 | ncall: 71047 | eff(%): 1.883 | loglstar: -inf < -2.768 < inf | logz: -15.802 +/- 0.341 | dlogz: 1.971 > 0.109
iter: 1339 | bound: 132 | nc: 3 | ncall: 71050 | eff(%): 1.885 | loglstar: -inf < -2.764 < inf | logz: -15.795 +/- 0.341 | dlogz: 1.956 > 0.109
iter: 1340 | bound: 132 | nc: 9 | ncall: 71059 | eff(%): 1.886 | loglstar: -inf < -2.756 < inf | logz: -15.787 +/- 0.341 | dlogz: 1.941 > 0.109
iter: 1341 | bound: 132 | nc: 3 | ncall: 71062 | eff(%): 1.887 | loglstar: -inf < -2.747 < inf | logz: -15.780 +/- 0.341 | dlogz: 1.927 > 0.109
iter: 1342 | bound: 132 | nc: 2 | ncall: 71064 | eff(%): 1.888 | loglstar: -inf < -2.745 < inf | logz: -15.773 +/- 0.341 | dlogz: 1.912 > 0.109
iter: 1343 | bound: 132 | nc: 6 | ncall: 71070 | eff(%): 1.890 | loglstar: -inf < -2.741 < inf | logz: -15.766 +/- 0.341 | dlogz: 1.897 > 0.109
iter: 1344 | bound: 132 | nc: 6 | ncall: 71076 | eff(%): 1.891 | loglstar: -inf < -2.720 < inf | logz: -15.759 +/- 0.341 | dlogz: 1.883 > 0.109
iter: 1345 | bound: 132 | nc: 1 | ncall: 71077 | eff(%): 1.892 | loglstar: -inf < -2.707 < inf | logz: -15.751 +/- 0.341 | dlogz: 1.868 > 0.109
iter: 1346 | bound: 132 | nc: 17 | ncall: 71094 | eff(%): 1.893 | loglstar: -inf < -2.700 < inf | logz: -15.744 +/- 0.342 | dlogz: 1.854 > 0.109
iter: 1347 | bound: 132 | nc: 1 | ncall: 71095 | eff(%): 1.895 | loglstar: -inf < -2.695 < inf | logz: -15.737 +/- 0.342 | dlogz: 1.948 > 0.109
iter: 1348 | bound: 133 | nc: 7 | ncall: 71102 | eff(%): 1.896 | loglstar: -inf < -2.684 < inf | logz: -15.730 +/- 0.342 | dlogz: 1.934 > 0.109
iter: 1349 | bound: 133 | nc: 8 | ncall: 71110 | eff(%): 1.897 | loglstar: -inf < -2.680 < inf | logz: -15.724 +/- 0.342 | dlogz: 1.919 > 0.109
iter: 1350 | bound: 133 | nc: 1 | ncall: 71111 | eff(%): 1.898 | loglstar: -inf < -2.679 < inf | logz: -15.717 +/- 0.342 | dlogz: 1.905 > 0.109
iter: 1351 | bound: 133 | nc: 2 | ncall: 71113 | eff(%): 1.900 | loglstar: -inf < -2.676 < inf | logz: -15.710 +/- 0.342 | dlogz: 1.891 > 0.109
iter: 1352 | bound: 133 | nc: 1 | ncall: 71114 | eff(%): 1.901 | loglstar: -inf < -2.661 < inf | logz: -15.704 +/- 0.342 | dlogz: 1.877 > 0.109
iter: 1353 | bound: 133 | nc: 1 | ncall: 71115 | eff(%): 1.903 | loglstar: -inf < -2.646 < inf | logz: -15.697 +/- 0.342 | dlogz: 1.863 > 0.109
iter: 1354 | bound: 133 | nc: 2 | ncall: 71117 | eff(%): 1.904 | loglstar: -inf < -2.646 < inf | logz: -15.690 +/- 0.342 | dlogz: 1.849 > 0.109
iter: 1355 | bound: 133 | nc: 2 | ncall: 71119 | eff(%): 1.905 | loglstar: -inf < -2.643 < inf | logz: -15.684 +/- 0.342 | dlogz: 1.835 > 0.109
iter: 1356 | bound: 133 | nc: 4 | ncall: 71123 | eff(%): 1.907 | loglstar: -inf < -2.597 < inf | logz: -15.678 +/- 0.342 | dlogz: 1.821 > 0.109
iter: 1357 | bound: 133 | nc: 9 | ncall: 71132 | eff(%): 1.908 | loglstar: -inf < -2.590 < inf | logz: -15.671 +/- 0.342 | dlogz: 1.807 > 0.109
iter: 1358 | bound: 133 | nc: 1 | ncall: 71133 | eff(%): 1.909 | loglstar: -inf < -2.588 < inf | logz: -15.664 +/- 0.342 | dlogz: 1.793 > 0.109
iter: 1359 | bound: 133 | nc: 2 | ncall: 71135 | eff(%): 1.910 | loglstar: -inf < -2.561 < inf | logz: -15.658 +/- 0.342 | dlogz: 1.780 > 0.109
iter: 1360 | bound: 133 | nc: 1 | ncall: 71136 | eff(%): 1.912 | loglstar: -inf < -2.528 < inf | logz: -15.651 +/- 0.342 | dlogz: 1.766 > 0.109
iter: 1361 | bound: 133 | nc: 2 | ncall: 71138 | eff(%): 1.913 | loglstar: -inf < -2.492 < inf | logz: -15.645 +/- 0.342 | dlogz: 1.752 > 0.109
iter: 1362 | bound: 133 | nc: 1 | ncall: 71139 | eff(%): 1.915 | loglstar: -inf < -2.481 < inf | logz: -15.638 +/- 0.342 | dlogz: 1.739 > 0.109
iter: 1363 | bound: 133 | nc: 3 | ncall: 71142 | eff(%): 1.916 | loglstar: -inf < -2.468 < inf | logz: -15.631 +/- 0.342 | dlogz: 1.725 > 0.109
iter: 1364 | bound: 133 | nc: 1 | ncall: 71143 | eff(%): 1.917 | loglstar: -inf < -2.467 < inf | logz: -15.625 +/- 0.342 | dlogz: 1.711 > 0.109
iter: 1365 | bound: 133 | nc: 2 | ncall: 71145 | eff(%): 1.919 | loglstar: -inf < -2.454 < inf | logz: -15.618 +/- 0.342 | dlogz: 1.698 > 0.109
iter: 1366 | bound: 133 | nc: 4 | ncall: 71149 | eff(%): 1.920 | loglstar: -inf < -2.428 < inf | logz: -15.612 +/- 0.342 | dlogz: 1.684 > 0.109
iter: 1367 | bound: 133 | nc: 3 | ncall: 71152 | eff(%): 1.921 | loglstar: -inf < -2.414 < inf | logz: -15.605 +/- 0.342 | dlogz: 1.671 > 0.109
iter: 1368 | bound: 133 | nc: 4 | ncall: 71156 | eff(%): 1.923 | loglstar: -inf < -2.408 < inf | logz: -15.598 +/- 0.342 | dlogz: 1.657 > 0.109
iter: 1369 | bound: 133 | nc: 3 | ncall: 71159 | eff(%): 1.924 | loglstar: -inf < -2.403 < inf | logz: -15.592 +/- 0.342 | dlogz: 1.644 > 0.109
iter: 1370 | bound: 133 | nc: 4 | ncall: 71163 | eff(%): 1.925 | loglstar: -inf < -2.400 < inf | logz: -15.586 +/- 0.342 | dlogz: 1.631 > 0.109
iter: 1371 | bound: 133 | nc: 2 | ncall: 71165 | eff(%): 1.927 | loglstar: -inf < -2.388 < inf | logz: -15.579 +/- 0.342 | dlogz: 1.618 > 0.109
iter: 1372 | bound: 133 | nc: 1 | ncall: 71166 | eff(%): 1.928 | loglstar: -inf < -2.384 < inf | logz: -15.573 +/- 0.342 | dlogz: 1.605 > 0.109
iter: 1373 | bound: 133 | nc: 1 | ncall: 71167 | eff(%): 1.929 | loglstar: -inf < -2.384 < inf | logz: -15.567 +/- 0.342 | dlogz: 1.592 > 0.109
iter: 1374 | bound: 133 | nc: 3 | ncall: 71170 | eff(%): 1.931 | loglstar: -inf < -2.380 < inf | logz: -15.561 +/- 0.342 | dlogz: 1.579 > 0.109
iter: 1375 | bound: 133 | nc: 5 | ncall: 71175 | eff(%): 1.932 | loglstar: -inf < -2.372 < inf | logz: -15.554 +/- 0.343 | dlogz: 1.566 > 0.109
iter: 1376 | bound: 133 | nc: 3 | ncall: 71178 | eff(%): 1.933 | loglstar: -inf < -2.366 < inf | logz: -15.548 +/- 0.343 | dlogz: 1.553 > 0.109
iter: 1377 | bound: 133 | nc: 3 | ncall: 71181 | eff(%): 1.935 | loglstar: -inf < -2.359 < inf | logz: -15.543 +/- 0.343 | dlogz: 1.541 > 0.109
iter: 1378 | bound: 133 | nc: 10 | ncall: 71191 | eff(%): 1.936 | loglstar: -inf < -2.358 < inf | logz: -15.537 +/- 0.343 | dlogz: 1.528 > 0.109
iter: 1379 | bound: 133 | nc: 2 | ncall: 71193 | eff(%): 1.937 | loglstar: -inf < -2.351 < inf | logz: -15.531 +/- 0.343 | dlogz: 1.516 > 0.109
iter: 1380 | bound: 133 | nc: 6 | ncall: 71199 | eff(%): 1.938 | loglstar: -inf < -2.350 < inf | logz: -15.525 +/- 0.343 | dlogz: 1.504 > 0.109
iter: 1381 | bound: 134 | nc: 9 | ncall: 71208 | eff(%): 1.939 | loglstar: -inf < -2.331 < inf | logz: -15.519 +/- 0.343 | dlogz: 1.492 > 0.109
iter: 1382 | bound: 134 | nc: 3 | ncall: 71211 | eff(%): 1.941 | loglstar: -inf < -2.328 < inf | logz: -15.514 +/- 0.343 | dlogz: 1.479 > 0.109
iter: 1383 | bound: 134 | nc: 6 | ncall: 71217 | eff(%): 1.942 | loglstar: -inf < -2.328 < inf | logz: -15.508 +/- 0.343 | dlogz: 1.467 > 0.109
iter: 1384 | bound: 134 | nc: 2 | ncall: 71219 | eff(%): 1.943 | loglstar: -inf < -2.327 < inf | logz: -15.503 +/- 0.343 | dlogz: 1.455 > 0.109
iter: 1385 | bound: 134 | nc: 7 | ncall: 71226 | eff(%): 1.945 | loglstar: -inf < -2.325 < inf | logz: -15.497 +/- 0.343 | dlogz: 1.444 > 0.109
iter: 1386 | bound: 134 | nc: 1 | ncall: 71227 | eff(%): 1.946 | loglstar: -inf < -2.318 < inf | logz: -15.492 +/- 0.343 | dlogz: 1.432 > 0.109
iter: 1387 | bound: 134 | nc: 3 | ncall: 71230 | eff(%): 1.947 | loglstar: -inf < -2.303 < inf | logz: -15.486 +/- 0.343 | dlogz: 1.420 > 0.109
iter: 1388 | bound: 134 | nc: 2 | ncall: 71232 | eff(%): 1.949 | loglstar: -inf < -2.303 < inf | logz: -15.481 +/- 0.343 | dlogz: 1.409 > 0.109
iter: 1389 | bound: 134 | nc: 3 | ncall: 71235 | eff(%): 1.950 | loglstar: -inf < -2.293 < inf | logz: -15.476 +/- 0.343 | dlogz: 1.397 > 0.109
iter: 1390 | bound: 134 | nc: 4 | ncall: 71239 | eff(%): 1.951 | loglstar: -inf < -2.284 < inf | logz: -15.470 +/- 0.343 | dlogz: 1.386 > 0.109
iter: 1391 | bound: 134 | nc: 3 | ncall: 71242 | eff(%): 1.952 | loglstar: -inf < -2.273 < inf | logz: -15.465 +/- 0.343 | dlogz: 1.374 > 0.109
iter: 1392 | bound: 134 | nc: 2 | ncall: 71244 | eff(%): 1.954 | loglstar: -inf < -2.260 < inf | logz: -15.460 +/- 0.343 | dlogz: 1.363 > 0.109
iter: 1393 | bound: 134 | nc: 2 | ncall: 71246 | eff(%): 1.955 | loglstar: -inf < -2.253 < inf | logz: -15.455 +/- 0.343 | dlogz: 1.352 > 0.109
iter: 1394 | bound: 134 | nc: 2 | ncall: 71248 | eff(%): 1.957 | loglstar: -inf < -2.251 < inf | logz: -15.450 +/- 0.343 | dlogz: 1.341 > 0.109
iter: 1395 | bound: 134 | nc: 1 | ncall: 71249 | eff(%): 1.958 | loglstar: -inf < -2.247 < inf | logz: -15.445 +/- 0.343 | dlogz: 1.329 > 0.109
iter: 1396 | bound: 134 | nc: 2 | ncall: 71251 | eff(%): 1.959 | loglstar: -inf < -2.247 < inf | logz: -15.440 +/- 0.343 | dlogz: 1.318 > 0.109
iter: 1397 | bound: 134 | nc: 3 | ncall: 71254 | eff(%): 1.961 | loglstar: -inf < -2.246 < inf | logz: -15.435 +/- 0.343 | dlogz: 1.308 > 0.109
iter: 1398 | bound: 134 | nc: 1 | ncall: 71255 | eff(%): 1.962 | loglstar: -inf < -2.244 < inf | logz: -15.430 +/- 0.343 | dlogz: 1.297 > 0.109
iter: 1399 | bound: 134 | nc: 1 | ncall: 71256 | eff(%): 1.963 | loglstar: -inf < -2.241 < inf | logz: -15.425 +/- 0.343 | dlogz: 1.286 > 0.109
iter: 1400 | bound: 134 | nc: 3 | ncall: 71259 | eff(%): 1.965 | loglstar: -inf < -2.237 < inf | logz: -15.420 +/- 0.343 | dlogz: 1.275 > 0.109
iter: 1401 | bound: 134 | nc: 2 | ncall: 71261 | eff(%): 1.966 | loglstar: -inf < -2.237 < inf | logz: -15.416 +/- 0.343 | dlogz: 1.265 > 0.109
iter: 1402 | bound: 134 | nc: 4 | ncall: 71265 | eff(%): 1.967 | loglstar: -inf < -2.235 < inf | logz: -15.411 +/- 0.343 | dlogz: 1.254 > 0.109
iter: 1403 | bound: 134 | nc: 3 | ncall: 71268 | eff(%): 1.969 | loglstar: -inf < -2.234 < inf | logz: -15.407 +/- 0.343 | dlogz: 1.244 > 0.109
iter: 1404 | bound: 134 | nc: 1 | ncall: 71269 | eff(%): 1.970 | loglstar: -inf < -2.230 < inf | logz: -15.402 +/- 0.343 | dlogz: 1.234 > 0.109
iter: 1405 | bound: 134 | nc: 3 | ncall: 71272 | eff(%): 1.971 | loglstar: -inf < -2.223 < inf | logz: -15.398 +/- 0.343 | dlogz: 1.223 > 0.109
iter: 1406 | bound: 134 | nc: 1 | ncall: 71273 | eff(%): 1.973 | loglstar: -inf < -2.218 < inf | logz: -15.393 +/- 0.343 | dlogz: 1.213 > 0.109
iter: 1407 | bound: 134 | nc: 3 | ncall: 71276 | eff(%): 1.974 | loglstar: -inf < -2.213 < inf | logz: -15.389 +/- 0.343 | dlogz: 1.203 > 0.109
iter: 1408 | bound: 134 | nc: 2 | ncall: 71278 | eff(%): 1.975 | loglstar: -inf < -2.211 < inf | logz: -15.384 +/- 0.343 | dlogz: 1.193 > 0.109
iter: 1409 | bound: 134 | nc: 6 | ncall: 71284 | eff(%): 1.977 | loglstar: -inf < -2.202 < inf | logz: -15.380 +/- 0.343 | dlogz: 1.183 > 0.109
iter: 1410 | bound: 134 | nc: 3 | ncall: 71287 | eff(%): 1.978 | loglstar: -inf < -2.197 < inf | logz: -15.376 +/- 0.343 | dlogz: 1.173 > 0.109
iter: 1411 | bound: 134 | nc: 1 | ncall: 71288 | eff(%): 1.979 | loglstar: -inf < -2.188 < inf | logz: -15.372 +/- 0.343 | dlogz: 1.164 > 0.109
iter: 1412 | bound: 134 | nc: 3 | ncall: 71291 | eff(%): 1.981 | loglstar: -inf < -2.187 < inf | logz: -15.367 +/- 0.343 | dlogz: 1.154 > 0.109
iter: 1413 | bound: 134 | nc: 9 | ncall: 71300 | eff(%): 1.982 | loglstar: -inf < -2.187 < inf | logz: -15.363 +/- 0.344 | dlogz: 1.144 > 0.109
iter: 1414 | bound: 134 | nc: 3 | ncall: 71303 | eff(%): 1.983 | loglstar: -inf < -2.181 < inf | logz: -15.359 +/- 0.344 | dlogz: 1.135 > 0.109
iter: 1415 | bound: 134 | nc: 4 | ncall: 71307 | eff(%): 1.984 | loglstar: -inf < -2.178 < inf | logz: -15.355 +/- 0.344 | dlogz: 1.125 > 0.109
iter: 1416 | bound: 135 | nc: 2 | ncall: 71309 | eff(%): 1.986 | loglstar: -inf < -2.177 < inf | logz: -15.351 +/- 0.344 | dlogz: 1.116 > 0.109
iter: 1417 | bound: 135 | nc: 2 | ncall: 71311 | eff(%): 1.987 | loglstar: -inf < -2.171 < inf | logz: -15.347 +/- 0.344 | dlogz: 1.106 > 0.109
iter: 1418 | bound: 135 | nc: 1 | ncall: 71312 | eff(%): 1.988 | loglstar: -inf < -2.167 < inf | logz: -15.343 +/- 0.344 | dlogz: 1.097 > 0.109
iter: 1419 | bound: 135 | nc: 3 | ncall: 71315 | eff(%): 1.990 | loglstar: -inf < -2.146 < inf | logz: -15.339 +/- 0.344 | dlogz: 1.088 > 0.109
iter: 1420 | bound: 135 | nc: 2 | ncall: 71317 | eff(%): 1.991 | loglstar: -inf < -2.140 < inf | logz: -15.335 +/- 0.344 | dlogz: 1.079 > 0.109
iter: 1421 | bound: 135 | nc: 2 | ncall: 71319 | eff(%): 1.992 | loglstar: -inf < -2.139 < inf | logz: -15.332 +/- 0.344 | dlogz: 1.069 > 0.109
iter: 1422 | bound: 135 | nc: 1 | ncall: 71320 | eff(%): 1.994 | loglstar: -inf < -2.138 < inf | logz: -15.328 +/- 0.344 | dlogz: 1.060 > 0.109
iter: 1423 | bound: 135 | nc: 1 | ncall: 71321 | eff(%): 1.995 | loglstar: -inf < -2.134 < inf | logz: -15.324 +/- 0.344 | dlogz: 1.051 > 0.109
iter: 1424 | bound: 135 | nc: 6 | ncall: 71327 | eff(%): 1.996 | loglstar: -inf < -2.132 < inf | logz: -15.320 +/- 0.344 | dlogz: 1.042 > 0.109
iter: 1425 | bound: 135 | nc: 6 | ncall: 71333 | eff(%): 1.998 | loglstar: -inf < -2.130 < inf | logz: -15.316 +/- 0.344 | dlogz: 1.034 > 0.109
iter: 1426 | bound: 135 | nc: 1 | ncall: 71334 | eff(%): 1.999 | loglstar: -inf < -2.123 < inf | logz: -15.313 +/- 0.344 | dlogz: 1.025 > 0.109
iter: 1427 | bound: 135 | nc: 4 | ncall: 71338 | eff(%): 2.000 | loglstar: -inf < -2.120 < inf | logz: -15.309 +/- 0.344 | dlogz: 1.016 > 0.109
iter: 1428 | bound: 135 | nc: 2 | ncall: 71340 | eff(%): 2.002 | loglstar: -inf < -2.098 < inf | logz: -15.305 +/- 0.344 | dlogz: 1.007 > 0.109
iter: 1429 | bound: 135 | nc: 4 | ncall: 71344 | eff(%): 2.003 | loglstar: -inf < -2.086 < inf | logz: -15.302 +/- 0.344 | dlogz: 0.999 > 0.109
iter: 1430 | bound: 135 | nc: 1 | ncall: 71345 | eff(%): 2.004 | loglstar: -inf < -2.081 < inf | logz: -15.298 +/- 0.344 | dlogz: 0.990 > 0.109
iter: 1431 | bound: 135 | nc: 2 | ncall: 71347 | eff(%): 2.006 | loglstar: -inf < -2.073 < inf | logz: -15.295 +/- 0.344 | dlogz: 0.982 > 0.109
iter: 1432 | bound: 135 | nc: 1 | ncall: 71348 | eff(%): 2.007 | loglstar: -inf < -2.055 < inf | logz: -15.291 +/- 0.344 | dlogz: 0.999 > 0.109
iter: 1433 | bound: 135 | nc: 7 | ncall: 71355 | eff(%): 2.008 | loglstar: -inf < -2.055 < inf | logz: -15.287 +/- 0.344 | dlogz: 0.990 > 0.109
iter: 1434 | bound: 135 | nc: 1 | ncall: 71356 | eff(%): 2.010 | loglstar: -inf < -2.049 < inf | logz: -15.284 +/- 0.344 | dlogz: 0.982 > 0.109
iter: 1435 | bound: 135 | nc: 3 | ncall: 71359 | eff(%): 2.011 | loglstar: -inf < -2.038 < inf | logz: -15.280 +/- 0.344 | dlogz: 1.058 > 0.109
iter: 1436 | bound: 135 | nc: 2 | ncall: 71361 | eff(%): 2.012 | loglstar: -inf < -2.035 < inf | logz: -15.277 +/- 0.344 | dlogz: 1.049 > 0.109
iter: 1437 | bound: 135 | nc: 2 | ncall: 71363 | eff(%): 2.014 | loglstar: -inf < -2.023 < inf | logz: -15.273 +/- 0.344 | dlogz: 1.040 > 0.109
iter: 1438 | bound: 135 | nc: 2 | ncall: 71365 | eff(%): 2.015 | loglstar: -inf < -2.021 < inf | logz: -15.270 +/- 0.344 | dlogz: 1.031 > 0.109
iter: 1439 | bound: 135 | nc: 1 | ncall: 71366 | eff(%): 2.016 | loglstar: -inf < -2.014 < inf | logz: -15.266 +/- 0.344 | dlogz: 1.023 > 0.109
iter: 1440 | bound: 135 | nc: 2 | ncall: 71368 | eff(%): 2.018 | loglstar: -inf < -2.013 < inf | logz: -15.263 +/- 0.344 | dlogz: 1.014 > 0.109
iter: 1441 | bound: 135 | nc: 1 | ncall: 71369 | eff(%): 2.019 | loglstar: -inf < -2.009 < inf | logz: -15.260 +/- 0.344 | dlogz: 1.006 > 0.109
iter: 1442 | bound: 135 | nc: 3 | ncall: 71372 | eff(%): 2.020 | loglstar: -inf < -1.987 < inf | logz: -15.256 +/- 0.344 | dlogz: 0.997 > 0.109
iter: 1443 | bound: 135 | nc: 4 | ncall: 71376 | eff(%): 2.022 | loglstar: -inf < -1.969 < inf | logz: -15.253 +/- 0.344 | dlogz: 0.989 > 0.109
iter: 1444 | bound: 135 | nc: 2 | ncall: 71378 | eff(%): 2.023 | loglstar: -inf < -1.963 < inf | logz: -15.249 +/- 0.344 | dlogz: 0.981 > 0.109
iter: 1445 | bound: 135 | nc: 3 | ncall: 71381 | eff(%): 2.024 | loglstar: -inf < -1.946 < inf | logz: -15.246 +/- 0.344 | dlogz: 0.972 > 0.109
iter: 1446 | bound: 135 | nc: 13 | ncall: 71394 | eff(%): 2.025 | loglstar: -inf < -1.945 < inf | logz: -15.243 +/- 0.344 | dlogz: 0.964 > 0.109
iter: 1447 | bound: 135 | nc: 1 | ncall: 71395 | eff(%): 2.027 | loglstar: -inf < -1.929 < inf | logz: -15.239 +/- 0.344 | dlogz: 0.956 > 0.109
iter: 1448 | bound: 135 | nc: 2 | ncall: 71397 | eff(%): 2.028 | loglstar: -inf < -1.919 < inf | logz: -15.236 +/- 0.344 | dlogz: 0.948 > 0.109
iter: 1449 | bound: 135 | nc: 2 | ncall: 71399 | eff(%): 2.029 | loglstar: -inf < -1.919 < inf | logz: -15.233 +/- 0.344 | dlogz: 0.939 > 0.109
iter: 1450 | bound: 135 | nc: 2 | ncall: 71401 | eff(%): 2.031 | loglstar: -inf < -1.918 < inf | logz: -15.229 +/- 0.344 | dlogz: 0.931 > 0.109
iter: 1451 | bound: 135 | nc: 1 | ncall: 71402 | eff(%): 2.032 | loglstar: -inf < -1.917 < inf | logz: -15.226 +/- 0.344 | dlogz: 0.923 > 0.109
iter: 1452 | bound: 135 | nc: 6 | ncall: 71408 | eff(%): 2.033 | loglstar: -inf < -1.914 < inf | logz: -15.223 +/- 0.344 | dlogz: 0.915 > 0.109
iter: 1453 | bound: 136 | nc: 9 | ncall: 71417 | eff(%): 2.035 | loglstar: -inf < -1.912 < inf | logz: -15.220 +/- 0.344 | dlogz: 0.908 > 0.109
iter: 1454 | bound: 136 | nc: 4 | ncall: 71421 | eff(%): 2.036 | loglstar: -inf < -1.896 < inf | logz: -15.217 +/- 0.344 | dlogz: 0.900 > 0.109
iter: 1455 | bound: 136 | nc: 3 | ncall: 71424 | eff(%): 2.037 | loglstar: -inf < -1.893 < inf | logz: -15.214 +/- 0.344 | dlogz: 0.892 > 0.109
iter: 1456 | bound: 136 | nc: 1 | ncall: 71425 | eff(%): 2.039 | loglstar: -inf < -1.891 < inf | logz: -15.210 +/- 0.344 | dlogz: 0.884 > 0.109
iter: 1457 | bound: 136 | nc: 2 | ncall: 71427 | eff(%): 2.040 | loglstar: -inf < -1.879 < inf | logz: -15.207 +/- 0.344 | dlogz: 0.877 > 0.109
iter: 1458 | bound: 136 | nc: 2 | ncall: 71429 | eff(%): 2.041 | loglstar: -inf < -1.869 < inf | logz: -15.204 +/- 0.344 | dlogz: 0.869 > 0.109
iter: 1459 | bound: 136 | nc: 1 | ncall: 71430 | eff(%): 2.043 | loglstar: -inf < -1.867 < inf | logz: -15.201 +/- 0.344 | dlogz: 0.862 > 0.109
iter: 1460 | bound: 136 | nc: 1 | ncall: 71431 | eff(%): 2.044 | loglstar: -inf < -1.867 < inf | logz: -15.198 +/- 0.344 | dlogz: 0.854 > 0.109
iter: 1461 | bound: 136 | nc: 2 | ncall: 71433 | eff(%): 2.045 | loglstar: -inf < -1.846 < inf | logz: -15.195 +/- 0.344 | dlogz: 0.847 > 0.109
iter: 1462 | bound: 136 | nc: 6 | ncall: 71439 | eff(%): 2.047 | loglstar: -inf < -1.841 < inf | logz: -15.192 +/- 0.344 | dlogz: 0.839 > 0.109
iter: 1463 | bound: 136 | nc: 6 | ncall: 71445 | eff(%): 2.048 | loglstar: -inf < -1.839 < inf | logz: -15.189 +/- 0.344 | dlogz: 0.832 > 0.109
iter: 1464 | bound: 136 | nc: 1 | ncall: 71446 | eff(%): 2.049 | loglstar: -inf < -1.836 < inf | logz: -15.186 +/- 0.344 | dlogz: 0.825 > 0.109
iter: 1465 | bound: 136 | nc: 7 | ncall: 71453 | eff(%): 2.050 | loglstar: -inf < -1.823 < inf | logz: -15.183 +/- 0.344 | dlogz: 0.817 > 0.109
iter: 1466 | bound: 136 | nc: 1 | ncall: 71454 | eff(%): 2.052 | loglstar: -inf < -1.806 < inf | logz: -15.180 +/- 0.344 | dlogz: 0.810 > 0.109
iter: 1467 | bound: 136 | nc: 1 | ncall: 71455 | eff(%): 2.053 | loglstar: -inf < -1.796 < inf | logz: -15.177 +/- 0.345 | dlogz: 0.803 > 0.109
iter: 1468 | bound: 136 | nc: 5 | ncall: 71460 | eff(%): 2.054 | loglstar: -inf < -1.794 < inf | logz: -15.174 +/- 0.345 | dlogz: 0.796 > 0.109
iter: 1469 | bound: 136 | nc: 1 | ncall: 71461 | eff(%): 2.056 | loglstar: -inf < -1.786 < inf | logz: -15.171 +/- 0.345 | dlogz: 0.789 > 0.109
iter: 1470 | bound: 136 | nc: 2 | ncall: 71463 | eff(%): 2.057 | loglstar: -inf < -1.784 < inf | logz: -15.169 +/- 0.345 | dlogz: 0.782 > 0.109
iter: 1471 | bound: 136 | nc: 2 | ncall: 71465 | eff(%): 2.058 | loglstar: -inf < -1.781 < inf | logz: -15.166 +/- 0.345 | dlogz: 0.775 > 0.109
iter: 1472 | bound: 136 | nc: 1 | ncall: 71466 | eff(%): 2.060 | loglstar: -inf < -1.778 < inf | logz: -15.163 +/- 0.345 | dlogz: 0.768 > 0.109
iter: 1473 | bound: 136 | nc: 11 | ncall: 71477 | eff(%): 2.061 | loglstar: -inf < -1.776 < inf | logz: -15.160 +/- 0.345 | dlogz: 0.761 > 0.109
iter: 1474 | bound: 136 | nc: 5 | ncall: 71482 | eff(%): 2.062 | loglstar: -inf < -1.776 < inf | logz: -15.157 +/- 0.345 | dlogz: 0.754 > 0.109
iter: 1475 | bound: 136 | nc: 2 | ncall: 71484 | eff(%): 2.063 | loglstar: -inf < -1.758 < inf | logz: -15.155 +/- 0.345 | dlogz: 0.748 > 0.109
iter: 1476 | bound: 136 | nc: 2 | ncall: 71486 | eff(%): 2.065 | loglstar: -inf < -1.755 < inf | logz: -15.152 +/- 0.345 | dlogz: 0.741 > 0.109
iter: 1477 | bound: 136 | nc: 7 | ncall: 71493 | eff(%): 2.066 | loglstar: -inf < -1.742 < inf | logz: -15.149 +/- 0.345 | dlogz: 0.734 > 0.109
iter: 1478 | bound: 137 | nc: 25 | ncall: 71518 | eff(%): 2.067 | loglstar: -inf < -1.741 < inf | logz: -15.146 +/- 0.345 | dlogz: 0.728 > 0.109
iter: 1479 | bound: 137 | nc: 15 | ncall: 71533 | eff(%): 2.068 | loglstar: -inf < -1.740 < inf | logz: -15.144 +/- 0.345 | dlogz: 0.721 > 0.109
iter: 1480 | bound: 137 | nc: 9 | ncall: 71542 | eff(%): 2.069 | loglstar: -inf < -1.738 < inf | logz: -15.141 +/- 0.345 | dlogz: 0.715 > 0.109
iter: 1481 | bound: 137 | nc: 3 | ncall: 71545 | eff(%): 2.070 | loglstar: -inf < -1.731 < inf | logz: -15.138 +/- 0.345 | dlogz: 0.708 > 0.109
iter: 1482 | bound: 137 | nc: 6 | ncall: 71551 | eff(%): 2.071 | loglstar: -inf < -1.723 < inf | logz: -15.136 +/- 0.345 | dlogz: 0.702 > 0.109
iter: 1483 | bound: 137 | nc: 14 | ncall: 71565 | eff(%): 2.072 | loglstar: -inf < -1.717 < inf | logz: -15.133 +/- 0.345 | dlogz: 0.696 > 0.109
iter: 1484 | bound: 137 | nc: 7 | ncall: 71572 | eff(%): 2.073 | loglstar: -inf < -1.716 < inf | logz: -15.131 +/- 0.345 | dlogz: 0.689 > 0.109
iter: 1485 | bound: 137 | nc: 6 | ncall: 71578 | eff(%): 2.075 | loglstar: -inf < -1.714 < inf | logz: -15.128 +/- 0.345 | dlogz: 0.683 > 0.109
iter: 1486 | bound: 137 | nc: 31 | ncall: 71609 | eff(%): 2.075 | loglstar: -inf < -1.704 < inf | logz: -15.125 +/- 0.345 | dlogz: 0.677 > 0.109
iter: 1487 | bound: 137 | nc: 8 | ncall: 71617 | eff(%): 2.076 | loglstar: -inf < -1.696 < inf | logz: -15.123 +/- 0.345 | dlogz: 0.671 > 0.109
iter: 1488 | bound: 138 | nc: 24 | ncall: 71641 | eff(%): 2.077 | loglstar: -inf < -1.695 < inf | logz: -15.120 +/- 0.345 | dlogz: 0.665 > 0.109
iter: 1489 | bound: 138 | nc: 2 | ncall: 71643 | eff(%): 2.078 | loglstar: -inf < -1.694 < inf | logz: -15.118 +/- 0.345 | dlogz: 0.659 > 0.109
iter: 1490 | bound: 138 | nc: 6 | ncall: 71649 | eff(%): 2.080 | loglstar: -inf < -1.693 < inf | logz: -15.115 +/- 0.345 | dlogz: 0.653 > 0.109
iter: 1491 | bound: 138 | nc: 15 | ncall: 71664 | eff(%): 2.081 | loglstar: -inf < -1.692 < inf | logz: -15.113 +/- 0.345 | dlogz: 0.647 > 0.109
iter: 1492 | bound: 138 | nc: 19 | ncall: 71683 | eff(%): 2.081 | loglstar: -inf < -1.675 < inf | logz: -15.111 +/- 0.345 | dlogz: 0.641 > 0.109
iter: 1493 | bound: 138 | nc: 2 | ncall: 71685 | eff(%): 2.083 | loglstar: -inf < -1.659 < inf | logz: -15.108 +/- 0.345 | dlogz: 0.635 > 0.109
iter: 1494 | bound: 138 | nc: 10 | ncall: 71695 | eff(%): 2.084 | loglstar: -inf < -1.658 < inf | logz: -15.106 +/- 0.345 | dlogz: 0.629 > 0.109
iter: 1495 | bound: 138 | nc: 4 | ncall: 71699 | eff(%): 2.085 | loglstar: -inf < -1.648 < inf | logz: -15.103 +/- 0.345 | dlogz: 0.624 > 0.109
iter: 1496 | bound: 138 | nc: 22 | ncall: 71721 | eff(%): 2.086 | loglstar: -inf < -1.642 < inf | logz: -15.101 +/- 0.345 | dlogz: 0.618 > 0.109
iter: 1497 | bound: 138 | nc: 3 | ncall: 71724 | eff(%): 2.087 | loglstar: -inf < -1.627 < inf | logz: -15.099 +/- 0.345 | dlogz: 0.612 > 0.109
iter: 1498 | bound: 138 | nc: 6 | ncall: 71730 | eff(%): 2.088 | loglstar: -inf < -1.625 < inf | logz: -15.096 +/- 0.345 | dlogz: 0.607 > 0.109
iter: 1499 | bound: 139 | nc: 14 | ncall: 71744 | eff(%): 2.089 | loglstar: -inf < -1.621 < inf | logz: -15.094 +/- 0.345 | dlogz: 0.601 > 0.109
iter: 1500 | bound: 139 | nc: 5 | ncall: 71749 | eff(%): 2.091 | loglstar: -inf < -1.615 < inf | logz: -15.091 +/- 0.345 | dlogz: 0.595 > 0.109
iter: 1501 | bound: 139 | nc: 6 | ncall: 71755 | eff(%): 2.092 | loglstar: -inf < -1.614 < inf | logz: -15.089 +/- 0.345 | dlogz: 0.590 > 0.109
iter: 1502 | bound: 139 | nc: 1 | ncall: 71756 | eff(%): 2.093 | loglstar: -inf < -1.610 < inf | logz: -15.087 +/- 0.345 | dlogz: 0.585 > 0.109
iter: 1503 | bound: 139 | nc: 1 | ncall: 71757 | eff(%): 2.095 | loglstar: -inf < -1.609 < inf | logz: -15.085 +/- 0.345 | dlogz: 0.579 > 0.109
iter: 1504 | bound: 139 | nc: 4 | ncall: 71761 | eff(%): 2.096 | loglstar: -inf < -1.590 < inf | logz: -15.082 +/- 0.345 | dlogz: 0.574 > 0.109
iter: 1505 | bound: 139 | nc: 3 | ncall: 71764 | eff(%): 2.097 | loglstar: -inf < -1.589 < inf | logz: -15.080 +/- 0.345 | dlogz: 0.568 > 0.109
iter: 1506 | bound: 139 | nc: 2 | ncall: 71766 | eff(%): 2.098 | loglstar: -inf < -1.575 < inf | logz: -15.078 +/- 0.345 | dlogz: 0.563 > 0.109
iter: 1507 | bound: 139 | nc: 9 | ncall: 71775 | eff(%): 2.100 | loglstar: -inf < -1.565 < inf | logz: -15.075 +/- 0.345 | dlogz: 0.558 > 0.109
iter: 1508 | bound: 139 | nc: 3 | ncall: 71778 | eff(%): 2.101 | loglstar: -inf < -1.562 < inf | logz: -15.073 +/- 0.345 | dlogz: 0.553 > 0.109
iter: 1509 | bound: 139 | nc: 2 | ncall: 71780 | eff(%): 2.102 | loglstar: -inf < -1.559 < inf | logz: -15.071 +/- 0.345 | dlogz: 0.548 > 0.109
iter: 1510 | bound: 139 | nc: 2 | ncall: 71782 | eff(%): 2.104 | loglstar: -inf < -1.554 < inf | logz: -15.069 +/- 0.345 | dlogz: 0.542 > 0.109
iter: 1511 | bound: 139 | nc: 1 | ncall: 71783 | eff(%): 2.105 | loglstar: -inf < -1.551 < inf | logz: -15.067 +/- 0.345 | dlogz: 0.537 > 0.109
iter: 1512 | bound: 139 | nc: 4 | ncall: 71787 | eff(%): 2.106 | loglstar: -inf < -1.550 < inf | logz: -15.064 +/- 0.345 | dlogz: 0.532 > 0.109
iter: 1513 | bound: 139 | nc: 1 | ncall: 71788 | eff(%): 2.108 | loglstar: -inf < -1.549 < inf | logz: -15.062 +/- 0.345 | dlogz: 0.527 > 0.109
iter: 1514 | bound: 139 | nc: 1 | ncall: 71789 | eff(%): 2.109 | loglstar: -inf < -1.546 < inf | logz: -15.060 +/- 0.345 | dlogz: 0.522 > 0.109
iter: 1515 | bound: 139 | nc: 2 | ncall: 71791 | eff(%): 2.110 | loglstar: -inf < -1.545 < inf | logz: -15.058 +/- 0.345 | dlogz: 0.518 > 0.109
iter: 1516 | bound: 139 | nc: 4 | ncall: 71795 | eff(%): 2.112 | loglstar: -inf < -1.542 < inf | logz: -15.056 +/- 0.345 | dlogz: 0.513 > 0.109
iter: 1517 | bound: 139 | nc: 5 | ncall: 71800 | eff(%): 2.113 | loglstar: -inf < -1.541 < inf | logz: -15.054 +/- 0.345 | dlogz: 0.508 > 0.109
iter: 1518 | bound: 139 | nc: 7 | ncall: 71807 | eff(%): 2.114 | loglstar: -inf < -1.526 < inf | logz: -15.052 +/- 0.345 | dlogz: 0.503 > 0.109
iter: 1519 | bound: 139 | nc: 2 | ncall: 71809 | eff(%): 2.115 | loglstar: -inf < -1.525 < inf | logz: -15.050 +/- 0.345 | dlogz: 0.498 > 0.109
iter: 1520 | bound: 139 | nc: 2 | ncall: 71811 | eff(%): 2.117 | loglstar: -inf < -1.525 < inf | logz: -15.048 +/- 0.345 | dlogz: 0.494 > 0.109
iter: 1521 | bound: 139 | nc: 1 | ncall: 71812 | eff(%): 2.118 | loglstar: -inf < -1.520 < inf | logz: -15.046 +/- 0.345 | dlogz: 0.489 > 0.109
iter: 1522 | bound: 139 | nc: 1 | ncall: 71813 | eff(%): 2.119 | loglstar: -inf < -1.519 < inf | logz: -15.044 +/- 0.345 | dlogz: 0.484 > 0.109
iter: 1523 | bound: 139 | nc: 2 | ncall: 71815 | eff(%): 2.121 | loglstar: -inf < -1.517 < inf | logz: -15.042 +/- 0.345 | dlogz: 0.480 > 0.109
iter: 1524 | bound: 139 | nc: 1 | ncall: 71816 | eff(%): 2.122 | loglstar: -inf < -1.515 < inf | logz: -15.040 +/- 0.345 | dlogz: 0.475 > 0.109
iter: 1525 | bound: 139 | nc: 8 | ncall: 71824 | eff(%): 2.123 | loglstar: -inf < -1.513 < inf | logz: -15.038 +/- 0.345 | dlogz: 0.471 > 0.109
iter: 1526 | bound: 139 | nc: 1 | ncall: 71825 | eff(%): 2.125 | loglstar: -inf < -1.511 < inf | logz: -15.036 +/- 0.346 | dlogz: 0.466 > 0.109
iter: 1527 | bound: 139 | nc: 3 | ncall: 71828 | eff(%): 2.126 | loglstar: -inf < -1.508 < inf | logz: -15.034 +/- 0.346 | dlogz: 0.462 > 0.109
iter: 1528 | bound: 139 | nc: 4 | ncall: 71832 | eff(%): 2.127 | loglstar: -inf < -1.504 < inf | logz: -15.032 +/- 0.346 | dlogz: 0.458 > 0.109
iter: 1529 | bound: 139 | nc: 1 | ncall: 71833 | eff(%): 2.129 | loglstar: -inf < -1.495 < inf | logz: -15.031 +/- 0.346 | dlogz: 0.453 > 0.109
iter: 1530 | bound: 139 | nc: 3 | ncall: 71836 | eff(%): 2.130 | loglstar: -inf < -1.490 < inf | logz: -15.029 +/- 0.346 | dlogz: 0.449 > 0.109
iter: 1531 | bound: 139 | nc: 7 | ncall: 71843 | eff(%): 2.131 | loglstar: -inf < -1.486 < inf | logz: -15.027 +/- 0.346 | dlogz: 0.445 > 0.109
iter: 1532 | bound: 140 | nc: 13 | ncall: 71856 | eff(%): 2.132 | loglstar: -inf < -1.470 < inf | logz: -15.025 +/- 0.346 | dlogz: 0.441 > 0.109
iter: 1533 | bound: 140 | nc: 8 | ncall: 71864 | eff(%): 2.133 | loglstar: -inf < -1.467 < inf | logz: -15.023 +/- 0.346 | dlogz: 0.436 > 0.109
iter: 1534 | bound: 140 | nc: 1 | ncall: 71865 | eff(%): 2.135 | loglstar: -inf < -1.466 < inf | logz: -15.021 +/- 0.346 | dlogz: 0.432 > 0.109
iter: 1535 | bound: 140 | nc: 1 | ncall: 71866 | eff(%): 2.136 | loglstar: -inf < -1.460 < inf | logz: -15.020 +/- 0.346 | dlogz: 0.428 > 0.109
iter: 1536 | bound: 140 | nc: 4 | ncall: 71870 | eff(%): 2.137 | loglstar: -inf < -1.459 < inf | logz: -15.018 +/- 0.346 | dlogz: 0.424 > 0.109
iter: 1537 | bound: 140 | nc: 4 | ncall: 71874 | eff(%): 2.138 | loglstar: -inf < -1.454 < inf | logz: -15.016 +/- 0.346 | dlogz: 0.420 > 0.109
iter: 1538 | bound: 140 | nc: 4 | ncall: 71878 | eff(%): 2.140 | loglstar: -inf < -1.452 < inf | logz: -15.014 +/- 0.346 | dlogz: 0.416 > 0.109
iter: 1539 | bound: 140 | nc: 5 | ncall: 71883 | eff(%): 2.141 | loglstar: -inf < -1.441 < inf | logz: -15.013 +/- 0.346 | dlogz: 0.412 > 0.109
iter: 1540 | bound: 140 | nc: 3 | ncall: 71886 | eff(%): 2.142 | loglstar: -inf < -1.441 < inf | logz: -15.011 +/- 0.346 | dlogz: 0.408 > 0.109
iter: 1541 | bound: 140 | nc: 2 | ncall: 71888 | eff(%): 2.144 | loglstar: -inf < -1.435 < inf | logz: -15.009 +/- 0.346 | dlogz: 0.404 > 0.109
iter: 1542 | bound: 140 | nc: 1 | ncall: 71889 | eff(%): 2.145 | loglstar: -inf < -1.430 < inf | logz: -15.007 +/- 0.346 | dlogz: 0.400 > 0.109
iter: 1543 | bound: 140 | nc: 1 | ncall: 71890 | eff(%): 2.146 | loglstar: -inf < -1.425 < inf | logz: -15.006 +/- 0.346 | dlogz: 0.397 > 0.109
iter: 1544 | bound: 140 | nc: 2 | ncall: 71892 | eff(%): 2.148 | loglstar: -inf < -1.421 < inf | logz: -15.004 +/- 0.346 | dlogz: 0.393 > 0.109
iter: 1545 | bound: 140 | nc: 1 | ncall: 71893 | eff(%): 2.149 | loglstar: -inf < -1.410 < inf | logz: -15.002 +/- 0.346 | dlogz: 0.389 > 0.109
iter: 1546 | bound: 140 | nc: 3 | ncall: 71896 | eff(%): 2.150 | loglstar: -inf < -1.406 < inf | logz: -15.001 +/- 0.346 | dlogz: 0.385 > 0.109
iter: 1547 | bound: 140 | nc: 1 | ncall: 71897 | eff(%): 2.152 | loglstar: -inf < -1.400 < inf | logz: -14.999 +/- 0.346 | dlogz: 0.382 > 0.109
iter: 1548 | bound: 140 | nc: 4 | ncall: 71901 | eff(%): 2.153 | loglstar: -inf < -1.391 < inf | logz: -14.997 +/- 0.346 | dlogz: 0.378 > 0.109
iter: 1549 | bound: 140 | nc: 5 | ncall: 71906 | eff(%): 2.154 | loglstar: -inf < -1.391 < inf | logz: -14.996 +/- 0.346 | dlogz: 0.374 > 0.109
iter: 1550 | bound: 140 | nc: 3 | ncall: 71909 | eff(%): 2.156 | loglstar: -inf < -1.390 < inf | logz: -14.994 +/- 0.346 | dlogz: 0.371 > 0.109
iter: 1551 | bound: 140 | nc: 1 | ncall: 71910 | eff(%): 2.157 | loglstar: -inf < -1.389 < inf | logz: -14.992 +/- 0.346 | dlogz: 0.367 > 0.109
iter: 1552 | bound: 140 | nc: 2 | ncall: 71912 | eff(%): 2.158 | loglstar: -inf < -1.384 < inf | logz: -14.991 +/- 0.346 | dlogz: 0.364 > 0.109
iter: 1553 | bound: 140 | nc: 1 | ncall: 71913 | eff(%): 2.160 | loglstar: -inf < -1.382 < inf | logz: -14.989 +/- 0.346 | dlogz: 0.360 > 0.109
iter: 1554 | bound: 140 | nc: 1 | ncall: 71914 | eff(%): 2.161 | loglstar: -inf < -1.381 < inf | logz: -14.988 +/- 0.346 | dlogz: 0.357 > 0.109
iter: 1555 | bound: 140 | nc: 4 | ncall: 71918 | eff(%): 2.162 | loglstar: -inf < -1.374 < inf | logz: -14.986 +/- 0.346 | dlogz: 0.353 > 0.109
iter: 1556 | bound: 140 | nc: 4 | ncall: 71922 | eff(%): 2.163 | loglstar: -inf < -1.356 < inf | logz: -14.985 +/- 0.346 | dlogz: 0.350 > 0.109
iter: 1557 | bound: 140 | nc: 1 | ncall: 71923 | eff(%): 2.165 | loglstar: -inf < -1.350 < inf | logz: -14.983 +/- 0.346 | dlogz: 0.346 > 0.109
iter: 1558 | bound: 140 | nc: 6 | ncall: 71929 | eff(%): 2.166 | loglstar: -inf < -1.348 < inf | logz: -14.982 +/- 0.346 | dlogz: 0.343 > 0.109
iter: 1559 | bound: 140 | nc: 3 | ncall: 71932 | eff(%): 2.167 | loglstar: -inf < -1.346 < inf | logz: -14.980 +/- 0.346 | dlogz: 0.340 > 0.109
iter: 1560 | bound: 140 | nc: 3 | ncall: 71935 | eff(%): 2.169 | loglstar: -inf < -1.342 < inf | logz: -14.978 +/- 0.346 | dlogz: 0.336 > 0.109
iter: 1561 | bound: 140 | nc: 6 | ncall: 71941 | eff(%): 2.170 | loglstar: -inf < -1.339 < inf | logz: -14.977 +/- 0.346 | dlogz: 0.333 > 0.109
iter: 1562 | bound: 140 | nc: 1 | ncall: 71942 | eff(%): 2.171 | loglstar: -inf < -1.309 < inf | logz: -14.975 +/- 0.346 | dlogz: 0.330 > 0.109
iter: 1563 | bound: 140 | nc: 3 | ncall: 71945 | eff(%): 2.172 | loglstar: -inf < -1.308 < inf | logz: -14.974 +/- 0.346 | dlogz: 0.327 > 0.109
iter: 1564 | bound: 140 | nc: 3 | ncall: 71948 | eff(%): 2.174 | loglstar: -inf < -1.303 < inf | logz: -14.972 +/- 0.346 | dlogz: 0.323 > 0.109
iter: 1565 | bound: 140 | nc: 1 | ncall: 71949 | eff(%): 2.175 | loglstar: -inf < -1.292 < inf | logz: -14.971 +/- 0.346 | dlogz: 0.320 > 0.109
iter: 1566 | bound: 140 | nc: 1 | ncall: 71950 | eff(%): 2.177 | loglstar: -inf < -1.289 < inf | logz: -14.969 +/- 0.346 | dlogz: 0.317 > 0.109
iter: 1567 | bound: 140 | nc: 5 | ncall: 71955 | eff(%): 2.178 | loglstar: -inf < -1.286 < inf | logz: -14.968 +/- 0.346 | dlogz: 0.314 > 0.109
iter: 1568 | bound: 141 | nc: 4 | ncall: 71959 | eff(%): 2.179 | loglstar: -inf < -1.282 < inf | logz: -14.966 +/- 0.346 | dlogz: 0.311 > 0.109
iter: 1569 | bound: 141 | nc: 4 | ncall: 71963 | eff(%): 2.180 | loglstar: -inf < -1.276 < inf | logz: -14.965 +/- 0.346 | dlogz: 0.308 > 0.109
iter: 1570 | bound: 141 | nc: 2 | ncall: 71965 | eff(%): 2.182 | loglstar: -inf < -1.272 < inf | logz: -14.964 +/- 0.346 | dlogz: 0.305 > 0.109
iter: 1571 | bound: 141 | nc: 3 | ncall: 71968 | eff(%): 2.183 | loglstar: -inf < -1.271 < inf | logz: -14.962 +/- 0.346 | dlogz: 0.302 > 0.109
iter: 1572 | bound: 141 | nc: 1 | ncall: 71969 | eff(%): 2.184 | loglstar: -inf < -1.271 < inf | logz: -14.961 +/- 0.346 | dlogz: 0.299 > 0.109
iter: 1573 | bound: 141 | nc: 1 | ncall: 71970 | eff(%): 2.186 | loglstar: -inf < -1.260 < inf | logz: -14.959 +/- 0.346 | dlogz: 0.296 > 0.109
iter: 1574 | bound: 141 | nc: 2 | ncall: 71972 | eff(%): 2.187 | loglstar: -inf < -1.245 < inf | logz: -14.958 +/- 0.346 | dlogz: 0.293 > 0.109
iter: 1575 | bound: 141 | nc: 2 | ncall: 71974 | eff(%): 2.188 | loglstar: -inf < -1.242 < inf | logz: -14.956 +/- 0.346 | dlogz: 0.290 > 0.109
iter: 1576 | bound: 141 | nc: 2 | ncall: 71976 | eff(%): 2.190 | loglstar: -inf < -1.241 < inf | logz: -14.955 +/- 0.346 | dlogz: 0.287 > 0.109
iter: 1577 | bound: 141 | nc: 2 | ncall: 71978 | eff(%): 2.191 | loglstar: -inf < -1.238 < inf | logz: -14.954 +/- 0.346 | dlogz: 0.285 > 0.109
iter: 1578 | bound: 141 | nc: 1 | ncall: 71979 | eff(%): 2.192 | loglstar: -inf < -1.237 < inf | logz: -14.952 +/- 0.346 | dlogz: 0.282 > 0.109
iter: 1579 | bound: 141 | nc: 2 | ncall: 71981 | eff(%): 2.194 | loglstar: -inf < -1.233 < inf | logz: -14.951 +/- 0.346 | dlogz: 0.279 > 0.109
iter: 1580 | bound: 141 | nc: 2 | ncall: 71983 | eff(%): 2.195 | loglstar: -inf < -1.230 < inf | logz: -14.950 +/- 0.346 | dlogz: 0.276 > 0.109
iter: 1581 | bound: 141 | nc: 1 | ncall: 71984 | eff(%): 2.196 | loglstar: -inf < -1.228 < inf | logz: -14.948 +/- 0.346 | dlogz: 0.274 > 0.109
iter: 1582 | bound: 141 | nc: 1 | ncall: 71985 | eff(%): 2.198 | loglstar: -inf < -1.227 < inf | logz: -14.947 +/- 0.346 | dlogz: 0.271 > 0.109
iter: 1583 | bound: 141 | nc: 1 | ncall: 71986 | eff(%): 2.199 | loglstar: -inf < -1.225 < inf | logz: -14.946 +/- 0.346 | dlogz: 0.268 > 0.109
iter: 1584 | bound: 141 | nc: 4 | ncall: 71990 | eff(%): 2.200 | loglstar: -inf < -1.221 < inf | logz: -14.944 +/- 0.346 | dlogz: 0.266 > 0.109
iter: 1585 | bound: 141 | nc: 1 | ncall: 71991 | eff(%): 2.202 | loglstar: -inf < -1.216 < inf | logz: -14.943 +/- 0.346 | dlogz: 0.263 > 0.109
iter: 1586 | bound: 141 | nc: 1 | ncall: 71992 | eff(%): 2.203 | loglstar: -inf < -1.214 < inf | logz: -14.942 +/- 0.346 | dlogz: 0.260 > 0.109
iter: 1587 | bound: 141 | nc: 1 | ncall: 71993 | eff(%): 2.204 | loglstar: -inf < -1.213 < inf | logz: -14.940 +/- 0.346 | dlogz: 0.258 > 0.109
iter: 1588 | bound: 141 | nc: 1 | ncall: 71994 | eff(%): 2.206 | loglstar: -inf < -1.209 < inf | logz: -14.939 +/- 0.346 | dlogz: 0.255 > 0.109
iter: 1589 | bound: 141 | nc: 1 | ncall: 71995 | eff(%): 2.207 | loglstar: -inf < -1.207 < inf | logz: -14.938 +/- 0.346 | dlogz: 0.253 > 0.109
iter: 1590 | bound: 141 | nc: 1 | ncall: 71996 | eff(%): 2.208 | loglstar: -inf < -1.207 < inf | logz: -14.937 +/- 0.346 | dlogz: 0.250 > 0.109
iter: 1591 | bound: 141 | nc: 3 | ncall: 71999 | eff(%): 2.210 | loglstar: -inf < -1.205 < inf | logz: -14.936 +/- 0.346 | dlogz: 0.248 > 0.109
iter: 1592 | bound: 141 | nc: 1 | ncall: 72000 | eff(%): 2.211 | loglstar: -inf < -1.188 < inf | logz: -14.934 +/- 0.346 | dlogz: 0.245 > 0.109
iter: 1593 | bound: 141 | nc: 1 | ncall: 72001 | eff(%): 2.212 | loglstar: -inf < -1.184 < inf | logz: -14.933 +/- 0.346 | dlogz: 0.243 > 0.109
iter: 1594 | bound: 141 | nc: 4 | ncall: 72005 | eff(%): 2.214 | loglstar: -inf < -1.183 < inf | logz: -14.932 +/- 0.346 | dlogz: 0.241 > 0.109
iter: 1595 | bound: 141 | nc: 2 | ncall: 72007 | eff(%): 2.215 | loglstar: -inf < -1.182 < inf | logz: -14.931 +/- 0.346 | dlogz: 0.238 > 0.109
iter: 1596 | bound: 141 | nc: 4 | ncall: 72011 | eff(%): 2.216 | loglstar: -inf < -1.178 < inf | logz: -14.929 +/- 0.346 | dlogz: 0.236 > 0.109
iter: 1597 | bound: 141 | nc: 1 | ncall: 72012 | eff(%): 2.218 | loglstar: -inf < -1.177 < inf | logz: -14.928 +/- 0.346 | dlogz: 0.234 > 0.109
iter: 1598 | bound: 141 | nc: 7 | ncall: 72019 | eff(%): 2.219 | loglstar: -inf < -1.168 < inf | logz: -14.927 +/- 0.346 | dlogz: 0.231 > 0.109
iter: 1599 | bound: 141 | nc: 1 | ncall: 72020 | eff(%): 2.220 | loglstar: -inf < -1.165 < inf | logz: -14.926 +/- 0.346 | dlogz: 0.229 > 0.109
iter: 1600 | bound: 141 | nc: 3 | ncall: 72023 | eff(%): 2.222 | loglstar: -inf < -1.161 < inf | logz: -14.925 +/- 0.346 | dlogz: 0.227 > 0.109
iter: 1601 | bound: 141 | nc: 2 | ncall: 72025 | eff(%): 2.223 | loglstar: -inf < -1.161 < inf | logz: -14.924 +/- 0.346 | dlogz: 0.224 > 0.109
iter: 1602 | bound: 141 | nc: 4 | ncall: 72029 | eff(%): 2.224 | loglstar: -inf < -1.149 < inf | logz: -14.923 +/- 0.347 | dlogz: 0.222 > 0.109
iter: 1603 | bound: 141 | nc: 2 | ncall: 72031 | eff(%): 2.225 | loglstar: -inf < -1.141 < inf | logz: -14.921 +/- 0.347 | dlogz: 0.220 > 0.109
iter: 1604 | bound: 141 | nc: 2 | ncall: 72033 | eff(%): 2.227 | loglstar: -inf < -1.137 < inf | logz: -14.920 +/- 0.347 | dlogz: 0.218 > 0.109
iter: 1605 | bound: 141 | nc: 3 | ncall: 72036 | eff(%): 2.228 | loglstar: -inf < -1.136 < inf | logz: -14.919 +/- 0.347 | dlogz: 0.216 > 0.109
iter: 1606 | bound: 141 | nc: 1 | ncall: 72037 | eff(%): 2.229 | loglstar: -inf < -1.130 < inf | logz: -14.918 +/- 0.347 | dlogz: 0.214 > 0.109
iter: 1607 | bound: 141 | nc: 2 | ncall: 72039 | eff(%): 2.231 | loglstar: -inf < -1.129 < inf | logz: -14.917 +/- 0.347 | dlogz: 0.211 > 0.109
iter: 1608 | bound: 141 | nc: 1 | ncall: 72040 | eff(%): 2.232 | loglstar: -inf < -1.123 < inf | logz: -14.916 +/- 0.347 | dlogz: 0.209 > 0.109
iter: 1609 | bound: 141 | nc: 1 | ncall: 72041 | eff(%): 2.233 | loglstar: -inf < -1.123 < inf | logz: -14.915 +/- 0.347 | dlogz: 0.207 > 0.109
iter: 1610 | bound: 141 | nc: 1 | ncall: 72042 | eff(%): 2.235 | loglstar: -inf < -1.117 < inf | logz: -14.914 +/- 0.347 | dlogz: 0.205 > 0.109
iter: 1611 | bound: 141 | nc: 2 | ncall: 72044 | eff(%): 2.236 | loglstar: -inf < -1.117 < inf | logz: -14.913 +/- 0.347 | dlogz: 0.203 > 0.109
iter: 1612 | bound: 141 | nc: 7 | ncall: 72051 | eff(%): 2.237 | loglstar: -inf < -1.113 < inf | logz: -14.912 +/- 0.347 | dlogz: 0.201 > 0.109
iter: 1613 | bound: 141 | nc: 2 | ncall: 72053 | eff(%): 2.239 | loglstar: -inf < -1.108 < inf | logz: -14.910 +/- 0.347 | dlogz: 0.199 > 0.109
iter: 1614 | bound: 142 | nc: 6 | ncall: 72059 | eff(%): 2.240 | loglstar: -inf < -1.105 < inf | logz: -14.909 +/- 0.347 | dlogz: 0.197 > 0.109
iter: 1615 | bound: 142 | nc: 2 | ncall: 72061 | eff(%): 2.241 | loglstar: -inf < -1.102 < inf | logz: -14.908 +/- 0.347 | dlogz: 0.195 > 0.109
iter: 1616 | bound: 142 | nc: 1 | ncall: 72062 | eff(%): 2.243 | loglstar: -inf < -1.098 < inf | logz: -14.907 +/- 0.347 | dlogz: 0.193 > 0.109
iter: 1617 | bound: 142 | nc: 1 | ncall: 72063 | eff(%): 2.244 | loglstar: -inf < -1.094 < inf | logz: -14.906 +/- 0.347 | dlogz: 0.191 > 0.109
iter: 1618 | bound: 142 | nc: 3 | ncall: 72066 | eff(%): 2.245 | loglstar: -inf < -1.093 < inf | logz: -14.905 +/- 0.347 | dlogz: 0.189 > 0.109
iter: 1619 | bound: 142 | nc: 6 | ncall: 72072 | eff(%): 2.246 | loglstar: -inf < -1.088 < inf | logz: -14.904 +/- 0.347 | dlogz: 0.188 > 0.109
iter: 1620 | bound: 142 | nc: 2 | ncall: 72074 | eff(%): 2.248 | loglstar: -inf < -1.088 < inf | logz: -14.903 +/- 0.347 | dlogz: 0.186 > 0.109
iter: 1621 | bound: 142 | nc: 1 | ncall: 72075 | eff(%): 2.249 | loglstar: -inf < -1.085 < inf | logz: -14.902 +/- 0.347 | dlogz: 0.184 > 0.109
iter: 1622 | bound: 142 | nc: 1 | ncall: 72076 | eff(%): 2.250 | loglstar: -inf < -1.084 < inf | logz: -14.901 +/- 0.347 | dlogz: 0.182 > 0.109
iter: 1623 | bound: 142 | nc: 2 | ncall: 72078 | eff(%): 2.252 | loglstar: -inf < -1.079 < inf | logz: -14.900 +/- 0.347 | dlogz: 0.180 > 0.109
iter: 1624 | bound: 142 | nc: 1 | ncall: 72079 | eff(%): 2.253 | loglstar: -inf < -1.074 < inf | logz: -14.899 +/- 0.347 | dlogz: 0.178 > 0.109
iter: 1625 | bound: 142 | nc: 9 | ncall: 72088 | eff(%): 2.254 | loglstar: -inf < -1.072 < inf | logz: -14.898 +/- 0.347 | dlogz: 0.177 > 0.109
iter: 1626 | bound: 142 | nc: 4 | ncall: 72092 | eff(%): 2.255 | loglstar: -inf < -1.072 < inf | logz: -14.897 +/- 0.347 | dlogz: 0.175 > 0.109
iter: 1627 | bound: 142 | nc: 2 | ncall: 72094 | eff(%): 2.257 | loglstar: -inf < -1.072 < inf | logz: -14.897 +/- 0.347 | dlogz: 0.173 > 0.109
iter: 1628 | bound: 142 | nc: 4 | ncall: 72098 | eff(%): 2.258 | loglstar: -inf < -1.071 < inf | logz: -14.896 +/- 0.347 | dlogz: 0.171 > 0.109
iter: 1629 | bound: 142 | nc: 10 | ncall: 72108 | eff(%): 2.259 | loglstar: -inf < -1.068 < inf | logz: -14.895 +/- 0.347 | dlogz: 0.170 > 0.109
iter: 1630 | bound: 142 | nc: 1 | ncall: 72109 | eff(%): 2.260 | loglstar: -inf < -1.068 < inf | logz: -14.894 +/- 0.347 | dlogz: 0.168 > 0.109
iter: 1631 | bound: 142 | nc: 5 | ncall: 72114 | eff(%): 2.262 | loglstar: -inf < -1.068 < inf | logz: -14.893 +/- 0.347 | dlogz: 0.166 > 0.109
iter: 1632 | bound: 142 | nc: 3 | ncall: 72117 | eff(%): 2.263 | loglstar: -inf < -1.066 < inf | logz: -14.892 +/- 0.347 | dlogz: 0.165 > 0.109
iter: 1633 | bound: 142 | nc: 1 | ncall: 72118 | eff(%): 2.264 | loglstar: -inf < -1.066 < inf | logz: -14.891 +/- 0.347 | dlogz: 0.163 > 0.109
iter: 1634 | bound: 142 | nc: 5 | ncall: 72123 | eff(%): 2.266 | loglstar: -inf < -1.062 < inf | logz: -14.890 +/- 0.347 | dlogz: 0.161 > 0.109
iter: 1635 | bound: 142 | nc: 1 | ncall: 72124 | eff(%): 2.267 | loglstar: -inf < -1.054 < inf | logz: -14.889 +/- 0.347 | dlogz: 0.160 > 0.109
iter: 1636 | bound: 142 | nc: 3 | ncall: 72127 | eff(%): 2.268 | loglstar: -inf < -1.051 < inf | logz: -14.888 +/- 0.347 | dlogz: 0.158 > 0.109
iter: 1637 | bound: 142 | nc: 2 | ncall: 72129 | eff(%): 2.270 | loglstar: -inf < -1.048 < inf | logz: -14.888 +/- 0.347 | dlogz: 0.157 > 0.109
iter: 1638 | bound: 142 | nc: 9 | ncall: 72138 | eff(%): 2.271 | loglstar: -inf < -1.047 < inf | logz: -14.887 +/- 0.347 | dlogz: 0.155 > 0.109
iter: 1639 | bound: 142 | nc: 6 | ncall: 72144 | eff(%): 2.272 | loglstar: -inf < -1.044 < inf | logz: -14.886 +/- 0.347 | dlogz: 0.154 > 0.109
iter: 1640 | bound: 142 | nc: 1 | ncall: 72145 | eff(%): 2.273 | loglstar: -inf < -1.044 < inf | logz: -14.885 +/- 0.347 | dlogz: 0.152 > 0.109
iter: 1641 | bound: 142 | nc: 4 | ncall: 72149 | eff(%): 2.274 | loglstar: -inf < -1.044 < inf | logz: -14.884 +/- 0.347 | dlogz: 0.150 > 0.109
iter: 1642 | bound: 143 | nc: 10 | ncall: 72159 | eff(%): 2.276 | loglstar: -inf < -1.042 < inf | logz: -14.883 +/- 0.347 | dlogz: 0.149 > 0.109
iter: 1643 | bound: 143 | nc: 2 | ncall: 72161 | eff(%): 2.277 | loglstar: -inf < -1.034 < inf | logz: -14.883 +/- 0.347 | dlogz: 0.148 > 0.109
iter: 1644 | bound: 143 | nc: 1 | ncall: 72162 | eff(%): 2.278 | loglstar: -inf < -1.033 < inf | logz: -14.882 +/- 0.347 | dlogz: 0.146 > 0.109
iter: 1645 | bound: 143 | nc: 1 | ncall: 72163 | eff(%): 2.280 | loglstar: -inf < -1.030 < inf | logz: -14.881 +/- 0.347 | dlogz: 0.145 > 0.109
iter: 1646 | bound: 143 | nc: 1 | ncall: 72164 | eff(%): 2.281 | loglstar: -inf < -1.030 < inf | logz: -14.880 +/- 0.347 | dlogz: 0.143 > 0.109
iter: 1647 | bound: 143 | nc: 4 | ncall: 72168 | eff(%): 2.282 | loglstar: -inf < -1.027 < inf | logz: -14.879 +/- 0.347 | dlogz: 0.142 > 0.109
iter: 1648 | bound: 143 | nc: 4 | ncall: 72172 | eff(%): 2.283 | loglstar: -inf < -1.026 < inf | logz: -14.879 +/- 0.347 | dlogz: 0.140 > 0.109
iter: 1649 | bound: 143 | nc: 4 | ncall: 72176 | eff(%): 2.285 | loglstar: -inf < -1.023 < inf | logz: -14.878 +/- 0.347 | dlogz: 0.139 > 0.109
iter: 1650 | bound: 143 | nc: 3 | ncall: 72179 | eff(%): 2.286 | loglstar: -inf < -1.018 < inf | logz: -14.877 +/- 0.347 | dlogz: 0.138 > 0.109
iter: 1651 | bound: 143 | nc: 9 | ncall: 72188 | eff(%): 2.287 | loglstar: -inf < -1.011 < inf | logz: -14.876 +/- 0.347 | dlogz: 0.136 > 0.109
iter: 1652 | bound: 143 | nc: 2 | ncall: 72190 | eff(%): 2.288 | loglstar: -inf < -1.010 < inf | logz: -14.876 +/- 0.347 | dlogz: 0.135 > 0.109
iter: 1653 | bound: 143 | nc: 2 | ncall: 72192 | eff(%): 2.290 | loglstar: -inf < -1.009 < inf | logz: -14.875 +/- 0.347 | dlogz: 0.133 > 0.109
iter: 1654 | bound: 143 | nc: 10 | ncall: 72202 | eff(%): 2.291 | loglstar: -inf < -1.006 < inf | logz: -14.874 +/- 0.347 | dlogz: 0.132 > 0.109
iter: 1655 | bound: 143 | nc: 5 | ncall: 72207 | eff(%): 2.292 | loglstar: -inf < -1.001 < inf | logz: -14.873 +/- 0.347 | dlogz: 0.131 > 0.109
iter: 1656 | bound: 143 | nc: 1 | ncall: 72208 | eff(%): 2.293 | loglstar: -inf < -1.001 < inf | logz: -14.873 +/- 0.347 | dlogz: 0.129 > 0.109
iter: 1657 | bound: 143 | nc: 2 | ncall: 72210 | eff(%): 2.295 | loglstar: -inf < -1.001 < inf | logz: -14.872 +/- 0.347 | dlogz: 0.128 > 0.109
iter: 1658 | bound: 143 | nc: 6 | ncall: 72216 | eff(%): 2.296 | loglstar: -inf < -1.000 < inf | logz: -14.871 +/- 0.347 | dlogz: 0.127 > 0.109
iter: 1659 | bound: 143 | nc: 3 | ncall: 72219 | eff(%): 2.297 | loglstar: -inf < -0.999 < inf | logz: -14.870 +/- 0.347 | dlogz: 0.126 > 0.109
iter: 1660 | bound: 143 | nc: 7 | ncall: 72226 | eff(%): 2.298 | loglstar: -inf < -0.997 < inf | logz: -14.870 +/- 0.347 | dlogz: 0.124 > 0.109
iter: 1661 | bound: 143 | nc: 1 | ncall: 72227 | eff(%): 2.300 | loglstar: -inf < -0.995 < inf | logz: -14.869 +/- 0.347 | dlogz: 0.123 > 0.109
iter: 1662 | bound: 143 | nc: 3 | ncall: 72230 | eff(%): 2.301 | loglstar: -inf < -0.994 < inf | logz: -14.868 +/- 0.347 | dlogz: 0.122 > 0.109
iter: 1663 | bound: 143 | nc: 3 | ncall: 72233 | eff(%): 2.302 | loglstar: -inf < -0.992 < inf | logz: -14.868 +/- 0.347 | dlogz: 0.121 > 0.109
iter: 1664 | bound: 143 | nc: 5 | ncall: 72238 | eff(%): 2.303 | loglstar: -inf < -0.992 < inf | logz: -14.867 +/- 0.347 | dlogz: 0.120 > 0.109
iter: 1665 | bound: 143 | nc: 7 | ncall: 72245 | eff(%): 2.305 | loglstar: -inf < -0.992 < inf | logz: -14.866 +/- 0.347 | dlogz: 0.118 > 0.109
iter: 1666 | bound: 143 | nc: 9 | ncall: 72254 | eff(%): 2.306 | loglstar: -inf < -0.991 < inf | logz: -14.866 +/- 0.347 | dlogz: 0.117 > 0.109
iter: 1667 | bound: 143 | nc: 2 | ncall: 72256 | eff(%): 2.307 | loglstar: -inf < -0.988 < inf | logz: -14.865 +/- 0.347 | dlogz: 0.116 > 0.109
iter: 1668 | bound: 143 | nc: 2 | ncall: 72258 | eff(%): 2.308 | loglstar: -inf < -0.984 < inf | logz: -14.864 +/- 0.347 | dlogz: 0.115 > 0.109
iter: 1669 | bound: 144 | nc: 8 | ncall: 72266 | eff(%): 2.310 | loglstar: -inf < -0.981 < inf | logz: -14.864 +/- 0.347 | dlogz: 0.114 > 0.109
iter: 1670 | bound: 144 | nc: 1 | ncall: 72267 | eff(%): 2.311 | loglstar: -inf < -0.978 < inf | logz: -14.863 +/- 0.347 | dlogz: 0.113 > 0.109
iter: 1671 | bound: 144 | nc: 2 | ncall: 72269 | eff(%): 2.312 | loglstar: -inf < -0.972 < inf | logz: -14.862 +/- 0.347 | dlogz: 0.111 > 0.109
iter: 1672 | bound: 144 | nc: 6 | ncall: 72275 | eff(%): 2.313 | loglstar: -inf < -0.965 < inf | logz: -14.862 +/- 0.347 | dlogz: 0.110 > 0.109
iter: 1673 | bound: 144 | nc: 1 | ncall: 72276 | eff(%): 2.315 | loglstar: -inf < -0.960 < inf | logz: -14.861 +/- 0.347 | dlogz: 0.109 > 0.109
iter: 1673 | +1 | bound: 144 | nc: 1 | ncall: 72277 | eff(%): 2.316 | loglstar: -inf < -0.955 < inf | logz: -14.860 +/- 0.347 | dlogz: 0.107 > 0.109
iter: 1673 | +2 | bound: 144 | nc: 1 | ncall: 72278 | eff(%): 2.318 | loglstar: -inf < -0.953 < inf | logz: -14.860 +/- 0.347 | dlogz: 0.106 > 0.109
iter: 1673 | +3 | bound: 144 | nc: 1 | ncall: 72279 | eff(%): 2.319 | loglstar: -inf < -0.952 < inf | logz: -14.859 +/- 0.347 | dlogz: 0.105 > 0.109
iter: 1673 | +4 | bound: 144 | nc: 1 | ncall: 72280 | eff(%): 2.320 | loglstar: -inf < -0.952 < inf | logz: -14.858 +/- 0.347 | dlogz: 0.104 > 0.109
iter: 1673 | +5 | bound: 144 | nc: 1 | ncall: 72281 | eff(%): 2.322 | loglstar: -inf < -0.943 < inf | logz: -14.858 +/- 0.347 | dlogz: 0.103 > 0.109
iter: 1673 | +6 | bound: 144 | nc: 1 | ncall: 72282 | eff(%): 2.323 | loglstar: -inf < -0.943 < inf | logz: -14.857 +/- 0.347 | dlogz: 0.102 > 0.109
iter: 1673 | +7 | bound: 144 | nc: 1 | ncall: 72283 | eff(%): 2.324 | loglstar: -inf < -0.938 < inf | logz: -14.856 +/- 0.347 | dlogz: 0.101 > 0.109
iter: 1673 | +8 | bound: 144 | nc: 1 | ncall: 72284 | eff(%): 2.326 | loglstar: -inf < -0.937 < inf | logz: -14.856 +/- 0.347 | dlogz: 0.099 > 0.109
iter: 1673 | +9 | bound: 144 | nc: 1 | ncall: 72285 | eff(%): 2.327 | loglstar: -inf < -0.932 < inf | logz: -14.855 +/- 0.347 | dlogz: 0.098 > 0.109
iter: 1673 | +10 | bound: 144 | nc: 1 | ncall: 72286 | eff(%): 2.329 | loglstar: -inf < -0.931 < inf | logz: -14.855 +/- 0.347 | dlogz: 0.097 > 0.109
iter: 1673 | +11 | bound: 144 | nc: 1 | ncall: 72287 | eff(%): 2.330 | loglstar: -inf < -0.931 < inf | logz: -14.854 +/- 0.347 | dlogz: 0.096 > 0.109
iter: 1673 | +12 | bound: 144 | nc: 1 | ncall: 72288 | eff(%): 2.331 | loglstar: -inf < -0.927 < inf | logz: -14.853 +/- 0.347 | dlogz: 0.095 > 0.109
iter: 1673 | +13 | bound: 144 | nc: 1 | ncall: 72289 | eff(%): 2.333 | loglstar: -inf < -0.927 < inf | logz: -14.853 +/- 0.347 | dlogz: 0.094 > 0.109
iter: 1673 | +14 | bound: 144 | nc: 1 | ncall: 72290 | eff(%): 2.334 | loglstar: -inf < -0.925 < inf | logz: -14.852 +/- 0.347 | dlogz: 0.093 > 0.109
iter: 1673 | +15 | bound: 144 | nc: 1 | ncall: 72291 | eff(%): 2.335 | loglstar: -inf < -0.920 < inf | logz: -14.851 +/- 0.347 | dlogz: 0.092 > 0.109
iter: 1673 | +16 | bound: 144 | nc: 1 | ncall: 72292 | eff(%): 2.337 | loglstar: -inf < -0.914 < inf | logz: -14.851 +/- 0.347 | dlogz: 0.091 > 0.109
iter: 1673 | +17 | bound: 144 | nc: 1 | ncall: 72293 | eff(%): 2.338 | loglstar: -inf < -0.910 < inf | logz: -14.850 +/- 0.347 | dlogz: 0.090 > 0.109
iter: 1673 | +18 | bound: 144 | nc: 1 | ncall: 72294 | eff(%): 2.340 | loglstar: -inf < -0.910 < inf | logz: -14.849 +/- 0.347 | dlogz: 0.089 > 0.109
iter: 1673 | +19 | bound: 144 | nc: 1 | ncall: 72295 | eff(%): 2.341 | loglstar: -inf < -0.908 < inf | logz: -14.849 +/- 0.347 | dlogz: 0.088 > 0.109
iter: 1673 | +20 | bound: 144 | nc: 1 | ncall: 72296 | eff(%): 2.342 | loglstar: -inf < -0.906 < inf | logz: -14.848 +/- 0.347 | dlogz: 0.087 > 0.109
iter: 1673 | +21 | bound: 144 | nc: 1 | ncall: 72297 | eff(%): 2.344 | loglstar: -inf < -0.901 < inf | logz: -14.847 +/- 0.347 | dlogz: 0.085 > 0.109
iter: 1673 | +22 | bound: 144 | nc: 1 | ncall: 72298 | eff(%): 2.345 | loglstar: -inf < -0.896 < inf | logz: -14.847 +/- 0.347 | dlogz: 0.084 > 0.109
iter: 1673 | +23 | bound: 144 | nc: 1 | ncall: 72299 | eff(%): 2.347 | loglstar: -inf < -0.885 < inf | logz: -14.846 +/- 0.347 | dlogz: 0.083 > 0.109
iter: 1673 | +24 | bound: 144 | nc: 1 | ncall: 72300 | eff(%): 2.348 | loglstar: -inf < -0.883 < inf | logz: -14.845 +/- 0.347 | dlogz: 0.082 > 0.109
iter: 1673 | +25 | bound: 144 | nc: 1 | ncall: 72301 | eff(%): 2.349 | loglstar: -inf < -0.882 < inf | logz: -14.845 +/- 0.347 | dlogz: 0.081 > 0.109
iter: 1673 | +26 | bound: 144 | nc: 1 | ncall: 72302 | eff(%): 2.351 | loglstar: -inf < -0.881 < inf | logz: -14.844 +/- 0.347 | dlogz: 0.080 > 0.109
iter: 1673 | +27 | bound: 144 | nc: 1 | ncall: 72303 | eff(%): 2.352 | loglstar: -inf < -0.878 < inf | logz: -14.843 +/- 0.347 | dlogz: 0.079 > 0.109
iter: 1673 | +28 | bound: 144 | nc: 1 | ncall: 72304 | eff(%): 2.353 | loglstar: -inf < -0.875 < inf | logz: -14.843 +/- 0.347 | dlogz: 0.078 > 0.109
iter: 1673 | +29 | bound: 144 | nc: 1 | ncall: 72305 | eff(%): 2.355 | loglstar: -inf < -0.875 < inf | logz: -14.842 +/- 0.347 | dlogz: 0.077 > 0.109
iter: 1673 | +30 | bound: 144 | nc: 1 | ncall: 72306 | eff(%): 2.356 | loglstar: -inf < -0.868 < inf | logz: -14.841 +/- 0.347 | dlogz: 0.076 > 0.109
iter: 1673 | +31 | bound: 144 | nc: 1 | ncall: 72307 | eff(%): 2.358 | loglstar: -inf < -0.860 < inf | logz: -14.841 +/- 0.347 | dlogz: 0.075 > 0.109
iter: 1673 | +32 | bound: 144 | nc: 1 | ncall: 72308 | eff(%): 2.359 | loglstar: -inf < -0.857 < inf | logz: -14.840 +/- 0.347 | dlogz: 0.074 > 0.109
iter: 1673 | +33 | bound: 144 | nc: 1 | ncall: 72309 | eff(%): 2.360 | loglstar: -inf < -0.856 < inf | logz: -14.839 +/- 0.347 | dlogz: 0.073 > 0.109
iter: 1673 | +34 | bound: 144 | nc: 1 | ncall: 72310 | eff(%): 2.362 | loglstar: -inf < -0.855 < inf | logz: -14.838 +/- 0.347 | dlogz: 0.071 > 0.109
iter: 1673 | +35 | bound: 144 | nc: 1 | ncall: 72311 | eff(%): 2.363 | loglstar: -inf < -0.851 < inf | logz: -14.838 +/- 0.348 | dlogz: 0.070 > 0.109
iter: 1673 | +36 | bound: 144 | nc: 1 | ncall: 72312 | eff(%): 2.365 | loglstar: -inf < -0.851 < inf | logz: -14.837 +/- 0.348 | dlogz: 0.069 > 0.109
iter: 1673 | +37 | bound: 144 | nc: 1 | ncall: 72313 | eff(%): 2.366 | loglstar: -inf < -0.847 < inf | logz: -14.836 +/- 0.348 | dlogz: 0.068 > 0.109
iter: 1673 | +38 | bound: 144 | nc: 1 | ncall: 72314 | eff(%): 2.367 | loglstar: -inf < -0.847 < inf | logz: -14.836 +/- 0.348 | dlogz: 0.067 > 0.109
iter: 1673 | +39 | bound: 144 | nc: 1 | ncall: 72315 | eff(%): 2.369 | loglstar: -inf < -0.843 < inf | logz: -14.835 +/- 0.348 | dlogz: 0.066 > 0.109
iter: 1673 | +40 | bound: 144 | nc: 1 | ncall: 72316 | eff(%): 2.370 | loglstar: -inf < -0.841 < inf | logz: -14.834 +/- 0.348 | dlogz: 0.065 > 0.109
iter: 1673 | +41 | bound: 144 | nc: 1 | ncall: 72317 | eff(%): 2.371 | loglstar: -inf < -0.832 < inf | logz: -14.834 +/- 0.348 | dlogz: 0.064 > 0.109
iter: 1673 | +42 | bound: 144 | nc: 1 | ncall: 72318 | eff(%): 2.373 | loglstar: -inf < -0.826 < inf | logz: -14.833 +/- 0.348 | dlogz: 0.063 > 0.109
iter: 1673 | +43 | bound: 144 | nc: 1 | ncall: 72319 | eff(%): 2.374 | loglstar: -inf < -0.824 < inf | logz: -14.832 +/- 0.348 | dlogz: 0.062 > 0.109
iter: 1673 | +44 | bound: 144 | nc: 1 | ncall: 72320 | eff(%): 2.376 | loglstar: -inf < -0.822 < inf | logz: -14.832 +/- 0.348 | dlogz: 0.061 > 0.109
iter: 1673 | +45 | bound: 144 | nc: 1 | ncall: 72321 | eff(%): 2.377 | loglstar: -inf < -0.819 < inf | logz: -14.831 +/- 0.348 | dlogz: 0.060 > 0.109
iter: 1673 | +46 | bound: 144 | nc: 1 | ncall: 72322 | eff(%): 2.378 | loglstar: -inf < -0.815 < inf | logz: -14.830 +/- 0.348 | dlogz: 0.059 > 0.109
iter: 1673 | +47 | bound: 144 | nc: 1 | ncall: 72323 | eff(%): 2.380 | loglstar: -inf < -0.810 < inf | logz: -14.829 +/- 0.348 | dlogz: 0.057 > 0.109
iter: 1673 | +48 | bound: 144 | nc: 1 | ncall: 72324 | eff(%): 2.381 | loglstar: -inf < -0.807 < inf | logz: -14.829 +/- 0.348 | dlogz: 0.056 > 0.109
iter: 1673 | +49 | bound: 144 | nc: 1 | ncall: 72325 | eff(%): 2.383 | loglstar: -inf < -0.807 < inf | logz: -14.828 +/- 0.348 | dlogz: 0.055 > 0.109
iter: 1673 | +50 | bound: 144 | nc: 1 | ncall: 72326 | eff(%): 2.384 | loglstar: -inf < -0.803 < inf | logz: -14.827 +/- 0.348 | dlogz: 0.054 > 0.109
iter: 1673 | +51 | bound: 144 | nc: 1 | ncall: 72327 | eff(%): 2.385 | loglstar: -inf < -0.797 < inf | logz: -14.827 +/- 0.348 | dlogz: 0.053 > 0.109
iter: 1673 | +52 | bound: 144 | nc: 1 | ncall: 72328 | eff(%): 2.387 | loglstar: -inf < -0.790 < inf | logz: -14.826 +/- 0.348 | dlogz: 0.052 > 0.109
iter: 1673 | +53 | bound: 144 | nc: 1 | ncall: 72329 | eff(%): 2.388 | loglstar: -inf < -0.790 < inf | logz: -14.825 +/- 0.348 | dlogz: 0.051 > 0.109
iter: 1673 | +54 | bound: 144 | nc: 1 | ncall: 72330 | eff(%): 2.389 | loglstar: -inf < -0.785 < inf | logz: -14.824 +/- 0.348 | dlogz: 0.050 > 0.109
iter: 1673 | +55 | bound: 144 | nc: 1 | ncall: 72331 | eff(%): 2.391 | loglstar: -inf < -0.779 < inf | logz: -14.824 +/- 0.348 | dlogz: 0.049 > 0.109
iter: 1673 | +56 | bound: 144 | nc: 1 | ncall: 72332 | eff(%): 2.392 | loglstar: -inf < -0.779 < inf | logz: -14.823 +/- 0.348 | dlogz: 0.048 > 0.109
iter: 1673 | +57 | bound: 144 | nc: 1 | ncall: 72333 | eff(%): 2.394 | loglstar: -inf < -0.764 < inf | logz: -14.822 +/- 0.348 | dlogz: 0.047 > 0.109
iter: 1673 | +58 | bound: 144 | nc: 1 | ncall: 72334 | eff(%): 2.395 | loglstar: -inf < -0.762 < inf | logz: -14.821 +/- 0.348 | dlogz: 0.046 > 0.109
iter: 1673 | +59 | bound: 144 | nc: 1 | ncall: 72335 | eff(%): 2.396 | loglstar: -inf < -0.762 < inf | logz: -14.821 +/- 0.348 | dlogz: 0.045 > 0.109
iter: 1673 | +60 | bound: 144 | nc: 1 | ncall: 72336 | eff(%): 2.398 | loglstar: -inf < -0.752 < inf | logz: -14.820 +/- 0.348 | dlogz: 0.044 > 0.109
iter: 1673 | +61 | bound: 144 | nc: 1 | ncall: 72337 | eff(%): 2.399 | loglstar: -inf < -0.747 < inf | logz: -14.819 +/- 0.348 | dlogz: 0.042 > 0.109
iter: 1673 | +62 | bound: 144 | nc: 1 | ncall: 72338 | eff(%): 2.401 | loglstar: -inf < -0.744 < inf | logz: -14.818 +/- 0.348 | dlogz: 0.041 > 0.109
iter: 1673 | +63 | bound: 144 | nc: 1 | ncall: 72339 | eff(%): 2.402 | loglstar: -inf < -0.735 < inf | logz: -14.818 +/- 0.348 | dlogz: 0.040 > 0.109
iter: 1673 | +64 | bound: 144 | nc: 1 | ncall: 72340 | eff(%): 2.403 | loglstar: -inf < -0.731 < inf | logz: -14.817 +/- 0.348 | dlogz: 0.039 > 0.109
iter: 1673 | +65 | bound: 144 | nc: 1 | ncall: 72341 | eff(%): 2.405 | loglstar: -inf < -0.727 < inf | logz: -14.816 +/- 0.348 | dlogz: 0.038 > 0.109
iter: 1673 | +66 | bound: 144 | nc: 1 | ncall: 72342 | eff(%): 2.406 | loglstar: -inf < -0.726 < inf | logz: -14.815 +/- 0.348 | dlogz: 0.037 > 0.109
iter: 1673 | +67 | bound: 144 | nc: 1 | ncall: 72343 | eff(%): 2.407 | loglstar: -inf < -0.709 < inf | logz: -14.815 +/- 0.348 | dlogz: 0.036 > 0.109
iter: 1673 | +68 | bound: 144 | nc: 1 | ncall: 72344 | eff(%): 2.409 | loglstar: -inf < -0.699 < inf | logz: -14.814 +/- 0.348 | dlogz: 0.035 > 0.109
iter: 1673 | +69 | bound: 144 | nc: 1 | ncall: 72345 | eff(%): 2.410 | loglstar: -inf < -0.687 < inf | logz: -14.813 +/- 0.348 | dlogz: 0.034 > 0.109
iter: 1673 | +70 | bound: 144 | nc: 1 | ncall: 72346 | eff(%): 2.412 | loglstar: -inf < -0.685 < inf | logz: -14.812 +/- 0.348 | dlogz: 0.033 > 0.109
iter: 1673 | +71 | bound: 144 | nc: 1 | ncall: 72347 | eff(%): 2.413 | loglstar: -inf < -0.675 < inf | logz: -14.811 +/- 0.348 | dlogz: 0.032 > 0.109
iter: 1673 | +72 | bound: 144 | nc: 1 | ncall: 72348 | eff(%): 2.414 | loglstar: -inf < -0.665 < inf | logz: -14.811 +/- 0.348 | dlogz: 0.031 > 0.109
iter: 1673 | +73 | bound: 144 | nc: 1 | ncall: 72349 | eff(%): 2.416 | loglstar: -inf < -0.663 < inf | logz: -14.810 +/- 0.348 | dlogz: 0.030 > 0.109
iter: 1673 | +74 | bound: 144 | nc: 1 | ncall: 72350 | eff(%): 2.417 | loglstar: -inf < -0.645 < inf | logz: -14.809 +/- 0.348 | dlogz: 0.029 > 0.109
iter: 1673 | +75 | bound: 144 | nc: 1 | ncall: 72351 | eff(%): 2.419 | loglstar: -inf < -0.631 < inf | logz: -14.808 +/- 0.348 | dlogz: 0.027 > 0.109
iter: 1673 | +76 | bound: 144 | nc: 1 | ncall: 72352 | eff(%): 2.420 | loglstar: -inf < -0.630 < inf | logz: -14.807 +/- 0.348 | dlogz: 0.026 > 0.109
iter: 1673 | +77 | bound: 144 | nc: 1 | ncall: 72353 | eff(%): 2.421 | loglstar: -inf < -0.618 < inf | logz: -14.806 +/- 0.349 | dlogz: 0.025 > 0.109
iter: 1673 | +78 | bound: 144 | nc: 1 | ncall: 72354 | eff(%): 2.423 | loglstar: -inf < -0.615 < inf | logz: -14.806 +/- 0.349 | dlogz: 0.024 > 0.109
iter: 1673 | +79 | bound: 144 | nc: 1 | ncall: 72355 | eff(%): 2.424 | loglstar: -inf < -0.614 < inf | logz: -14.805 +/- 0.349 | dlogz: 0.023 > 0.109
iter: 1673 | +80 | bound: 144 | nc: 1 | ncall: 72356 | eff(%): 2.425 | loglstar: -inf < -0.613 < inf | logz: -14.804 +/- 0.349 | dlogz: 0.022 > 0.109
iter: 1673 | +81 | bound: 144 | nc: 1 | ncall: 72357 | eff(%): 2.427 | loglstar: -inf < -0.610 < inf | logz: -14.803 +/- 0.349 | dlogz: 0.021 > 0.109
iter: 1673 | +82 | bound: 144 | nc: 1 | ncall: 72358 | eff(%): 2.428 | loglstar: -inf < -0.601 < inf | logz: -14.802 +/- 0.349 | dlogz: 0.020 > 0.109
iter: 1673 | +83 | bound: 144 | nc: 1 | ncall: 72359 | eff(%): 2.430 | loglstar: -inf < -0.581 < inf | logz: -14.801 +/- 0.349 | dlogz: 0.019 > 0.109
iter: 1673 | +84 | bound: 144 | nc: 1 | ncall: 72360 | eff(%): 2.431 | loglstar: -inf < -0.574 < inf | logz: -14.800 +/- 0.349 | dlogz: 0.018 > 0.109
iter: 1673 | +85 | bound: 144 | nc: 1 | ncall: 72361 | eff(%): 2.432 | loglstar: -inf < -0.572 < inf | logz: -14.800 +/- 0.349 | dlogz: 0.017 > 0.109
iter: 1673 | +86 | bound: 144 | nc: 1 | ncall: 72362 | eff(%): 2.434 | loglstar: -inf < -0.565 < inf | logz: -14.799 +/- 0.349 | dlogz: 0.016 > 0.109
iter: 1673 | +87 | bound: 144 | nc: 1 | ncall: 72363 | eff(%): 2.435 | loglstar: -inf < -0.563 < inf | logz: -14.798 +/- 0.349 | dlogz: 0.015 > 0.109
iter: 1673 | +88 | bound: 144 | nc: 1 | ncall: 72364 | eff(%): 2.436 | loglstar: -inf < -0.559 < inf | logz: -14.797 +/- 0.349 | dlogz: 0.014 > 0.109
iter: 1673 | +89 | bound: 144 | nc: 1 | ncall: 72365 | eff(%): 2.438 | loglstar: -inf < -0.557 < inf | logz: -14.796 +/- 0.349 | dlogz: 0.013 > 0.109
iter: 1673 | +90 | bound: 144 | nc: 1 | ncall: 72366 | eff(%): 2.439 | loglstar: -inf < -0.552 < inf | logz: -14.795 +/- 0.350 | dlogz: 0.012 > 0.109
iter: 1673 | +91 | bound: 144 | nc: 1 | ncall: 72367 | eff(%): 2.441 | loglstar: -inf < -0.548 < inf | logz: -14.794 +/- 0.350 | dlogz: 0.011 > 0.109
iter: 1673 | +92 | bound: 144 | nc: 1 | ncall: 72368 | eff(%): 2.442 | loglstar: -inf < -0.530 < inf | logz: -14.793 +/- 0.350 | dlogz: 0.009 > 0.109
iter: 1673 | +93 | bound: 144 | nc: 1 | ncall: 72369 | eff(%): 2.443 | loglstar: -inf < -0.516 < inf | logz: -14.792 +/- 0.350 | dlogz: 0.008 > 0.109
iter: 1673 | +94 | bound: 144 | nc: 1 | ncall: 72370 | eff(%): 2.445 | loglstar: -inf < -0.516 < inf | logz: -14.791 +/- 0.350 | dlogz: 0.007 > 0.109
iter: 1673 | +95 | bound: 144 | nc: 1 | ncall: 72371 | eff(%): 2.446 | loglstar: -inf < -0.511 < inf | logz: -14.791 +/- 0.350 | dlogz: 0.006 > 0.109
iter: 1673 | +96 | bound: 144 | nc: 1 | ncall: 72372 | eff(%): 2.448 | loglstar: -inf < -0.492 < inf | logz: -14.790 +/- 0.351 | dlogz: 0.005 > 0.109
iter: 1673 | +97 | bound: 144 | nc: 1 | ncall: 72373 | eff(%): 2.449 | loglstar: -inf < -0.462 < inf | logz: -14.789 +/- 0.351 | dlogz: 0.004 > 0.109
iter: 1673 | +98 | bound: 144 | nc: 1 | ncall: 72374 | eff(%): 2.450 | loglstar: -inf < -0.461 < inf | logz: -14.788 +/- 0.352 | dlogz: 0.003 > 0.109
iter: 1673 | +99 | bound: 144 | nc: 1 | ncall: 72375 | eff(%): 2.452 | loglstar: -inf < -0.423 < inf | logz: -14.787 +/- 0.352 | dlogz: 0.002 > 0.109
iter: 1673 | +100 | bound: 144 | nc: 1 | ncall: 72376 | eff(%): 2.453 | loglstar: -inf < -0.384 < inf | logz: -14.786 +/- 0.353 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -34.39%
Elapsed Time for Photometry: 148.17044589800003
Starting 6.0 of 6 : <SkyCoord (ICRS): (ra, dec) in deg
(80.36151656, -69.46240019)>
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:15:55.871' from MJD-AVG.
Set DATE-END to '2022-07-11T03:16:06.608' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:20:56.494' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:21:07.231' from MJD-AVG.
Set DATE-END to '2022-07-11T03:21:17.968' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397997 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272571 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744572282.586 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:26:29.358' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:26:40.095' from MJD-AVG.
Set DATE-END to '2022-07-11T03:26:50.832' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.397242 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272396 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744573372.329 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:36:38.253' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:36:48.990' from MJD-AVG.
Set DATE-END to '2022-07-11T03:36:59.727' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395861 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272074 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744575352.756 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:42:11.117' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:42:21.854' from MJD-AVG.
Set DATE-END to '2022-07-11T03:42:32.591' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.395105 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271898 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576428.261 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:44:09.196' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:44:19.933' from MJD-AVG.
Set DATE-END to '2022-07-11T03:44:30.670' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394837 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271835 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744576808.574 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:49:20.556' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:49:31.293' from MJD-AVG.
Set DATE-END to '2022-07-11T03:49:42.030' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.394130 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271670 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744577808.369 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:54:42.732' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:54:53.469' from MJD-AVG.
Set DATE-END to '2022-07-11T03:55:04.206' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.393399 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271499 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744578838.266 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:59:54.092' from MJD-BEG.
Set DATE-AVG to '2022-07-11T04:00:04.829' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.392692 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.271334 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744579829.087 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATE-BEG to '2022-07-11T03:15:45.134' from MJD-BEG.
Set DATE-AVG to '2022-07-11T03:39:04.841' from MJD-AVG.
Set DATE-END to '2022-07-11T04:00:15.566' from MJD-END'. [astropy.wcs.wcs]
WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -71.398703 from OBSGEO-[XYZ].
Set OBSGEO-B to -38.272735 from OBSGEO-[XYZ].
Set OBSGEO-H to 1744571258.686 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]
iter: 1 | bound: 0 | nc: 1 | ncall: 101 | eff(%): 0.990 | loglstar: -inf < -758947.930 < inf | logz: -758953.239 +/- 0.230 | dlogz: inf > 0.109
iter: 2 | bound: 0 | nc: 1 | ncall: 102 | eff(%): 1.961 | loglstar: -inf < -707980.244 < inf | logz: -707985.562 +/- 0.230 | dlogz: 758881.087 > 0.109
iter: 3 | bound: 0 | nc: 1 | ncall: 103 | eff(%): 2.913 | loglstar: -inf < -597835.423 < inf | logz: -597840.751 +/- 0.230 | dlogz: 707913.401 > 0.109
iter: 4 | bound: 0 | nc: 1 | ncall: 104 | eff(%): 3.846 | loglstar: -inf < -524047.947 < inf | logz: -524053.285 +/- 0.230 | dlogz: 597768.579 > 0.109
iter: 5 | bound: 0 | nc: 1 | ncall: 105 | eff(%): 4.762 | loglstar: -inf < -417863.594 < inf | logz: -417868.942 +/- 0.231 | dlogz: 523981.104 > 0.109
iter: 6 | bound: 0 | nc: 1 | ncall: 106 | eff(%): 5.660 | loglstar: -inf < -389614.770 < inf | logz: -389620.128 +/- 0.231 | dlogz: 417796.751 > 0.109
iter: 7 | bound: 0 | nc: 1 | ncall: 107 | eff(%): 6.542 | loglstar: -inf < -331663.575 < inf | logz: -331668.943 +/- 0.231 | dlogz: 389547.927 > 0.109
iter: 8 | bound: 0 | nc: 1 | ncall: 108 | eff(%): 7.407 | loglstar: -inf < -316858.748 < inf | logz: -316864.126 +/- 0.231 | dlogz: 331596.732 > 0.109
iter: 9 | bound: 0 | nc: 1 | ncall: 109 | eff(%): 8.257 | loglstar: -inf < -291477.875 < inf | logz: -291483.263 +/- 0.232 | dlogz: 316791.905 > 0.109
iter: 10 | bound: 0 | nc: 1 | ncall: 110 | eff(%): 9.091 | loglstar: -inf < -272527.277 < inf | logz: -272532.675 +/- 0.232 | dlogz: 291411.032 > 0.109
iter: 11 | bound: 0 | nc: 1 | ncall: 111 | eff(%): 9.910 | loglstar: -inf < -260010.762 < inf | logz: -260016.170 +/- 0.232 | dlogz: 272460.434 > 0.109
iter: 12 | bound: 0 | nc: 1 | ncall: 112 | eff(%): 10.714 | loglstar: -inf < -230102.644 < inf | logz: -230108.062 +/- 0.232 | dlogz: 259943.919 > 0.109
iter: 13 | bound: 0 | nc: 1 | ncall: 113 | eff(%): 11.504 | loglstar: -inf < -184459.995 < inf | logz: -184465.423 +/- 0.232 | dlogz: 230047.514 > 0.109
iter: 14 | bound: 0 | nc: 1 | ncall: 114 | eff(%): 12.281 | loglstar: -inf < -161956.046 < inf | logz: -161961.484 +/- 0.233 | dlogz: 184404.865 > 0.109
iter: 15 | bound: 0 | nc: 1 | ncall: 115 | eff(%): 13.043 | loglstar: -inf < -143117.662 < inf | logz: -143123.110 +/- 0.233 | dlogz: 161900.916 > 0.109
iter: 16 | bound: 0 | nc: 1 | ncall: 116 | eff(%): 13.793 | loglstar: -inf < -131788.944 < inf | logz: -131794.401 +/- 0.233 | dlogz: 143062.532 > 0.109
iter: 17 | bound: 0 | nc: 1 | ncall: 117 | eff(%): 14.530 | loglstar: -inf < -106222.455 < inf | logz: -106227.923 +/- 0.233 | dlogz: 131733.814 > 0.109
iter: 18 | bound: 0 | nc: 1 | ncall: 118 | eff(%): 15.254 | loglstar: -inf < -99644.218 < inf | logz: -99649.696 +/- 0.233 | dlogz: 106167.325 > 0.109
iter: 19 | bound: 0 | nc: 1 | ncall: 119 | eff(%): 15.966 | loglstar: -inf < -93931.971 < inf | logz: -93937.459 +/- 0.234 | dlogz: 99589.088 > 0.109
iter: 20 | bound: 0 | nc: 1 | ncall: 120 | eff(%): 16.667 | loglstar: -inf < -87796.830 < inf | logz: -87802.328 +/- 0.234 | dlogz: 93876.841 > 0.109
iter: 21 | bound: 0 | nc: 1 | ncall: 121 | eff(%): 17.355 | loglstar: -inf < -87321.942 < inf | logz: -87327.449 +/- 0.234 | dlogz: 87741.700 > 0.109
iter: 22 | bound: 0 | nc: 4 | ncall: 125 | eff(%): 17.600 | loglstar: -inf < -84311.667 < inf | logz: -84317.184 +/- 0.234 | dlogz: 87266.812 > 0.109
iter: 23 | bound: 0 | nc: 1 | ncall: 126 | eff(%): 18.254 | loglstar: -inf < -72924.252 < inf | logz: -72929.779 +/- 0.235 | dlogz: 84256.537 > 0.109
iter: 24 | bound: 0 | nc: 1 | ncall: 127 | eff(%): 18.898 | loglstar: -inf < -70591.656 < inf | logz: -70597.193 +/- 0.235 | dlogz: 72869.122 > 0.109
iter: 25 | bound: 0 | nc: 1 | ncall: 128 | eff(%): 19.531 | loglstar: -inf < -62160.469 < inf | logz: -62166.016 +/- 0.235 | dlogz: 70536.526 > 0.109
iter: 26 | bound: 0 | nc: 1 | ncall: 129 | eff(%): 20.155 | loglstar: -inf < -60921.309 < inf | logz: -60926.866 +/- 0.235 | dlogz: 62105.339 > 0.109
iter: 27 | bound: 0 | nc: 1 | ncall: 130 | eff(%): 20.769 | loglstar: -inf < -58850.659 < inf | logz: -58856.226 +/- 0.235 | dlogz: 60866.179 > 0.109
iter: 28 | bound: 0 | nc: 1 | ncall: 131 | eff(%): 21.374 | loglstar: -inf < -53419.050 < inf | logz: -53424.627 +/- 0.236 | dlogz: 58795.529 > 0.109
iter: 29 | bound: 0 | nc: 1 | ncall: 132 | eff(%): 21.970 | loglstar: -inf < -49813.569 < inf | logz: -49819.156 +/- 0.236 | dlogz: 53363.920 > 0.109
iter: 30 | bound: 0 | nc: 1 | ncall: 133 | eff(%): 22.556 | loglstar: -inf < -48145.643 < inf | logz: -48151.240 +/- 0.236 | dlogz: 49758.439 > 0.109
iter: 31 | bound: 0 | nc: 1 | ncall: 134 | eff(%): 23.134 | loglstar: -inf < -47973.258 < inf | logz: -47978.865 +/- 0.236 | dlogz: 48090.513 > 0.109
iter: 32 | bound: 0 | nc: 1 | ncall: 135 | eff(%): 23.704 | loglstar: -inf < -47015.275 < inf | logz: -47020.892 +/- 0.236 | dlogz: 47918.128 > 0.109
iter: 33 | bound: 0 | nc: 1 | ncall: 136 | eff(%): 24.265 | loglstar: -inf < -45015.421 < inf | logz: -45021.047 +/- 0.237 | dlogz: 46960.145 > 0.109
iter: 34 | bound: 0 | nc: 1 | ncall: 137 | eff(%): 24.818 | loglstar: -inf < -43980.038 < inf | logz: -43985.675 +/- 0.237 | dlogz: 44960.291 > 0.109
iter: 35 | bound: 0 | nc: 1 | ncall: 138 | eff(%): 25.362 | loglstar: -inf < -43654.073 < inf | logz: -43659.720 +/- 0.237 | dlogz: 43924.908 > 0.109
iter: 36 | bound: 0 | nc: 1 | ncall: 139 | eff(%): 25.899 | loglstar: -inf < -43454.970 < inf | logz: -43460.627 +/- 0.237 | dlogz: 43598.943 > 0.109
iter: 37 | bound: 0 | nc: 1 | ncall: 140 | eff(%): 26.429 | loglstar: -inf < -41873.223 < inf | logz: -41878.890 +/- 0.237 | dlogz: 43409.222 > 0.109
iter: 38 | bound: 0 | nc: 3 | ncall: 143 | eff(%): 26.573 | loglstar: -inf < -41110.302 < inf | logz: -41115.978 +/- 0.238 | dlogz: 41827.475 > 0.109
iter: 39 | bound: 0 | nc: 2 | ncall: 145 | eff(%): 26.897 | loglstar: -inf < -38370.190 < inf | logz: -38375.876 +/- 0.238 | dlogz: 41064.553 > 0.109
iter: 40 | bound: 0 | nc: 1 | ncall: 146 | eff(%): 27.397 | loglstar: -inf < -37218.808 < inf | logz: -37224.504 +/- 0.238 | dlogz: 38324.442 > 0.109
iter: 41 | bound: 0 | nc: 1 | ncall: 147 | eff(%): 27.891 | loglstar: -inf < -36690.895 < inf | logz: -36696.602 +/- 0.238 | dlogz: 37173.060 > 0.109
iter: 42 | bound: 0 | nc: 2 | ncall: 149 | eff(%): 28.188 | loglstar: -inf < -35186.051 < inf | logz: -35191.768 +/- 0.238 | dlogz: 36645.147 > 0.109
iter: 43 | bound: 0 | nc: 1 | ncall: 150 | eff(%): 28.667 | loglstar: -inf < -34847.911 < inf | logz: -34853.637 +/- 0.239 | dlogz: 35140.303 > 0.109
iter: 44 | bound: 0 | nc: 1 | ncall: 151 | eff(%): 29.139 | loglstar: -inf < -34595.395 < inf | logz: -34601.131 +/- 0.239 | dlogz: 34802.163 > 0.109
iter: 45 | bound: 0 | nc: 2 | ncall: 153 | eff(%): 29.412 | loglstar: -inf < -33700.454 < inf | logz: -33706.200 +/- 0.239 | dlogz: 34549.646 > 0.109
iter: 46 | bound: 0 | nc: 1 | ncall: 154 | eff(%): 29.870 | loglstar: -inf < -32942.965 < inf | logz: -32948.721 +/- 0.239 | dlogz: 33654.705 > 0.109
iter: 47 | bound: 0 | nc: 1 | ncall: 155 | eff(%): 30.323 | loglstar: -inf < -32867.065 < inf | logz: -32872.831 +/- 0.240 | dlogz: 32897.217 > 0.109
iter: 48 | bound: 0 | nc: 1 | ncall: 156 | eff(%): 30.769 | loglstar: -inf < -31960.440 < inf | logz: -31966.216 +/- 0.240 | dlogz: 32821.316 > 0.109
iter: 49 | bound: 0 | nc: 1 | ncall: 157 | eff(%): 31.210 | loglstar: -inf < -29588.702 < inf | logz: -29594.488 +/- 0.240 | dlogz: 31914.692 > 0.109
iter: 50 | bound: 0 | nc: 1 | ncall: 158 | eff(%): 31.646 | loglstar: -inf < -28856.509 < inf | logz: -28862.305 +/- 0.240 | dlogz: 29542.954 > 0.109
iter: 51 | bound: 0 | nc: 1 | ncall: 159 | eff(%): 32.075 | loglstar: -inf < -26013.521 < inf | logz: -26019.326 +/- 0.240 | dlogz: 28810.761 > 0.109
iter: 52 | bound: 0 | nc: 1 | ncall: 160 | eff(%): 32.500 | loglstar: -inf < -25384.917 < inf | logz: -25390.733 +/- 0.241 | dlogz: 25967.772 > 0.109
iter: 53 | bound: 0 | nc: 1 | ncall: 161 | eff(%): 32.919 | loglstar: -inf < -22571.902 < inf | logz: -22577.728 +/- 0.241 | dlogz: 25339.169 > 0.109
iter: 54 | bound: 0 | nc: 3 | ncall: 164 | eff(%): 32.927 | loglstar: -inf < -22513.919 < inf | logz: -22519.755 +/- 0.241 | dlogz: 22526.154 > 0.109
iter: 55 | bound: 0 | nc: 1 | ncall: 165 | eff(%): 33.333 | loglstar: -inf < -21973.013 < inf | logz: -21978.859 +/- 0.241 | dlogz: 22468.171 > 0.109
iter: 56 | bound: 0 | nc: 2 | ncall: 167 | eff(%): 33.533 | loglstar: -inf < -21811.050 < inf | logz: -21816.906 +/- 0.241 | dlogz: 21927.265 > 0.109
iter: 57 | bound: 0 | nc: 1 | ncall: 168 | eff(%): 33.929 | loglstar: -inf < -20649.381 < inf | logz: -20655.246 +/- 0.242 | dlogz: 21765.302 > 0.109
iter: 58 | bound: 0 | nc: 1 | ncall: 169 | eff(%): 34.320 | loglstar: -inf < -20458.596 < inf | logz: -20464.472 +/- 0.242 | dlogz: 20603.633 > 0.109
iter: 59 | bound: 0 | nc: 1 | ncall: 170 | eff(%): 34.706 | loglstar: -inf < -20141.456 < inf | logz: -20147.341 +/- 0.242 | dlogz: 20412.848 > 0.109
iter: 60 | bound: 0 | nc: 1 | ncall: 171 | eff(%): 35.088 | loglstar: -inf < -19506.924 < inf | logz: -19512.819 +/- 0.242 | dlogz: 20095.708 > 0.109
iter: 61 | bound: 0 | nc: 2 | ncall: 173 | eff(%): 35.260 | loglstar: -inf < -17686.754 < inf | logz: -17692.659 +/- 0.242 | dlogz: 19461.176 > 0.109
iter: 62 | bound: 0 | nc: 1 | ncall: 174 | eff(%): 35.632 | loglstar: -inf < -16579.670 < inf | logz: -16585.585 +/- 0.243 | dlogz: 17641.006 > 0.109
iter: 63 | bound: 0 | nc: 1 | ncall: 175 | eff(%): 36.000 | loglstar: -inf < -15809.523 < inf | logz: -15815.448 +/- 0.243 | dlogz: 16533.922 > 0.109
iter: 64 | bound: 0 | nc: 3 | ncall: 178 | eff(%): 35.955 | loglstar: -inf < -12764.576 < inf | logz: -12770.511 +/- 0.243 | dlogz: 15763.775 > 0.109
iter: 65 | bound: 0 | nc: 1 | ncall: 179 | eff(%): 36.313 | loglstar: -inf < -12345.514 < inf | logz: -12351.459 +/- 0.243 | dlogz: 12718.828 > 0.109
iter: 66 | bound: 0 | nc: 2 | ncall: 181 | eff(%): 36.464 | loglstar: -inf < -11912.384 < inf | logz: -11918.339 +/- 0.243 | dlogz: 12299.766 > 0.109
iter: 67 | bound: 0 | nc: 2 | ncall: 183 | eff(%): 36.612 | loglstar: -inf < -11545.705 < inf | logz: -11551.670 +/- 0.244 | dlogz: 11866.635 > 0.109
iter: 68 | bound: 0 | nc: 1 | ncall: 184 | eff(%): 36.957 | loglstar: -inf < -10262.076 < inf | logz: -10268.051 +/- 0.244 | dlogz: 11499.957 > 0.109
iter: 69 | bound: 0 | nc: 1 | ncall: 185 | eff(%): 37.297 | loglstar: -inf < -9969.947 < inf | logz: -9975.932 +/- 0.244 | dlogz: 10216.328 > 0.109
iter: 70 | bound: 0 | nc: 4 | ncall: 189 | eff(%): 37.037 | loglstar: -inf < -9509.401 < inf | logz: -9515.395 +/- 0.244 | dlogz: 9924.199 > 0.109
iter: 71 | bound: 0 | nc: 2 | ncall: 191 | eff(%): 37.173 | loglstar: -inf < -9099.032 < inf | logz: -9105.037 +/- 0.244 | dlogz: 9463.652 > 0.109
iter: 72 | bound: 0 | nc: 2 | ncall: 193 | eff(%): 37.306 | loglstar: -inf < -8946.761 < inf | logz: -8952.776 +/- 0.245 | dlogz: 9053.284 > 0.109
iter: 73 | bound: 0 | nc: 1 | ncall: 194 | eff(%): 37.629 | loglstar: -inf < -8830.200 < inf | logz: -8836.225 +/- 0.245 | dlogz: 8901.013 > 0.109
iter: 74 | bound: 0 | nc: 1 | ncall: 195 | eff(%): 37.949 | loglstar: -inf < -8561.147 < inf | logz: -8567.182 +/- 0.245 | dlogz: 8784.452 > 0.109
iter: 75 | bound: 0 | nc: 1 | ncall: 196 | eff(%): 38.265 | loglstar: -inf < -8399.295 < inf | logz: -8405.339 +/- 0.245 | dlogz: 8515.399 > 0.109
iter: 76 | bound: 0 | nc: 4 | ncall: 200 | eff(%): 38.000 | loglstar: -inf < -8313.975 < inf | logz: -8320.029 +/- 0.245 | dlogz: 8353.546 > 0.109
iter: 77 | bound: 0 | nc: 2 | ncall: 202 | eff(%): 38.119 | loglstar: -inf < -8194.899 < inf | logz: -8200.963 +/- 0.246 | dlogz: 8268.227 > 0.109
iter: 78 | bound: 0 | nc: 3 | ncall: 205 | eff(%): 38.049 | loglstar: -inf < -8121.417 < inf | logz: -8127.492 +/- 0.246 | dlogz: 8149.150 > 0.109
iter: 79 | bound: 0 | nc: 1 | ncall: 206 | eff(%): 38.350 | loglstar: -inf < -8037.624 < inf | logz: -8043.709 +/- 0.246 | dlogz: 8075.669 > 0.109
iter: 80 | bound: 0 | nc: 1 | ncall: 207 | eff(%): 38.647 | loglstar: -inf < -7966.683 < inf | logz: -7972.777 +/- 0.246 | dlogz: 7991.876 > 0.109
iter: 81 | bound: 0 | nc: 1 | ncall: 208 | eff(%): 38.942 | loglstar: -inf < -7831.766 < inf | logz: -7837.871 +/- 0.246 | dlogz: 7920.934 > 0.109
iter: 82 | bound: 0 | nc: 4 | ncall: 212 | eff(%): 38.679 | loglstar: -inf < -6924.477 < inf | logz: -6930.592 +/- 0.247 | dlogz: 7786.018 > 0.109
iter: 83 | bound: 0 | nc: 1 | ncall: 213 | eff(%): 38.967 | loglstar: -inf < -6723.789 < inf | logz: -6729.913 +/- 0.247 | dlogz: 6878.729 > 0.109
iter: 84 | bound: 0 | nc: 4 | ncall: 217 | eff(%): 38.710 | loglstar: -inf < -6514.924 < inf | logz: -6521.058 +/- 0.247 | dlogz: 6678.040 > 0.109
iter: 85 | bound: 0 | nc: 1 | ncall: 218 | eff(%): 38.991 | loglstar: -inf < -6291.950 < inf | logz: -6298.095 +/- 0.247 | dlogz: 6469.175 > 0.109
iter: 86 | bound: 0 | nc: 1 | ncall: 219 | eff(%): 39.269 | loglstar: -inf < -6100.542 < inf | logz: -6106.696 +/- 0.247 | dlogz: 6246.202 > 0.109
iter: 87 | bound: 0 | nc: 1 | ncall: 220 | eff(%): 39.545 | loglstar: -inf < -5715.724 < inf | logz: -5721.888 +/- 0.248 | dlogz: 6054.794 > 0.109
iter: 88 | bound: 0 | nc: 3 | ncall: 223 | eff(%): 39.462 | loglstar: -inf < -5670.675 < inf | logz: -5676.849 +/- 0.248 | dlogz: 5669.976 > 0.109
iter: 89 | bound: 0 | nc: 2 | ncall: 225 | eff(%): 39.556 | loglstar: -inf < -5656.792 < inf | logz: -5662.976 +/- 0.248 | dlogz: 5624.926 > 0.109
iter: 90 | bound: 0 | nc: 2 | ncall: 227 | eff(%): 39.648 | loglstar: -inf < -4887.864 < inf | logz: -4894.057 +/- 0.248 | dlogz: 5611.044 > 0.109
iter: 91 | bound: 0 | nc: 2 | ncall: 229 | eff(%): 39.738 | loglstar: -inf < -4858.781 < inf | logz: -4864.985 +/- 0.248 | dlogz: 4842.115 > 0.109
iter: 92 | bound: 0 | nc: 1 | ncall: 230 | eff(%): 40.000 | loglstar: -inf < -4840.701 < inf | logz: -4846.915 +/- 0.249 | dlogz: 4813.033 > 0.109
iter: 93 | bound: 0 | nc: 1 | ncall: 231 | eff(%): 40.260 | loglstar: -inf < -4828.295 < inf | logz: -4834.519 +/- 0.249 | dlogz: 4794.953 > 0.109
iter: 94 | bound: 0 | nc: 5 | ncall: 236 | eff(%): 39.831 | loglstar: -inf < -4756.362 < inf | logz: -4762.596 +/- 0.249 | dlogz: 4782.547 > 0.109
iter: 95 | bound: 0 | nc: 3 | ncall: 239 | eff(%): 39.749 | loglstar: -inf < -4563.649 < inf | logz: -4569.892 +/- 0.249 | dlogz: 4710.614 > 0.109
iter: 96 | bound: 0 | nc: 2 | ncall: 241 | eff(%): 39.834 | loglstar: -inf < -4487.540 < inf | logz: -4493.794 +/- 0.249 | dlogz: 4517.900 > 0.109
iter: 97 | bound: 0 | nc: 2 | ncall: 243 | eff(%): 39.918 | loglstar: -inf < -4090.608 < inf | logz: -4096.872 +/- 0.250 | dlogz: 4441.792 > 0.109
iter: 98 | bound: 0 | nc: 1 | ncall: 244 | eff(%): 40.164 | loglstar: -inf < -4027.206 < inf | logz: -4033.479 +/- 0.250 | dlogz: 4044.860 > 0.109
iter: 99 | bound: 0 | nc: 1 | ncall: 245 | eff(%): 40.408 | loglstar: -inf < -3976.051 < inf | logz: -3982.334 +/- 0.250 | dlogz: 3981.458 > 0.109
iter: 100 | bound: 0 | nc: 2 | ncall: 247 | eff(%): 40.486 | loglstar: -inf < -3964.950 < inf | logz: -3971.244 +/- 0.250 | dlogz: 3930.303 > 0.109
iter: 101 | bound: 0 | nc: 12 | ncall: 259 | eff(%): 38.996 | loglstar: -inf < -3963.148 < inf | logz: -3969.165 +/- 0.235 | dlogz: 3919.202 > 0.109
iter: 102 | bound: 0 | nc: 1 | ncall: 260 | eff(%): 39.231 | loglstar: -inf < -3858.023 < inf | logz: -3864.337 +/- 0.251 | dlogz: 3917.113 > 0.109
iter: 103 | bound: 0 | nc: 4 | ncall: 264 | eff(%): 39.015 | loglstar: -inf < -3714.153 < inf | logz: -3720.476 +/- 0.251 | dlogz: 3812.275 > 0.109
iter: 104 | bound: 0 | nc: 1 | ncall: 265 | eff(%): 39.245 | loglstar: -inf < -3691.429 < inf | logz: -3697.762 +/- 0.251 | dlogz: 3668.405 > 0.109
iter: 105 | bound: 0 | nc: 1 | ncall: 266 | eff(%): 39.474 | loglstar: -inf < -3690.794 < inf | logz: -3696.412 +/- 0.229 | dlogz: 3645.681 > 0.109
iter: 106 | bound: 0 | nc: 3 | ncall: 269 | eff(%): 39.405 | loglstar: -inf < -3639.305 < inf | logz: -3645.658 +/- 0.251 | dlogz: 3644.321 > 0.109
iter: 107 | bound: 0 | nc: 1 | ncall: 270 | eff(%): 39.630 | loglstar: -inf < -3481.869 < inf | logz: -3488.232 +/- 0.252 | dlogz: 3593.557 > 0.109
iter: 108 | bound: 0 | nc: 4 | ncall: 274 | eff(%): 39.416 | loglstar: -inf < -3407.561 < inf | logz: -3413.934 +/- 0.252 | dlogz: 3436.120 > 0.109
iter: 109 | bound: 0 | nc: 3 | ncall: 277 | eff(%): 39.350 | loglstar: -inf < -3276.230 < inf | logz: -3282.613 +/- 0.252 | dlogz: 3361.813 > 0.109
iter: 110 | bound: 0 | nc: 3 | ncall: 280 | eff(%): 39.286 | loglstar: -inf < -3142.500 < inf | logz: -3148.893 +/- 0.252 | dlogz: 3230.482 > 0.109
iter: 111 | bound: 0 | nc: 3 | ncall: 283 | eff(%): 39.223 | loglstar: -inf < -3095.611 < inf | logz: -3102.014 +/- 0.252 | dlogz: 3096.752 > 0.109
iter: 112 | bound: 0 | nc: 7 | ncall: 290 | eff(%): 38.621 | loglstar: -inf < -2891.672 < inf | logz: -2898.085 +/- 0.253 | dlogz: 3059.522 > 0.109
iter: 113 | bound: 0 | nc: 1 | ncall: 291 | eff(%): 38.832 | loglstar: -inf < -2887.341 < inf | logz: -2893.738 +/- 0.250 | dlogz: 2855.583 > 0.109
iter: 114 | bound: 0 | nc: 2 | ncall: 293 | eff(%): 38.908 | loglstar: -inf < -2880.007 < inf | logz: -2886.439 +/- 0.253 | dlogz: 2851.226 > 0.109
iter: 115 | bound: 0 | nc: 2 | ncall: 295 | eff(%): 38.983 | loglstar: -inf < -2877.295 < inf | logz: -2883.612 +/- 0.244 | dlogz: 2843.916 > 0.109
iter: 116 | bound: 0 | nc: 1 | ncall: 296 | eff(%): 39.189 | loglstar: -inf < -2869.037 < inf | logz: -2875.489 +/- 0.253 | dlogz: 2841.080 > 0.109
iter: 117 | bound: 0 | nc: 2 | ncall: 298 | eff(%): 39.262 | loglstar: -inf < -2823.241 < inf | logz: -2829.703 +/- 0.254 | dlogz: 2832.947 > 0.109
iter: 118 | bound: 0 | nc: 3 | ncall: 301 | eff(%): 39.203 | loglstar: -inf < -2807.399 < inf | logz: -2813.871 +/- 0.254 | dlogz: 2787.151 > 0.109
iter: 119 | bound: 0 | nc: 3 | ncall: 304 | eff(%): 39.145 | loglstar: -inf < -2584.507 < inf | logz: -2590.990 +/- 0.254 | dlogz: 2771.309 > 0.109
iter: 120 | bound: 0 | nc: 7 | ncall: 311 | eff(%): 38.585 | loglstar: -inf < -2534.872 < inf | logz: -2541.364 +/- 0.254 | dlogz: 2548.417 > 0.109
iter: 121 | bound: 0 | nc: 6 | ncall: 317 | eff(%): 38.170 | loglstar: -inf < -2475.203 < inf | logz: -2481.706 +/- 0.254 | dlogz: 2498.782 > 0.109
iter: 122 | bound: 0 | nc: 3 | ncall: 320 | eff(%): 38.125 | loglstar: -inf < -2409.434 < inf | logz: -2415.947 +/- 0.255 | dlogz: 2439.114 > 0.109
iter: 123 | bound: 0 | nc: 2 | ncall: 322 | eff(%): 38.199 | loglstar: -inf < -2357.362 < inf | logz: -2363.885 +/- 0.255 | dlogz: 2373.345 > 0.109
iter: 124 | bound: 0 | nc: 2 | ncall: 324 | eff(%): 38.272 | loglstar: -inf < -2332.425 < inf | logz: -2338.958 +/- 0.255 | dlogz: 2321.273 > 0.109
iter: 125 | bound: 0 | nc: 1 | ncall: 325 | eff(%): 38.462 | loglstar: -inf < -2241.567 < inf | logz: -2248.109 +/- 0.255 | dlogz: 2296.336 > 0.109
iter: 126 | bound: 0 | nc: 1 | ncall: 326 | eff(%): 38.650 | loglstar: -inf < -2111.446 < inf | logz: -2117.998 +/- 0.255 | dlogz: 2205.477 > 0.109
iter: 127 | bound: 0 | nc: 1 | ncall: 327 | eff(%): 38.838 | loglstar: -inf < -2057.789 < inf | logz: -2064.351 +/- 0.256 | dlogz: 2075.357 > 0.109
iter: 128 | bound: 0 | nc: 2 | ncall: 329 | eff(%): 38.906 | loglstar: -inf < -2024.794 < inf | logz: -2031.366 +/- 0.256 | dlogz: 2021.699 > 0.109
iter: 129 | bound: 0 | nc: 2 | ncall: 331 | eff(%): 38.973 | loglstar: -inf < -1953.469 < inf | logz: -1960.051 +/- 0.256 | dlogz: 1988.705 > 0.109
iter: 130 | bound: 0 | nc: 1 | ncall: 332 | eff(%): 39.157 | loglstar: -inf < -1901.647 < inf | logz: -1908.239 +/- 0.256 | dlogz: 1917.379 > 0.109
iter: 131 | bound: 0 | nc: 1 | ncall: 333 | eff(%): 39.339 | loglstar: -inf < -1893.478 < inf | logz: -1900.080 +/- 0.256 | dlogz: 1865.558 > 0.109
iter: 132 | bound: 0 | nc: 1 | ncall: 334 | eff(%): 39.521 | loglstar: -inf < -1889.960 < inf | logz: -1896.514 +/- 0.251 | dlogz: 1857.388 > 0.109
iter: 133 | bound: 0 | nc: 3 | ncall: 337 | eff(%): 39.466 | loglstar: -inf < -1834.355 < inf | logz: -1840.977 +/- 0.257 | dlogz: 1853.813 > 0.109
iter: 134 | bound: 0 | nc: 2 | ncall: 339 | eff(%): 39.528 | loglstar: -inf < -1809.136 < inf | logz: -1815.768 +/- 0.257 | dlogz: 1798.265 > 0.109
iter: 135 | bound: 0 | nc: 2 | ncall: 341 | eff(%): 39.589 | loglstar: -inf < -1787.484 < inf | logz: -1794.126 +/- 0.257 | dlogz: 1773.047 > 0.109
iter: 136 | bound: 0 | nc: 4 | ncall: 345 | eff(%): 39.420 | loglstar: -inf < -1772.810 < inf | logz: -1779.461 +/- 0.257 | dlogz: 1751.395 > 0.109
iter: 137 | bound: 0 | nc: 2 | ncall: 347 | eff(%): 39.481 | loglstar: -inf < -1711.594 < inf | logz: -1718.256 +/- 0.257 | dlogz: 1736.720 > 0.109
iter: 138 | bound: 0 | nc: 1 | ncall: 348 | eff(%): 39.655 | loglstar: -inf < -1693.160 < inf | logz: -1699.831 +/- 0.258 | dlogz: 1675.504 > 0.109
iter: 139 | bound: 0 | nc: 2 | ncall: 350 | eff(%): 39.714 | loglstar: -inf < -1646.810 < inf | logz: -1653.491 +/- 0.258 | dlogz: 1657.070 > 0.109
iter: 140 | bound: 0 | nc: 1 | ncall: 351 | eff(%): 39.886 | loglstar: -inf < -1606.895 < inf | logz: -1613.587 +/- 0.258 | dlogz: 1610.720 > 0.109
iter: 141 | bound: 0 | nc: 1 | ncall: 352 | eff(%): 40.057 | loglstar: -inf < -1548.832 < inf | logz: -1555.534 +/- 0.258 | dlogz: 1570.806 > 0.109
iter: 142 | bound: 0 | nc: 2 | ncall: 354 | eff(%): 40.113 | loglstar: -inf < -1544.183 < inf | logz: -1550.875 +/- 0.256 | dlogz: 1512.743 > 0.109
iter: 143 | bound: 0 | nc: 6 | ncall: 360 | eff(%): 39.722 | loglstar: -inf < -1508.269 < inf | logz: -1514.990 +/- 0.259 | dlogz: 1508.074 > 0.109
iter: 144 | bound: 0 | nc: 1 | ncall: 361 | eff(%): 39.889 | loglstar: -inf < -1505.101 < inf | logz: -1511.751 +/- 0.252 | dlogz: 1472.179 > 0.109
iter: 145 | bound: 0 | nc: 1 | ncall: 362 | eff(%): 40.055 | loglstar: -inf < -1444.404 < inf | logz: -1451.145 +/- 0.259 | dlogz: 1468.931 > 0.109
iter: 146 | bound: 0 | nc: 2 | ncall: 364 | eff(%): 40.110 | loglstar: -inf < -1427.798 < inf | logz: -1434.549 +/- 0.259 | dlogz: 1408.314 > 0.109
iter: 147 | bound: 0 | nc: 5 | ncall: 369 | eff(%): 39.837 | loglstar: -inf < -1383.129 < inf | logz: -1389.890 +/- 0.259 | dlogz: 1391.708 > 0.109
iter: 148 | bound: 0 | nc: 2 | ncall: 371 | eff(%): 39.892 | loglstar: -inf < -1356.732 < inf | logz: -1363.503 +/- 0.260 | dlogz: 1347.039 > 0.109
iter: 149 | bound: 0 | nc: 2 | ncall: 373 | eff(%): 39.946 | loglstar: -inf < -1330.692 < inf | logz: -1337.473 +/- 0.260 | dlogz: 1320.643 > 0.109
iter: 150 | bound: 0 | nc: 5 | ncall: 378 | eff(%): 39.683 | loglstar: -inf < -1320.999 < inf | logz: -1327.789 +/- 0.260 | dlogz: 1294.602 > 0.109
iter: 151 | bound: 0 | nc: 2 | ncall: 380 | eff(%): 39.737 | loglstar: -inf < -1318.616 < inf | logz: -1325.247 +/- 0.250 | dlogz: 1284.909 > 0.109
iter: 152 | bound: 0 | nc: 4 | ncall: 384 | eff(%): 39.583 | loglstar: -inf < -1264.943 < inf | logz: -1271.754 +/- 0.260 | dlogz: 1282.356 > 0.109
iter: 153 | bound: 0 | nc: 6 | ncall: 390 | eff(%): 39.231 | loglstar: -inf < -1245.687 < inf | logz: -1252.508 +/- 0.261 | dlogz: 1228.854 > 0.109
iter: 154 | bound: 0 | nc: 3 | ncall: 393 | eff(%): 39.186 | loglstar: -inf < -1208.333 < inf | logz: -1215.164 +/- 0.261 | dlogz: 1209.598 > 0.109
iter: 155 | bound: 0 | nc: 11 | ncall: 404 | eff(%): 38.366 | loglstar: -inf < -1208.178 < inf | logz: -1214.018 +/- 0.239 | dlogz: 1172.243 > 0.109
iter: 156 | bound: 0 | nc: 1 | ncall: 405 | eff(%): 38.519 | loglstar: -inf < -1192.458 < inf | logz: -1199.309 +/- 0.261 | dlogz: 1171.087 > 0.109
iter: 157 | bound: 0 | nc: 17 | ncall: 422 | eff(%): 37.204 | loglstar: -inf < -1190.139 < inf | logz: -1196.819 +/- 0.250 | dlogz: 1156.369 > 0.109
iter: 158 | bound: 0 | nc: 12 | ncall: 434 | eff(%): 36.406 | loglstar: -inf < -1156.847 < inf | logz: -1163.717 +/- 0.261 | dlogz: 1153.869 > 0.109
iter: 159 | bound: 0 | nc: 6 | ncall: 440 | eff(%): 36.136 | loglstar: -inf < -1040.635 < inf | logz: -1047.515 +/- 0.262 | dlogz: 1120.757 > 0.109
iter: 160 | bound: 0 | nc: 6 | ncall: 446 | eff(%): 35.874 | loglstar: -inf < -999.033 < inf | logz: -1005.923 +/- 0.262 | dlogz: 1004.545 > 0.109
iter: 161 | bound: 0 | nc: 1 | ncall: 447 | eff(%): 36.018 | loglstar: -inf < -983.198 < inf | logz: -990.098 +/- 0.262 | dlogz: 962.943 > 0.109
iter: 162 | bound: 0 | nc: 10 | ncall: 457 | eff(%): 35.449 | loglstar: -inf < -976.971 < inf | logz: -983.878 +/- 0.262 | dlogz: 947.108 > 0.109
iter: 163 | bound: 0 | nc: 6 | ncall: 463 | eff(%): 35.205 | loglstar: -inf < -963.191 < inf | logz: -970.111 +/- 0.262 | dlogz: 940.878 > 0.109
iter: 164 | bound: 0 | nc: 6 | ncall: 469 | eff(%): 34.968 | loglstar: -inf < -949.292 < inf | logz: -956.222 +/- 0.263 | dlogz: 927.101 > 0.109
iter: 165 | bound: 0 | nc: 3 | ncall: 472 | eff(%): 34.958 | loglstar: -inf < -927.690 < inf | logz: -934.630 +/- 0.263 | dlogz: 913.203 > 0.109
iter: 166 | bound: 0 | nc: 5 | ncall: 477 | eff(%): 34.801 | loglstar: -inf < -898.508 < inf | logz: -905.458 +/- 0.263 | dlogz: 891.600 > 0.109
iter: 167 | bound: 0 | nc: 2 | ncall: 479 | eff(%): 34.864 | loglstar: -inf < -867.255 < inf | logz: -874.215 +/- 0.263 | dlogz: 862.418 > 0.109
iter: 168 | bound: 0 | nc: 2 | ncall: 481 | eff(%): 34.927 | loglstar: -inf < -855.493 < inf | logz: -862.463 +/- 0.263 | dlogz: 831.166 > 0.109
iter: 169 | bound: 0 | nc: 6 | ncall: 487 | eff(%): 34.702 | loglstar: -inf < -768.324 < inf | logz: -775.304 +/- 0.264 | dlogz: 819.403 > 0.109
iter: 170 | bound: 0 | nc: 11 | ncall: 498 | eff(%): 34.137 | loglstar: -inf < -766.000 < inf | logz: -772.810 +/- 0.253 | dlogz: 732.235 > 0.109
iter: 171 | bound: 0 | nc: 7 | ncall: 505 | eff(%): 33.861 | loglstar: -inf < -761.314 < inf | logz: -768.293 +/- 0.262 | dlogz: 729.730 > 0.109
iter: 172 | bound: 0 | nc: 8 | ncall: 513 | eff(%): 33.528 | loglstar: -inf < -760.636 < inf | logz: -766.937 +/- 0.243 | dlogz: 725.204 > 0.109
iter: 173 | bound: 0 | nc: 6 | ncall: 519 | eff(%): 33.333 | loglstar: -inf < -754.434 < inf | logz: -761.448 +/- 0.263 | dlogz: 723.838 > 0.109
iter: 174 | bound: 0 | nc: 7 | ncall: 526 | eff(%): 33.080 | loglstar: -inf < -741.440 < inf | logz: -748.469 +/- 0.264 | dlogz: 718.338 > 0.109
iter: 175 | bound: 0 | nc: 2 | ncall: 528 | eff(%): 33.144 | loglstar: -inf < -726.531 < inf | logz: -733.570 +/- 0.265 | dlogz: 705.350 > 0.109
iter: 176 | bound: 0 | nc: 2 | ncall: 530 | eff(%): 33.208 | loglstar: -inf < -665.470 < inf | logz: -672.519 +/- 0.265 | dlogz: 690.441 > 0.109
iter: 177 | bound: 0 | nc: 5 | ncall: 535 | eff(%): 33.084 | loglstar: -inf < -659.615 < inf | logz: -666.669 +/- 0.264 | dlogz: 629.380 > 0.109
iter: 178 | bound: 0 | nc: 1 | ncall: 536 | eff(%): 33.209 | loglstar: -inf < -631.012 < inf | logz: -638.082 +/- 0.265 | dlogz: 623.520 > 0.109
iter: 179 | bound: 0 | nc: 1 | ncall: 537 | eff(%): 33.333 | loglstar: -inf < -628.361 < inf | logz: -635.307 +/- 0.257 | dlogz: 594.922 > 0.109
iter: 180 | bound: 0 | nc: 13 | ncall: 550 | eff(%): 32.727 | loglstar: -inf < -593.442 < inf | logz: -600.531 +/- 0.266 | dlogz: 592.138 > 0.109
iter: 181 | bound: 0 | nc: 7 | ncall: 557 | eff(%): 32.496 | loglstar: -inf < -580.838 < inf | logz: -587.937 +/- 0.266 | dlogz: 557.352 > 0.109
iter: 182 | bound: 0 | nc: 3 | ncall: 560 | eff(%): 32.500 | loglstar: -inf < -559.570 < inf | logz: -566.679 +/- 0.266 | dlogz: 544.748 > 0.109
iter: 183 | bound: 0 | nc: 10 | ncall: 570 | eff(%): 32.105 | loglstar: -inf < -525.706 < inf | logz: -532.825 +/- 0.266 | dlogz: 523.480 > 0.109
iter: 184 | bound: 0 | nc: 1 | ncall: 571 | eff(%): 32.224 | loglstar: -inf < -506.941 < inf | logz: -514.070 +/- 0.266 | dlogz: 489.617 > 0.109
iter: 185 | bound: 0 | nc: 4 | ncall: 575 | eff(%): 32.174 | loglstar: -inf < -462.515 < inf | logz: -469.654 +/- 0.267 | dlogz: 470.851 > 0.109
iter: 186 | bound: 0 | nc: 3 | ncall: 578 | eff(%): 32.180 | loglstar: -inf < -462.327 < inf | logz: -468.496 +/- 0.245 | dlogz: 426.425 > 0.109
iter: 187 | bound: 0 | nc: 4 | ncall: 582 | eff(%): 32.131 | loglstar: -inf < -460.460 < inf | logz: -467.168 +/- 0.244 | dlogz: 425.257 > 0.109
iter: 188 | bound: 0 | nc: 41 | ncall: 623 | eff(%): 30.177 | loglstar: -inf < -458.144 < inf | logz: -465.086 +/- 0.252 | dlogz: 423.919 > 0.109
iter: 189 | bound: 0 | nc: 11 | ncall: 634 | eff(%): 29.811 | loglstar: -inf < -451.885 < inf | logz: -459.060 +/- 0.267 | dlogz: 421.827 > 0.109
iter: 190 | bound: 0 | nc: 1 | ncall: 635 | eff(%): 29.921 | loglstar: -inf < -448.507 < inf | logz: -455.630 +/- 0.262 | dlogz: 415.791 > 0.109
iter: 191 | bound: 0 | nc: 2 | ncall: 637 | eff(%): 29.984 | loglstar: -inf < -436.622 < inf | logz: -443.821 +/- 0.268 | dlogz: 412.351 > 0.109
iter: 192 | bound: 0 | nc: 1 | ncall: 638 | eff(%): 30.094 | loglstar: -inf < -428.760 < inf | logz: -435.968 +/- 0.268 | dlogz: 400.532 > 0.109
iter: 193 | bound: 0 | nc: 11 | ncall: 649 | eff(%): 29.738 | loglstar: -inf < -427.875 < inf | logz: -434.490 +/- 0.249 | dlogz: 392.669 > 0.109
iter: 194 | bound: 0 | nc: 2 | ncall: 651 | eff(%): 29.800 | loglstar: -inf < -419.650 < inf | logz: -426.878 +/- 0.268 | dlogz: 391.181 > 0.109
iter: 195 | bound: 0 | nc: 15 | ncall: 666 | eff(%): 29.279 | loglstar: -inf < -418.564 < inf | logz: -425.285 +/- 0.250 | dlogz: 383.560 > 0.109
iter: 196 | bound: 0 | nc: 10 | ncall: 676 | eff(%): 28.994 | loglstar: -inf < -407.621 < inf | logz: -414.869 +/- 0.269 | dlogz: 381.956 > 0.109
iter: 197 | bound: 0 | nc: 20 | ncall: 696 | eff(%): 28.305 | loglstar: -inf < -396.397 < inf | logz: -403.655 +/- 0.269 | dlogz: 371.531 > 0.109
iter: 198 | bound: 0 | nc: 1 | ncall: 697 | eff(%): 28.407 | loglstar: -inf < -388.494 < inf | logz: -395.762 +/- 0.269 | dlogz: 360.307 > 0.109
iter: 199 | bound: 0 | nc: 5 | ncall: 702 | eff(%): 28.348 | loglstar: -inf < -386.596 < inf | logz: -393.611 +/- 0.256 | dlogz: 352.404 > 0.109
iter: 200 | bound: 0 | nc: 6 | ncall: 708 | eff(%): 28.249 | loglstar: -inf < -380.317 < inf | logz: -387.601 +/- 0.269 | dlogz: 350.243 > 0.109
iter: 201 | bound: 0 | nc: 4 | ncall: 712 | eff(%): 28.230 | loglstar: -inf < -352.851 < inf | logz: -360.150 +/- 0.269 | dlogz: 344.223 > 0.109
iter: 202 | bound: 0 | nc: 11 | ncall: 723 | eff(%): 27.939 | loglstar: -inf < -348.604 < inf | logz: -355.884 +/- 0.267 | dlogz: 316.762 > 0.109
iter: 203 | bound: 0 | nc: 11 | ncall: 734 | eff(%): 27.657 | loglstar: -inf < -344.132 < inf | logz: -351.427 +/- 0.268 | dlogz: 312.486 > 0.109
iter: 204 | bound: 0 | nc: 9 | ncall: 743 | eff(%): 27.456 | loglstar: -inf < -340.513 < inf | logz: -347.789 +/- 0.266 | dlogz: 308.019 > 0.109
iter: 205 | bound: 0 | nc: 2 | ncall: 745 | eff(%): 27.517 | loglstar: -inf < -337.706 < inf | logz: -344.927 +/- 0.262 | dlogz: 304.371 > 0.109
iter: 206 | bound: 0 | nc: 8 | ncall: 753 | eff(%): 27.357 | loglstar: -inf < -336.880 < inf | logz: -343.568 +/- 0.248 | dlogz: 301.499 > 0.109
iter: 207 | bound: 0 | nc: 17 | ncall: 770 | eff(%): 26.883 | loglstar: -inf < -336.255 < inf | logz: -342.665 +/- 0.241 | dlogz: 300.130 > 0.109
iter: 208 | bound: 0 | nc: 2 | ncall: 772 | eff(%): 26.943 | loglstar: -inf < -326.156 < inf | logz: -333.524 +/- 0.271 | dlogz: 299.217 > 0.109
iter: 209 | bound: 0 | nc: 1 | ncall: 773 | eff(%): 27.038 | loglstar: -inf < -323.418 < inf | logz: -330.673 +/- 0.263 | dlogz: 290.066 > 0.109
iter: 210 | bound: 0 | nc: 10 | ncall: 783 | eff(%): 26.820 | loglstar: -inf < -312.908 < inf | logz: -320.295 +/- 0.271 | dlogz: 287.206 > 0.109
iter: 211 | bound: 0 | nc: 1 | ncall: 784 | eff(%): 26.913 | loglstar: -inf < -308.671 < inf | logz: -316.040 +/- 0.269 | dlogz: 276.818 > 0.109
iter: 212 | bound: 0 | nc: 2 | ncall: 786 | eff(%): 26.972 | loglstar: -inf < -303.602 < inf | logz: -310.997 +/- 0.270 | dlogz: 272.553 > 0.109
iter: 213 | bound: 0 | nc: 4 | ncall: 790 | eff(%): 26.962 | loglstar: -inf < -297.953 < inf | logz: -305.364 +/- 0.271 | dlogz: 267.500 > 0.109
iter: 214 | bound: 0 | nc: 3 | ncall: 793 | eff(%): 26.986 | loglstar: -inf < -296.214 < inf | logz: -303.339 +/- 0.258 | dlogz: 261.857 > 0.109
iter: 215 | bound: 0 | nc: 9 | ncall: 802 | eff(%): 26.808 | loglstar: -inf < -295.420 < inf | logz: -302.130 +/- 0.248 | dlogz: 259.821 > 0.109
iter: 216 | bound: 0 | nc: 1 | ncall: 803 | eff(%): 26.899 | loglstar: -inf < -291.472 < inf | logz: -298.862 +/- 0.267 | dlogz: 258.603 > 0.109
iter: 217 | bound: 0 | nc: 10 | ncall: 813 | eff(%): 26.691 | loglstar: -inf < -284.206 < inf | logz: -291.662 +/- 0.272 | dlogz: 255.325 > 0.109
iter: 218 | bound: 0 | nc: 28 | ncall: 841 | eff(%): 25.922 | loglstar: -inf < -281.409 < inf | logz: -288.761 +/- 0.265 | dlogz: 248.115 > 0.109
iter: 219 | bound: 0 | nc: 9 | ncall: 850 | eff(%): 25.765 | loglstar: -inf < -271.545 < inf | logz: -279.022 +/- 0.273 | dlogz: 245.204 > 0.109
iter: 220 | bound: 0 | nc: 1 | ncall: 851 | eff(%): 25.852 | loglstar: -inf < -269.186 < inf | logz: -276.500 +/- 0.263 | dlogz: 235.455 > 0.109
iter: 221 | bound: 0 | nc: 26 | ncall: 877 | eff(%): 25.200 | loglstar: -inf < -267.672 < inf | logz: -274.775 +/- 0.255 | dlogz: 232.923 > 0.109
iter: 222 | bound: 0 | nc: 2 | ncall: 879 | eff(%): 25.256 | loglstar: -inf < -264.548 < inf | logz: -271.951 +/- 0.265 | dlogz: 231.188 > 0.109
iter: 223 | bound: 0 | nc: 41 | ncall: 920 | eff(%): 24.239 | loglstar: -inf < -260.841 < inf | logz: -268.308 +/- 0.269 | dlogz: 228.354 > 0.109
iter: 224 | bound: 0 | nc: 5 | ncall: 925 | eff(%): 24.216 | loglstar: -inf < -257.883 < inf | logz: -265.309 +/- 0.266 | dlogz: 224.701 > 0.109
iter: 225 | bound: 0 | nc: 5 | ncall: 930 | eff(%): 24.194 | loglstar: -inf < -256.101 < inf | logz: -263.333 +/- 0.259 | dlogz: 221.692 > 0.109
iter: 226 | bound: 0 | nc: 1 | ncall: 931 | eff(%): 24.275 | loglstar: -inf < -248.505 < inf | logz: -256.051 +/- 0.274 | dlogz: 219.706 > 0.109
iter: 227 | bound: 0 | nc: 9 | ncall: 940 | eff(%): 24.149 | loglstar: -inf < -246.573 < inf | logz: -253.874 +/- 0.261 | dlogz: 212.415 > 0.109
iter: 228 | bound: 0 | nc: 4 | ncall: 944 | eff(%): 24.153 | loglstar: -inf < -246.542 < inf | logz: -252.935 +/- 0.248 | dlogz: 210.227 > 0.109
iter: 229 | bound: 0 | nc: 2 | ncall: 946 | eff(%): 24.207 | loglstar: -inf < -238.222 < inf | logz: -245.798 +/- 0.274 | dlogz: 209.278 > 0.109
iter: 230 | bound: 0 | nc: 18 | ncall: 964 | eff(%): 23.859 | loglstar: -inf < -230.602 < inf | logz: -238.188 +/- 0.275 | dlogz: 202.131 > 0.109
iter: 231 | bound: 0 | nc: 13 | ncall: 977 | eff(%): 23.644 | loglstar: -inf < -225.881 < inf | logz: -233.460 +/- 0.273 | dlogz: 194.511 > 0.109
iter: 232 | bound: 0 | nc: 6 | ncall: 983 | eff(%): 23.601 | loglstar: -inf < -223.849 < inf | logz: -231.220 +/- 0.263 | dlogz: 189.773 > 0.109
iter: 233 | bound: 0 | nc: 4 | ncall: 987 | eff(%): 23.607 | loglstar: -inf < -219.390 < inf | logz: -226.980 +/- 0.273 | dlogz: 187.523 > 0.109
iter: 234 | bound: 0 | nc: 1 | ncall: 988 | eff(%): 23.684 | loglstar: -inf < -217.920 < inf | logz: -225.163 +/- 0.259 | dlogz: 183.274 > 0.109
iter: 235 | bound: 0 | nc: 30 | ncall: 1018 | eff(%): 23.084 | loglstar: -inf < -216.957 < inf | logz: -223.927 +/- 0.252 | dlogz: 181.446 > 0.109
iter: 236 | bound: 0 | nc: 12 | ncall: 1030 | eff(%): 22.913 | loglstar: -inf < -214.303 < inf | logz: -221.760 +/- 0.263 | dlogz: 180.201 > 0.109
iter: 237 | bound: 0 | nc: 7 | ncall: 1037 | eff(%): 22.854 | loglstar: -inf < -207.340 < inf | logz: -214.995 +/- 0.276 | dlogz: 178.023 > 0.109
iter: 238 | bound: 0 | nc: 20 | ncall: 1057 | eff(%): 22.517 | loglstar: -inf < -205.643 < inf | logz: -212.996 +/- 0.262 | dlogz: 171.249 > 0.109
iter: 239 | bound: 0 | nc: 20 | ncall: 1077 | eff(%): 22.191 | loglstar: -inf < -205.300 < inf | logz: -211.987 +/- 0.250 | dlogz: 169.239 > 0.109
iter: 240 | bound: 0 | nc: 1 | ncall: 1078 | eff(%): 22.263 | loglstar: -inf < -202.768 < inf | logz: -210.195 +/- 0.260 | dlogz: 168.220 > 0.109
iter: 241 | bound: 0 | nc: 24 | ncall: 1102 | eff(%): 21.869 | loglstar: -inf < -202.594 < inf | logz: -209.212 +/- 0.250 | dlogz: 166.419 > 0.109
iter: 242 | bound: 0 | nc: 7 | ncall: 1109 | eff(%): 21.821 | loglstar: -inf < -199.116 < inf | logz: -206.707 +/- 0.267 | dlogz: 165.426 > 0.109
iter: 243 | bound: 0 | nc: 9 | ncall: 1118 | eff(%): 21.735 | loglstar: -inf < -198.078 < inf | logz: -205.232 +/- 0.257 | dlogz: 162.911 > 0.109
iter: 244 | bound: 0 | nc: 1 | ncall: 1119 | eff(%): 21.805 | loglstar: -inf < -194.362 < inf | logz: -202.023 +/- 0.271 | dlogz: 161.426 > 0.109
iter: 245 | bound: 0 | nc: 1 | ncall: 1120 | eff(%): 21.875 | loglstar: -inf < -192.051 < inf | logz: -199.600 +/- 0.266 | dlogz: 158.207 > 0.109
iter: 246 | bound: 0 | nc: 5 | ncall: 1125 | eff(%): 21.867 | loglstar: -inf < -190.751 < inf | logz: -198.024 +/- 0.258 | dlogz: 155.774 > 0.109
iter: 247 | bound: 0 | nc: 7 | ncall: 1132 | eff(%): 21.820 | loglstar: -inf < -188.651 < inf | logz: -196.129 +/- 0.262 | dlogz: 154.189 > 0.109
iter: 248 | bound: 0 | nc: 1 | ncall: 1133 | eff(%): 21.889 | loglstar: -inf < -187.286 < inf | logz: -194.585 +/- 0.257 | dlogz: 152.283 > 0.109
iter: 249 | bound: 0 | nc: 4 | ncall: 1137 | eff(%): 21.900 | loglstar: -inf < -186.634 < inf | logz: -193.551 +/- 0.251 | dlogz: 159.012 > 0.109
iter: 250 | bound: 0 | nc: 20 | ncall: 1157 | eff(%): 21.608 | loglstar: -inf < -185.915 < inf | logz: -192.727 +/- 0.246 | dlogz: 160.684 > 0.109
iter: 251 | bound: 0 | nc: 16 | ncall: 1173 | eff(%): 21.398 | loglstar: -inf < -180.096 < inf | logz: -187.881 +/- 0.277 | dlogz: 159.849 > 0.109
iter: 252 | bound: 0 | nc: 8 | ncall: 1181 | eff(%): 21.338 | loglstar: -inf < -179.861 < inf | logz: -186.712 +/- 0.258 | dlogz: 154.994 > 0.109
iter: 253 | bound: 0 | nc: 5 | ncall: 1186 | eff(%): 21.332 | loglstar: -inf < -176.398 < inf | logz: -184.107 +/- 0.270 | dlogz: 153.815 > 0.109
iter: 254 | bound: 0 | nc: 9 | ncall: 1195 | eff(%): 21.255 | loglstar: -inf < -174.289 < inf | logz: -181.886 +/- 0.266 | dlogz: 151.199 > 0.109
iter: 255 | bound: 0 | nc: 2 | ncall: 1197 | eff(%): 21.303 | loglstar: -inf < -173.653 < inf | logz: -180.700 +/- 0.255 | dlogz: 148.969 > 0.109
iter: 256 | bound: 0 | nc: 5 | ncall: 1202 | eff(%): 21.298 | loglstar: -inf < -172.841 < inf | logz: -179.799 +/- 0.250 | dlogz: 147.773 > 0.109
iter: 257 | bound: 0 | nc: 1 | ncall: 1203 | eff(%): 21.363 | loglstar: -inf < -171.660 < inf | logz: -178.793 +/- 0.250 | dlogz: 146.861 > 0.109
iter: 258 | bound: 0 | nc: 35 | ncall: 1238 | eff(%): 20.840 | loglstar: -inf < -171.562 < inf | logz: -178.094 +/- 0.245 | dlogz: 145.846 > 0.109
iter: 259 | bound: 0 | nc: 6 | ncall: 1244 | eff(%): 20.820 | loglstar: -inf < -171.478 < inf | logz: -177.659 +/- 0.240 | dlogz: 145.137 > 0.109
iter: 260 | bound: 0 | nc: 2 | ncall: 1246 | eff(%): 20.867 | loglstar: -inf < -170.504 < inf | logz: -177.150 +/- 0.239 | dlogz: 144.692 > 0.109
iter: 261 | bound: 0 | nc: 1 | ncall: 1247 | eff(%): 20.930 | loglstar: -inf < -169.396 < inf | logz: -176.382 +/- 0.242 | dlogz: 144.173 > 0.109
iter: 262 | bound: 0 | nc: 22 | ncall: 1269 | eff(%): 20.646 | loglstar: -inf < -165.812 < inf | logz: -173.624 +/- 0.272 | dlogz: 143.395 > 0.109
iter: 263 | bound: 0 | nc: 1 | ncall: 1270 | eff(%): 20.709 | loglstar: -inf < -165.766 < inf | logz: -172.578 +/- 0.257 | dlogz: 146.955 > 0.109
iter: 264 | bound: 0 | nc: 2 | ncall: 1272 | eff(%): 20.755 | loglstar: -inf < -164.338 < inf | logz: -171.585 +/- 0.254 | dlogz: 145.899 > 0.109
iter: 265 | bound: 0 | nc: 37 | ncall: 1309 | eff(%): 20.244 | loglstar: -inf < -163.215 < inf | logz: -170.471 +/- 0.253 | dlogz: 144.896 > 0.109
iter: 266 | bound: 0 | nc: 20 | ncall: 1329 | eff(%): 20.015 | loglstar: -inf < -162.148 < inf | logz: -169.385 +/- 0.253 | dlogz: 143.772 > 0.109
iter: 267 | bound: 0 | nc: 1 | ncall: 1330 | eff(%): 20.075 | loglstar: -inf < -161.389 < inf | logz: -168.457 +/- 0.250 | dlogz: 142.676 > 0.109
iter: 268 | bound: 0 | nc: 17 | ncall: 1347 | eff(%): 19.896 | loglstar: -inf < -159.743 < inf | logz: -167.198 +/- 0.256 | dlogz: 141.738 > 0.109
iter: 269 | bound: 0 | nc: 4 | ncall: 1351 | eff(%): 19.911 | loglstar: -inf < -156.648 < inf | logz: -164.509 +/- 0.273 | dlogz: 140.469 > 0.109
iter: 270 | bound: 0 | nc: 3 | ncall: 1354 | eff(%): 19.941 | loglstar: -inf < -155.982 < inf | logz: -163.227 +/- 0.260 | dlogz: 137.769 > 0.109
iter: 271 | bound: 0 | nc: 39 | ncall: 1393 | eff(%): 19.454 | loglstar: -inf < -155.660 < inf | logz: -162.474 +/- 0.252 | dlogz: 136.478 > 0.109
iter: 272 | bound: 0 | nc: 19 | ncall: 1412 | eff(%): 19.263 | loglstar: -inf < -153.074 < inf | logz: -160.799 +/- 0.264 | dlogz: 135.715 > 0.109
iter: 273 | bound: 0 | nc: 22 | ncall: 1434 | eff(%): 19.038 | loglstar: -inf < -152.954 < inf | logz: -159.846 +/- 0.255 | dlogz: 134.030 > 0.109
iter: 274 | bound: 0 | nc: 2 | ncall: 1436 | eff(%): 19.081 | loglstar: -inf < -152.895 < inf | logz: -159.337 +/- 0.248 | dlogz: 133.067 > 0.109
iter: 275 | bound: 0 | nc: 13 | ncall: 1449 | eff(%): 18.979 | loglstar: -inf < -152.080 < inf | logz: -158.828 +/- 0.244 | dlogz: 132.548 > 0.109
iter: 276 | bound: 0 | nc: 16 | ncall: 1465 | eff(%): 18.840 | loglstar: -inf < -151.702 < inf | logz: -158.314 +/- 0.242 | dlogz: 132.030 > 0.109
iter: 277 | bound: 0 | nc: 6 | ncall: 1471 | eff(%): 18.831 | loglstar: -inf < -147.702 < inf | logz: -155.665 +/- 0.274 | dlogz: 131.505 > 0.109
iter: 278 | bound: 0 | nc: 22 | ncall: 1493 | eff(%): 18.620 | loglstar: -inf < -146.588 < inf | logz: -154.127 +/- 0.264 | dlogz: 128.846 > 0.109
iter: 279 | bound: 0 | nc: 23 | ncall: 1516 | eff(%): 18.404 | loglstar: -inf < -145.962 < inf | logz: -153.141 +/- 0.256 | dlogz: 127.298 > 0.109
iter: 280 | bound: 0 | nc: 29 | ncall: 1545 | eff(%): 18.123 | loglstar: -inf < -143.630 < inf | logz: -151.423 +/- 0.266 | dlogz: 126.302 > 0.109
iter: 281 | bound: 0 | nc: 1 | ncall: 1546 | eff(%): 18.176 | loglstar: -inf < -141.360 < inf | logz: -149.237 +/- 0.271 | dlogz: 124.575 > 0.109
iter: 282 | bound: 0 | nc: 4 | ncall: 1550 | eff(%): 18.194 | loglstar: -inf < -136.281 < inf | logz: -144.371 +/- 0.282 | dlogz: 122.378 > 0.109
iter: 283 | bound: 0 | nc: 47 | ncall: 1597 | eff(%): 17.721 | loglstar: -inf < -135.157 < inf | logz: -142.766 +/- 0.267 | dlogz: 117.503 > 0.109
iter: 284 | bound: 0 | nc: 15 | ncall: 1612 | eff(%): 17.618 | loglstar: -inf < -133.053 < inf | logz: -140.895 +/- 0.269 | dlogz: 115.887 > 0.109
iter: 285 | bound: 0 | nc: 6 | ncall: 1618 | eff(%): 17.614 | loglstar: -inf < -132.313 < inf | logz: -139.698 +/- 0.260 | dlogz: 114.007 > 0.109
iter: 286 | bound: 0 | nc: 2 | ncall: 1620 | eff(%): 17.654 | loglstar: -inf < -132.022 < inf | logz: -138.959 +/- 0.254 | dlogz: 112.799 > 0.109
iter: 287 | bound: 0 | nc: 9 | ncall: 1629 | eff(%): 17.618 | loglstar: -inf < -131.000 < inf | logz: -138.208 +/- 0.252 | dlogz: 112.050 > 0.109
iter: 288 | bound: 0 | nc: 12 | ncall: 1641 | eff(%): 17.550 | loglstar: -inf < -129.686 < inf | logz: -137.173 +/- 0.255 | dlogz: 111.290 > 0.109
iter: 289 | bound: 0 | nc: 54 | ncall: 1695 | eff(%): 17.050 | loglstar: -inf < -127.320 < inf | logz: -135.247 +/- 0.269 | dlogz: 110.245 > 0.109
iter: 290 | bound: 0 | nc: 56 | ncall: 1751 | eff(%): 16.562 | loglstar: -inf < -125.329 < inf | logz: -133.241 +/- 0.270 | dlogz: 108.309 > 0.109
iter: 291 | bound: 0 | nc: 1 | ncall: 1752 | eff(%): 16.610 | loglstar: -inf < -124.558 < inf | logz: -132.022 +/- 0.262 | dlogz: 106.293 > 0.109
iter: 292 | bound: 0 | nc: 15 | ncall: 1767 | eff(%): 16.525 | loglstar: -inf < -122.766 < inf | logz: -130.554 +/- 0.265 | dlogz: 105.064 > 0.109
iter: 293 | bound: 0 | nc: 12 | ncall: 1779 | eff(%): 16.470 | loglstar: -inf < -122.714 < inf | logz: -129.703 +/- 0.257 | dlogz: 103.586 > 0.109
iter: 294 | bound: 0 | nc: 18 | ncall: 1797 | eff(%): 16.361 | loglstar: -inf < -120.733 < inf | logz: -128.480 +/- 0.262 | dlogz: 102.726 > 0.109
iter: 295 | bound: 0 | nc: 19 | ncall: 1816 | eff(%): 16.244 | loglstar: -inf < -120.111 < inf | logz: -127.465 +/- 0.258 | dlogz: 101.492 > 0.109
iter: 296 | bound: 0 | nc: 14 | ncall: 1830 | eff(%): 16.175 | loglstar: -inf < -118.392 < inf | logz: -126.156 +/- 0.263 | dlogz: 100.467 > 0.109
iter: 297 | bound: 0 | nc: 4 | ncall: 1834 | eff(%): 16.194 | loglstar: -inf < -117.880 < inf | logz: -125.187 +/- 0.258 | dlogz: 99.148 > 0.109
iter: 298 | bound: 0 | nc: 29 | ncall: 1863 | eff(%): 15.996 | loglstar: -inf < -117.161 < inf | logz: -124.411 +/- 0.254 | dlogz: 98.169 > 0.109
iter: 299 | bound: 0 | nc: 6 | ncall: 1869 | eff(%): 15.998 | loglstar: -inf < -116.834 < inf | logz: -123.792 +/- 0.251 | dlogz: 97.383 > 0.109
iter: 300 | bound: 0 | nc: 3 | ncall: 1872 | eff(%): 16.026 | loglstar: -inf < -114.597 < inf | logz: -122.469 +/- 0.263 | dlogz: 96.754 > 0.109
iter: 301 | bound: 0 | nc: 63 | ncall: 1935 | eff(%): 15.556 | loglstar: -inf < -113.724 < inf | logz: -121.297 +/- 0.261 | dlogz: 95.422 > 0.109
iter: 302 | bound: 0 | nc: 6 | ncall: 1941 | eff(%): 15.559 | loglstar: -inf < -113.440 < inf | logz: -120.545 +/- 0.255 | dlogz: 94.240 > 0.109
iter: 303 | bound: 0 | nc: 17 | ncall: 1958 | eff(%): 15.475 | loglstar: -inf < -113.287 < inf | logz: -120.046 +/- 0.251 | dlogz: 93.477 > 0.109
iter: 304 | bound: 0 | nc: 18 | ncall: 1976 | eff(%): 15.385 | loglstar: -inf < -113.121 < inf | logz: -119.670 +/- 0.246 | dlogz: 92.969 > 0.109
iter: 305 | bound: 0 | nc: 1 | ncall: 1977 | eff(%): 15.427 | loglstar: -inf < -113.001 < inf | logz: -119.365 +/- 0.243 | dlogz: 92.583 > 0.109
iter: 306 | bound: 0 | nc: 41 | ncall: 2018 | eff(%): 15.164 | loglstar: -inf < -110.685 < inf | logz: -118.433 +/- 0.255 | dlogz: 92.267 > 0.109
iter: 307 | bound: 0 | nc: 17 | ncall: 2035 | eff(%): 15.086 | loglstar: -inf < -109.981 < inf | logz: -117.458 +/- 0.256 | dlogz: 91.326 > 0.109
iter: 308 | bound: 0 | nc: 4 | ncall: 2039 | eff(%): 15.105 | loglstar: -inf < -109.504 < inf | logz: -116.728 +/- 0.254 | dlogz: 90.341 > 0.109
iter: 309 | bound: 0 | nc: 7 | ncall: 2046 | eff(%): 15.103 | loglstar: -inf < -108.948 < inf | logz: -116.102 +/- 0.252 | dlogz: 89.600 > 0.109
iter: 310 | bound: 0 | nc: 6 | ncall: 2052 | eff(%): 15.107 | loglstar: -inf < -108.422 < inf | logz: -115.521 +/- 0.250 | dlogz: 88.965 > 0.109
iter: 311 | bound: 0 | nc: 101 | ncall: 2153 | eff(%): 14.445 | loglstar: -inf < -107.720 < inf | logz: -114.918 +/- 0.250 | dlogz: 88.374 > 0.109
iter: 312 | bound: 0 | nc: 30 | ncall: 2183 | eff(%): 14.292 | loglstar: -inf < -104.939 < inf | logz: -113.104 +/- 0.272 | dlogz: 87.761 > 0.109
iter: 313 | bound: 0 | nc: 46 | ncall: 2229 | eff(%): 14.042 | loglstar: -inf < -104.006 < inf | logz: -111.778 +/- 0.266 | dlogz: 85.937 > 0.109
iter: 314 | bound: 0 | nc: 6 | ncall: 2235 | eff(%): 14.049 | loglstar: -inf < -103.088 < inf | logz: -110.739 +/- 0.263 | dlogz: 84.602 > 0.109
iter: 315 | bound: 0 | nc: 56 | ncall: 2291 | eff(%): 13.749 | loglstar: -inf < -102.938 < inf | logz: -110.051 +/- 0.257 | dlogz: 83.552 > 0.109
iter: 316 | bound: 0 | nc: 2 | ncall: 2293 | eff(%): 13.781 | loglstar: -inf < -102.260 < inf | logz: -109.471 +/- 0.254 | dlogz: 82.854 > 0.109
iter: 317 | bound: 0 | nc: 18 | ncall: 2311 | eff(%): 13.717 | loglstar: -inf < -101.863 < inf | logz: -108.930 +/- 0.251 | dlogz: 82.265 > 0.109
iter: 318 | bound: 0 | nc: 14 | ncall: 2325 | eff(%): 13.677 | loglstar: -inf < -100.866 < inf | logz: -108.278 +/- 0.252 | dlogz: 81.713 > 0.109
iter: 319 | bound: 0 | nc: 58 | ncall: 2383 | eff(%): 13.386 | loglstar: -inf < -100.817 < inf | logz: -107.741 +/- 0.250 | dlogz: 81.051 > 0.109
iter: 320 | bound: 0 | nc: 4 | ncall: 2387 | eff(%): 13.406 | loglstar: -inf < -99.874 < inf | logz: -107.181 +/- 0.250 | dlogz: 80.505 > 0.109
iter: 321 | bound: 0 | nc: 6 | ncall: 2393 | eff(%): 13.414 | loglstar: -inf < -99.727 < inf | logz: -106.674 +/- 0.249 | dlogz: 79.934 > 0.109
iter: 322 | bound: 0 | nc: 48 | ncall: 2441 | eff(%): 13.191 | loglstar: -inf < -99.390 < inf | logz: -106.264 +/- 0.247 | dlogz: 79.418 > 0.109
iter: 323 | bound: 0 | nc: 20 | ncall: 2461 | eff(%): 13.125 | loglstar: -inf < -99.026 < inf | logz: -105.876 +/- 0.245 | dlogz: 78.998 > 0.109
iter: 324 | bound: 0 | nc: 60 | ncall: 2521 | eff(%): 12.852 | loglstar: -inf < -98.101 < inf | logz: -105.368 +/- 0.247 | dlogz: 78.600 > 0.109
iter: 325 | bound: 0 | nc: 23 | ncall: 2544 | eff(%): 12.775 | loglstar: -inf < -97.926 < inf | logz: -104.887 +/- 0.247 | dlogz: 78.082 > 0.109
iter: 326 | bound: 0 | nc: 78 | ncall: 2622 | eff(%): 12.433 | loglstar: -inf < -97.647 < inf | logz: -104.496 +/- 0.245 | dlogz: 77.590 > 0.109
iter: 327 | bound: 0 | nc: 55 | ncall: 2677 | eff(%): 12.215 | loglstar: -inf < -97.289 < inf | logz: -104.130 +/- 0.244 | dlogz: 77.190 > 0.109
iter: 328 | bound: 0 | nc: 12 | ncall: 2689 | eff(%): 12.198 | loglstar: -inf < -96.344 < inf | logz: -103.636 +/- 0.246 | dlogz: 76.814 > 0.109
iter: 329 | bound: 0 | nc: 47 | ncall: 2736 | eff(%): 12.025 | loglstar: -inf < -96.082 < inf | logz: -103.142 +/- 0.247 | dlogz: 76.310 > 0.109
iter: 330 | bound: 0 | nc: 27 | ncall: 2763 | eff(%): 11.944 | loglstar: -inf < -94.499 < inf | logz: -102.317 +/- 0.256 | dlogz: 75.806 > 0.109
iter: 331 | bound: 0 | nc: 41 | ncall: 2804 | eff(%): 11.805 | loglstar: -inf < -93.853 < inf | logz: -101.467 +/- 0.258 | dlogz: 74.971 > 0.109
iter: 332 | bound: 0 | nc: 6 | ncall: 2810 | eff(%): 11.815 | loglstar: -inf < -92.867 < inf | logz: -100.604 +/- 0.260 | dlogz: 74.111 > 0.109
iter: 333 | bound: 0 | nc: 28 | ncall: 2838 | eff(%): 11.734 | loglstar: -inf < -92.651 < inf | logz: -99.944 +/- 0.257 | dlogz: 73.238 > 0.109
iter: 334 | bound: 0 | nc: 18 | ncall: 2856 | eff(%): 11.695 | loglstar: -inf < -91.638 < inf | logz: -99.254 +/- 0.257 | dlogz: 72.568 > 0.109
iter: 335 | bound: 0 | nc: 58 | ncall: 2914 | eff(%): 11.496 | loglstar: -inf < -90.541 < inf | logz: -98.359 +/- 0.260 | dlogz: 71.868 > 0.109
iter: 336 | bound: 0 | nc: 23 | ncall: 2937 | eff(%): 11.440 | loglstar: -inf < -90.446 < inf | logz: -97.706 +/- 0.258 | dlogz: 70.963 > 0.109
iter: 337 | bound: 0 | nc: 31 | ncall: 2968 | eff(%): 11.354 | loglstar: -inf < -90.401 < inf | logz: -97.295 +/- 0.254 | dlogz: 70.300 > 0.109
iter: 338 | bound: 0 | nc: 62 | ncall: 3030 | eff(%): 11.155 | loglstar: -inf < -88.458 < inf | logz: -96.435 +/- 0.261 | dlogz: 69.879 > 0.109
iter: 339 | bound: 0 | nc: 139 | ncall: 3169 | eff(%): 10.697 | loglstar: -inf < -87.677 < inf | logz: -95.483 +/- 0.262 | dlogz: 69.009 > 0.109
iter: 340 | bound: 0 | nc: 86 | ncall: 3255 | eff(%): 10.445 | loglstar: -inf < -83.964 < inf | logz: -92.566 +/- 0.287 | dlogz: 68.048 > 0.109
iter: 341 | bound: 0 | nc: 16 | ncall: 3271 | eff(%): 10.425 | loglstar: -inf < -83.899 < inf | logz: -91.505 +/- 0.272 | dlogz: 65.120 > 0.109
iter: 342 | bound: 0 | nc: 36 | ncall: 3307 | eff(%): 10.342 | loglstar: -inf < -83.189 < inf | logz: -90.804 +/- 0.265 | dlogz: 64.049 > 0.109
iter: 343 | bound: 0 | nc: 3 | ncall: 3310 | eff(%): 10.363 | loglstar: -inf < -82.989 < inf | logz: -90.249 +/- 0.260 | dlogz: 63.339 > 0.109
iter: 344 | bound: 0 | nc: 1 | ncall: 3311 | eff(%): 10.390 | loglstar: -inf < -82.760 < inf | logz: -89.828 +/- 0.256 | dlogz: 62.774 > 0.109
iter: 345 | bound: 0 | nc: 35 | ncall: 3346 | eff(%): 10.311 | loglstar: -inf < -82.565 < inf | logz: -89.477 +/- 0.252 | dlogz: 62.342 > 0.109
iter: 346 | bound: 0 | nc: 50 | ncall: 3396 | eff(%): 10.188 | loglstar: -inf < -80.595 < inf | logz: -88.639 +/- 0.261 | dlogz: 61.982 > 0.109
iter: 347 | bound: 0 | nc: 44 | ncall: 3440 | eff(%): 10.087 | loglstar: -inf < -80.034 < inf | logz: -87.782 +/- 0.262 | dlogz: 61.134 > 0.109
iter: 348 | bound: 0 | nc: 23 | ncall: 3463 | eff(%): 10.049 | loglstar: -inf < -79.907 < inf | logz: -87.208 +/- 0.258 | dlogz: 60.266 > 0.109
iter: 349 | bound: 0 | nc: 30 | ncall: 3493 | eff(%): 9.991 | loglstar: -inf < -79.086 < inf | logz: -86.647 +/- 0.257 | dlogz: 59.683 > 0.109
iter: 350 | bound: 1 | nc: 66 | ncall: 3559 | eff(%): 9.834 | loglstar: -inf < -78.391 < inf | logz: -86.012 +/- 0.257 | dlogz: 59.112 > 0.109
iter: 351 | bound: 1 | nc: 12 | ncall: 3571 | eff(%): 9.829 | loglstar: -inf < -78.100 < inf | logz: -85.466 +/- 0.256 | dlogz: 58.467 > 0.109
iter: 352 | bound: 1 | nc: 16 | ncall: 3587 | eff(%): 9.813 | loglstar: -inf < -77.922 < inf | logz: -85.046 +/- 0.254 | dlogz: 57.911 > 0.109
iter: 353 | bound: 1 | nc: 3 | ncall: 3590 | eff(%): 9.833 | loglstar: -inf < -76.424 < inf | logz: -84.346 +/- 0.258 | dlogz: 57.481 > 0.109
iter: 354 | bound: 1 | nc: 8 | ncall: 3598 | eff(%): 9.839 | loglstar: -inf < -76.383 < inf | logz: -83.741 +/- 0.258 | dlogz: 56.771 > 0.109
iter: 355 | bound: 1 | nc: 1 | ncall: 3599 | eff(%): 9.864 | loglstar: -inf < -76.223 < inf | logz: -83.337 +/- 0.255 | dlogz: 56.156 > 0.109
iter: 356 | bound: 1 | nc: 3 | ncall: 3602 | eff(%): 9.883 | loglstar: -inf < -75.766 < inf | logz: -82.959 +/- 0.253 | dlogz: 55.742 > 0.109
iter: 357 | bound: 1 | nc: 2 | ncall: 3604 | eff(%): 9.906 | loglstar: -inf < -75.648 < inf | logz: -82.619 +/- 0.251 | dlogz: 55.354 > 0.109
iter: 358 | bound: 1 | nc: 2 | ncall: 3606 | eff(%): 9.928 | loglstar: -inf < -75.404 < inf | logz: -82.323 +/- 0.249 | dlogz: 55.004 > 0.109
iter: 359 | bound: 1 | nc: 2 | ncall: 3608 | eff(%): 9.950 | loglstar: -inf < -75.177 < inf | logz: -82.045 +/- 0.247 | dlogz: 54.699 > 0.109
iter: 360 | bound: 1 | nc: 8 | ncall: 3616 | eff(%): 9.956 | loglstar: -inf < -75.149 < inf | logz: -81.805 +/- 0.246 | dlogz: 54.411 > 0.109
iter: 361 | bound: 1 | nc: 12 | ncall: 3628 | eff(%): 9.950 | loglstar: -inf < -75.015 < inf | logz: -81.599 +/- 0.244 | dlogz: 54.161 > 0.109
iter: 362 | bound: 1 | nc: 5 | ncall: 3633 | eff(%): 9.964 | loglstar: -inf < -74.895 < inf | logz: -81.408 +/- 0.242 | dlogz: 53.944 > 0.109
iter: 363 | bound: 1 | nc: 16 | ncall: 3649 | eff(%): 9.948 | loglstar: -inf < -74.738 < inf | logz: -81.228 +/- 0.241 | dlogz: 53.744 > 0.109
iter: 364 | bound: 1 | nc: 2 | ncall: 3651 | eff(%): 9.970 | loglstar: -inf < -74.227 < inf | logz: -81.017 +/- 0.241 | dlogz: 53.554 > 0.109
iter: 365 | bound: 1 | nc: 3 | ncall: 3654 | eff(%): 9.989 | loglstar: -inf < -73.576 < inf | logz: -80.722 +/- 0.242 | dlogz: 53.333 > 0.109
iter: 366 | bound: 2 | nc: 8 | ncall: 3662 | eff(%): 9.995 | loglstar: -inf < -73.463 < inf | logz: -80.420 +/- 0.243 | dlogz: 53.028 > 0.109
iter: 367 | bound: 2 | nc: 49 | ncall: 3711 | eff(%): 9.890 | loglstar: -inf < -72.141 < inf | logz: -79.921 +/- 0.249 | dlogz: 52.716 > 0.109
iter: 368 | bound: 2 | nc: 4 | ncall: 3715 | eff(%): 9.906 | loglstar: -inf < -71.865 < inf | logz: -79.383 +/- 0.253 | dlogz: 52.207 > 0.109
iter: 369 | bound: 2 | nc: 1 | ncall: 3716 | eff(%): 9.930 | loglstar: -inf < -71.721 < inf | logz: -78.975 +/- 0.252 | dlogz: 51.659 > 0.109
iter: 370 | bound: 2 | nc: 23 | ncall: 3739 | eff(%): 9.896 | loglstar: -inf < -71.363 < inf | logz: -78.615 +/- 0.252 | dlogz: 51.241 > 0.109
iter: 371 | bound: 2 | nc: 3 | ncall: 3742 | eff(%): 9.914 | loglstar: -inf < -71.272 < inf | logz: -78.301 +/- 0.250 | dlogz: 50.871 > 0.109
iter: 372 | bound: 2 | nc: 16 | ncall: 3758 | eff(%): 9.899 | loglstar: -inf < -71.235 < inf | logz: -78.051 +/- 0.249 | dlogz: 50.547 > 0.109
iter: 373 | bound: 2 | nc: 3 | ncall: 3761 | eff(%): 9.918 | loglstar: -inf < -70.901 < inf | logz: -77.814 +/- 0.247 | dlogz: 50.287 > 0.109
iter: 374 | bound: 3 | nc: 14 | ncall: 3775 | eff(%): 9.907 | loglstar: -inf < -70.371 < inf | logz: -77.530 +/- 0.247 | dlogz: 50.041 > 0.109
iter: 375 | bound: 3 | nc: 13 | ncall: 3788 | eff(%): 9.900 | loglstar: -inf < -70.181 < inf | logz: -77.237 +/- 0.247 | dlogz: 49.747 > 0.109
iter: 376 | bound: 3 | nc: 1 | ncall: 3789 | eff(%): 9.923 | loglstar: -inf < -70.065 < inf | logz: -76.981 +/- 0.246 | dlogz: 49.444 > 0.109
iter: 377 | bound: 3 | nc: 8 | ncall: 3797 | eff(%): 9.929 | loglstar: -inf < -69.453 < inf | logz: -76.691 +/- 0.247 | dlogz: 49.177 > 0.109
iter: 378 | bound: 3 | nc: 2 | ncall: 3799 | eff(%): 9.950 | loglstar: -inf < -68.850 < inf | logz: -76.314 +/- 0.249 | dlogz: 48.877 > 0.109
iter: 379 | bound: 3 | nc: 18 | ncall: 3817 | eff(%): 9.929 | loglstar: -inf < -68.557 < inf | logz: -75.929 +/- 0.250 | dlogz: 48.490 > 0.109
iter: 380 | bound: 3 | nc: 5 | ncall: 3822 | eff(%): 9.942 | loglstar: -inf < -68.497 < inf | logz: -75.611 +/- 0.250 | dlogz: 48.095 > 0.109
iter: 381 | bound: 3 | nc: 23 | ncall: 3845 | eff(%): 9.909 | loglstar: -inf < -68.388 < inf | logz: -75.354 +/- 0.249 | dlogz: 47.768 > 0.109
iter: 382 | bound: 3 | nc: 22 | ncall: 3867 | eff(%): 9.878 | loglstar: -inf < -68.268 < inf | logz: -75.129 +/- 0.247 | dlogz: 47.500 > 0.109
iter: 383 | bound: 4 | nc: 10 | ncall: 3877 | eff(%): 9.879 | loglstar: -inf < -68.037 < inf | logz: -74.915 +/- 0.246 | dlogz: 47.266 > 0.109
iter: 384 | bound: 4 | nc: 30 | ncall: 3907 | eff(%): 9.829 | loglstar: -inf < -67.846 < inf | logz: -74.704 +/- 0.246 | dlogz: 47.042 > 0.109
iter: 385 | bound: 5 | nc: 95 | ncall: 4002 | eff(%): 9.620 | loglstar: -inf < -67.738 < inf | logz: -74.507 +/- 0.245 | dlogz: 46.821 > 0.109
iter: 386 | bound: 5 | nc: 7 | ncall: 4009 | eff(%): 9.628 | loglstar: -inf < -67.617 < inf | logz: -74.325 +/- 0.244 | dlogz: 46.613 > 0.109
iter: 387 | bound: 5 | nc: 26 | ncall: 4035 | eff(%): 9.591 | loglstar: -inf < -67.257 < inf | logz: -74.133 +/- 0.243 | dlogz: 46.422 > 0.109
iter: 388 | bound: 5 | nc: 7 | ncall: 4042 | eff(%): 9.599 | loglstar: -inf < -67.109 < inf | logz: -73.934 +/- 0.243 | dlogz: 46.220 > 0.109
iter: 389 | bound: 5 | nc: 7 | ncall: 4049 | eff(%): 9.607 | loglstar: -inf < -67.065 < inf | logz: -73.755 +/- 0.242 | dlogz: 46.011 > 0.109
iter: 390 | bound: 5 | nc: 15 | ncall: 4064 | eff(%): 9.596 | loglstar: -inf < -66.688 < inf | logz: -73.569 +/- 0.242 | dlogz: 45.822 > 0.109
iter: 391 | bound: 5 | nc: 2 | ncall: 4066 | eff(%): 9.616 | loglstar: -inf < -66.189 < inf | logz: -73.336 +/- 0.243 | dlogz: 45.626 > 0.109
iter: 392 | bound: 5 | nc: 29 | ncall: 4095 | eff(%): 9.573 | loglstar: -inf < -65.574 < inf | logz: -73.024 +/- 0.245 | dlogz: 45.383 > 0.109
iter: 393 | bound: 6 | nc: 11 | ncall: 4106 | eff(%): 9.571 | loglstar: -inf < -65.439 < inf | logz: -72.709 +/- 0.247 | dlogz: 45.061 > 0.109
iter: 394 | bound: 6 | nc: 6 | ncall: 4112 | eff(%): 9.582 | loglstar: -inf < -65.206 < inf | logz: -72.430 +/- 0.248 | dlogz: 44.737 > 0.109
iter: 395 | bound: 6 | nc: 13 | ncall: 4125 | eff(%): 9.576 | loglstar: -inf < -65.176 < inf | logz: -72.188 +/- 0.247 | dlogz: 44.447 > 0.109
iter: 396 | bound: 6 | nc: 22 | ncall: 4147 | eff(%): 9.549 | loglstar: -inf < -64.207 < inf | logz: -71.857 +/- 0.250 | dlogz: 44.196 > 0.109
iter: 397 | bound: 6 | nc: 29 | ncall: 4176 | eff(%): 9.507 | loglstar: -inf < -64.135 < inf | logz: -71.507 +/- 0.251 | dlogz: 43.855 > 0.109
iter: 398 | bound: 6 | nc: 9 | ncall: 4185 | eff(%): 9.510 | loglstar: -inf < -64.132 < inf | logz: -71.242 +/- 0.251 | dlogz: 43.494 > 0.109
iter: 399 | bound: 6 | nc: 4 | ncall: 4189 | eff(%): 9.525 | loglstar: -inf < -63.948 < inf | logz: -71.015 +/- 0.250 | dlogz: 43.219 > 0.109
iter: 400 | bound: 7 | nc: 37 | ncall: 4226 | eff(%): 9.465 | loglstar: -inf < -63.909 < inf | logz: -70.813 +/- 0.249 | dlogz: 42.982 > 0.109
iter: 401 | bound: 7 | nc: 10 | ncall: 4236 | eff(%): 9.466 | loglstar: -inf < -63.887 < inf | logz: -70.642 +/- 0.247 | dlogz: 42.771 > 0.109
iter: 402 | bound: 7 | nc: 18 | ncall: 4254 | eff(%): 9.450 | loglstar: -inf < -63.857 < inf | logz: -70.494 +/- 0.246 | dlogz: 42.590 > 0.109
iter: 403 | bound: 8 | nc: 122 | ncall: 4376 | eff(%): 9.209 | loglstar: -inf < -63.244 < inf | logz: -70.314 +/- 0.246 | dlogz: 42.432 > 0.109
iter: 404 | bound: 8 | nc: 7 | ncall: 4383 | eff(%): 9.217 | loglstar: -inf < -63.079 < inf | logz: -70.107 +/- 0.246 | dlogz: 42.242 > 0.109
iter: 405 | bound: 8 | nc: 12 | ncall: 4395 | eff(%): 9.215 | loglstar: -inf < -62.894 < inf | logz: -69.908 +/- 0.245 | dlogz: 42.025 > 0.109
iter: 406 | bound: 8 | nc: 23 | ncall: 4418 | eff(%): 9.190 | loglstar: -inf < -62.489 < inf | logz: -69.689 +/- 0.246 | dlogz: 41.815 > 0.109
iter: 407 | bound: 8 | nc: 2 | ncall: 4420 | eff(%): 9.208 | loglstar: -inf < -62.325 < inf | logz: -69.462 +/- 0.246 | dlogz: 41.587 > 0.109
iter: 408 | bound: 8 | nc: 11 | ncall: 4431 | eff(%): 9.208 | loglstar: -inf < -61.397 < inf | logz: -69.138 +/- 0.249 | dlogz: 41.350 > 0.109
iter: 409 | bound: 8 | nc: 4 | ncall: 4435 | eff(%): 9.222 | loglstar: -inf < -61.270 < inf | logz: -68.788 +/- 0.251 | dlogz: 41.016 > 0.109
iter: 410 | bound: 8 | nc: 7 | ncall: 4442 | eff(%): 9.230 | loglstar: -inf < -60.872 < inf | logz: -68.460 +/- 0.253 | dlogz: 40.655 > 0.109
iter: 411 | bound: 8 | nc: 24 | ncall: 4466 | eff(%): 9.203 | loglstar: -inf < -60.627 < inf | logz: -68.141 +/- 0.253 | dlogz: 40.318 > 0.109
iter: 412 | bound: 9 | nc: 15 | ncall: 4481 | eff(%): 9.194 | loglstar: -inf < -60.477 < inf | logz: -67.857 +/- 0.253 | dlogz: 39.989 > 0.109
iter: 413 | bound: 9 | nc: 21 | ncall: 4502 | eff(%): 9.174 | loglstar: -inf < -60.428 < inf | logz: -67.618 +/- 0.253 | dlogz: 39.695 > 0.109
iter: 414 | bound: 9 | nc: 41 | ncall: 4543 | eff(%): 9.113 | loglstar: -inf < -60.301 < inf | logz: -67.411 +/- 0.252 | dlogz: 39.446 > 0.109
iter: 415 | bound: 9 | nc: 20 | ncall: 4563 | eff(%): 9.095 | loglstar: -inf < -60.301 < inf | logz: -67.231 +/- 0.251 | dlogz: 39.229 > 0.109
iter: 416 | bound: 10 | nc: 32 | ncall: 4595 | eff(%): 9.053 | loglstar: -inf < -60.158 < inf | logz: -67.069 +/- 0.249 | dlogz: 39.039 > 0.109
iter: 417 | bound: 11 | nc: 192 | ncall: 4787 | eff(%): 8.711 | loglstar: -inf < -59.813 < inf | logz: -66.895 +/- 0.249 | dlogz: 38.868 > 0.109
iter: 418 | bound: 12 | nc: 316 | ncall: 5103 | eff(%): 8.191 | loglstar: -inf < -59.768 < inf | logz: -66.721 +/- 0.248 | dlogz: 38.683 > 0.109
iter: 419 | bound: 12 | nc: 5 | ncall: 5108 | eff(%): 8.203 | loglstar: -inf < -59.552 < inf | logz: -66.554 +/- 0.247 | dlogz: 38.499 > 0.109
iter: 420 | bound: 13 | nc: 196 | ncall: 5304 | eff(%): 7.919 | loglstar: -inf < -59.379 < inf | logz: -66.385 +/- 0.247 | dlogz: 38.322 > 0.109
iter: 421 | bound: 13 | nc: 18 | ncall: 5322 | eff(%): 7.911 | loglstar: -inf < -59.258 < inf | logz: -66.221 +/- 0.247 | dlogz: 38.143 > 0.109
iter: 422 | bound: 13 | nc: 14 | ncall: 5336 | eff(%): 7.909 | loglstar: -inf < -58.991 < inf | logz: -66.053 +/- 0.246 | dlogz: 37.970 > 0.109
iter: 423 | bound: 13 | nc: 1 | ncall: 5337 | eff(%): 7.926 | loglstar: -inf < -58.760 < inf | logz: -65.874 +/- 0.246 | dlogz: 37.792 > 0.109
iter: 424 | bound: 13 | nc: 1 | ncall: 5338 | eff(%): 7.943 | loglstar: -inf < -58.654 < inf | logz: -65.700 +/- 0.246 | dlogz: 37.603 > 0.109
iter: 425 | bound: 13 | nc: 18 | ncall: 5356 | eff(%): 7.935 | loglstar: -inf < -58.638 < inf | logz: -65.544 +/- 0.246 | dlogz: 37.418 > 0.109
iter: 426 | bound: 13 | nc: 30 | ncall: 5386 | eff(%): 7.909 | loglstar: -inf < -58.499 < inf | logz: -65.400 +/- 0.245 | dlogz: 37.252 > 0.109
iter: 427 | bound: 13 | nc: 16 | ncall: 5402 | eff(%): 7.904 | loglstar: -inf < -58.272 < inf | logz: -65.252 +/- 0.245 | dlogz: 37.099 > 0.109
iter: 428 | bound: 14 | nc: 10 | ncall: 5412 | eff(%): 7.908 | loglstar: -inf < -58.224 < inf | logz: -65.107 +/- 0.245 | dlogz: 36.940 > 0.109
iter: 429 | bound: 14 | nc: 27 | ncall: 5439 | eff(%): 7.887 | loglstar: -inf < -58.151 < inf | logz: -64.974 +/- 0.244 | dlogz: 36.786 > 0.109
iter: 430 | bound: 14 | nc: 64 | ncall: 5503 | eff(%): 7.814 | loglstar: -inf < -58.120 < inf | logz: -64.853 +/- 0.244 | dlogz: 36.643 > 0.109
iter: 431 | bound: 15 | nc: 25 | ncall: 5528 | eff(%): 7.797 | loglstar: -inf < -57.612 < inf | logz: -64.710 +/- 0.244 | dlogz: 36.512 > 0.109
iter: 432 | bound: 15 | nc: 50 | ncall: 5578 | eff(%): 7.745 | loglstar: -inf < -57.578 < inf | logz: -64.555 +/- 0.244 | dlogz: 36.359 > 0.109
iter: 433 | bound: 15 | nc: 1 | ncall: 5579 | eff(%): 7.761 | loglstar: -inf < -57.421 < inf | logz: -64.410 +/- 0.244 | dlogz: 36.194 > 0.109
iter: 434 | bound: 15 | nc: 4 | ncall: 5583 | eff(%): 7.774 | loglstar: -inf < -57.304 < inf | logz: -64.267 +/- 0.244 | dlogz: 36.039 > 0.109
iter: 435 | bound: 15 | nc: 29 | ncall: 5612 | eff(%): 7.751 | loglstar: -inf < -57.181 < inf | logz: -64.129 +/- 0.244 | dlogz: 35.886 > 0.109
iter: 436 | bound: 16 | nc: 36 | ncall: 5648 | eff(%): 7.720 | loglstar: -inf < -56.754 < inf | logz: -63.970 +/- 0.244 | dlogz: 35.738 > 0.109
iter: 437 | bound: 17 | nc: 216 | ncall: 5864 | eff(%): 7.452 | loglstar: -inf < -56.734 < inf | logz: -63.806 +/- 0.245 | dlogz: 35.569 > 0.109
iter: 438 | bound: 17 | nc: 28 | ncall: 5892 | eff(%): 7.434 | loglstar: -inf < -56.439 < inf | logz: -63.644 +/- 0.245 | dlogz: 35.396 > 0.109
iter: 439 | bound: 17 | nc: 69 | ncall: 5961 | eff(%): 7.365 | loglstar: -inf < -56.205 < inf | logz: -63.467 +/- 0.246 | dlogz: 35.223 > 0.109
iter: 440 | bound: 18 | nc: 95 | ncall: 6056 | eff(%): 7.266 | loglstar: -inf < -56.163 < inf | logz: -63.299 +/- 0.246 | dlogz: 35.036 > 0.109
iter: 441 | bound: 18 | nc: 10 | ncall: 6066 | eff(%): 7.270 | loglstar: -inf < -56.033 < inf | logz: -63.145 +/- 0.246 | dlogz: 34.859 > 0.109
iter: 442 | bound: 18 | nc: 26 | ncall: 6092 | eff(%): 7.255 | loglstar: -inf < -55.966 < inf | logz: -63.000 +/- 0.246 | dlogz: 34.694 > 0.109
iter: 443 | bound: 19 | nc: 160 | ncall: 6252 | eff(%): 7.086 | loglstar: -inf < -55.805 < inf | logz: -62.860 +/- 0.246 | dlogz: 34.539 > 0.109
iter: 444 | bound: 19 | nc: 21 | ncall: 6273 | eff(%): 7.078 | loglstar: -inf < -55.570 < inf | logz: -62.713 +/- 0.246 | dlogz: 34.389 > 0.109
iter: 445 | bound: 19 | nc: 21 | ncall: 6294 | eff(%): 7.070 | loglstar: -inf < -55.502 < inf | logz: -62.568 +/- 0.246 | dlogz: 34.233 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 446 | bound: 20 | nc: 260 | ncall: 6554 | eff(%): 6.805 | loglstar: -inf < -55.224 < inf | logz: -62.419 +/- 0.246 | dlogz: 34.077 > 0.109
iter: 447 | bound: 20 | nc: 15 | ncall: 6569 | eff(%): 6.805 | loglstar: -inf < -54.975 < inf | logz: -62.255 +/- 0.247 | dlogz: 33.918 > 0.109
iter: 448 | bound: 20 | nc: 35 | ncall: 6604 | eff(%): 6.784 | loglstar: -inf < -54.964 < inf | logz: -62.099 +/- 0.247 | dlogz: 33.745 > 0.109
iter: 449 | bound: 20 | nc: 24 | ncall: 6628 | eff(%): 6.774 | loglstar: -inf < -54.839 < inf | logz: -61.956 +/- 0.247 | dlogz: 33.579 > 0.109
iter: 450 | bound: 21 | nc: 101 | ncall: 6729 | eff(%): 6.687 | loglstar: -inf < -54.556 < inf | logz: -61.805 +/- 0.247 | dlogz: 33.426 > 0.109
iter: 451 | bound: 21 | nc: 2 | ncall: 6731 | eff(%): 6.700 | loglstar: -inf < -54.396 < inf | logz: -61.646 +/- 0.248 | dlogz: 33.265 > 0.109
iter: 452 | bound: 21 | nc: 3 | ncall: 6734 | eff(%): 6.712 | loglstar: -inf < -53.846 < inf | logz: -61.452 +/- 0.249 | dlogz: 33.096 > 0.109
iter: 453 | bound: 21 | nc: 1 | ncall: 6735 | eff(%): 6.726 | loglstar: -inf < -53.781 < inf | logz: -61.246 +/- 0.250 | dlogz: 32.892 > 0.109
iter: 454 | bound: 21 | nc: 10 | ncall: 6745 | eff(%): 6.731 | loglstar: -inf < -53.709 < inf | logz: -61.065 +/- 0.250 | dlogz: 32.676 > 0.109
iter: 455 | bound: 21 | nc: 4 | ncall: 6749 | eff(%): 6.742 | loglstar: -inf < -53.660 < inf | logz: -60.905 +/- 0.250 | dlogz: 32.486 > 0.109
iter: 456 | bound: 21 | nc: 4 | ncall: 6753 | eff(%): 6.753 | loglstar: -inf < -53.615 < inf | logz: -60.763 +/- 0.250 | dlogz: 32.316 > 0.109
iter: 457 | bound: 21 | nc: 9 | ncall: 6762 | eff(%): 6.758 | loglstar: -inf < -53.609 < inf | logz: -60.636 +/- 0.250 | dlogz: 32.163 > 0.109
iter: 458 | bound: 21 | nc: 9 | ncall: 6771 | eff(%): 6.764 | loglstar: -inf < -53.487 < inf | logz: -60.517 +/- 0.249 | dlogz: 32.026 > 0.109
iter: 459 | bound: 21 | nc: 12 | ncall: 6783 | eff(%): 6.767 | loglstar: -inf < -53.397 < inf | logz: -60.401 +/- 0.249 | dlogz: 31.898 > 0.109
iter: 460 | bound: 21 | nc: 1 | ncall: 6784 | eff(%): 6.781 | loglstar: -inf < -53.093 < inf | logz: -60.276 +/- 0.248 | dlogz: 31.772 > 0.109
iter: 461 | bound: 21 | nc: 11 | ncall: 6795 | eff(%): 6.784 | loglstar: -inf < -52.896 < inf | logz: -60.138 +/- 0.248 | dlogz: 31.637 > 0.109
iter: 462 | bound: 21 | nc: 5 | ncall: 6800 | eff(%): 6.794 | loglstar: -inf < -52.788 < inf | logz: -59.999 +/- 0.249 | dlogz: 31.488 > 0.109
iter: 463 | bound: 21 | nc: 14 | ncall: 6814 | eff(%): 6.795 | loglstar: -inf < -52.775 < inf | logz: -59.871 +/- 0.248 | dlogz: 31.339 > 0.109
iter: 464 | bound: 21 | nc: 6 | ncall: 6820 | eff(%): 6.804 | loglstar: -inf < -52.671 < inf | logz: -59.753 +/- 0.248 | dlogz: 31.202 > 0.109
iter: 465 | bound: 21 | nc: 5 | ncall: 6825 | eff(%): 6.813 | loglstar: -inf < -52.656 < inf | logz: -59.642 +/- 0.248 | dlogz: 31.073 > 0.109
iter: 466 | bound: 21 | nc: 3 | ncall: 6828 | eff(%): 6.825 | loglstar: -inf < -52.654 < inf | logz: -59.542 +/- 0.247 | dlogz: 30.952 > 0.109
iter: 467 | bound: 22 | nc: 40 | ncall: 6868 | eff(%): 6.800 | loglstar: -inf < -52.598 < inf | logz: -59.450 +/- 0.247 | dlogz: 30.843 > 0.109
iter: 468 | bound: 22 | nc: 37 | ncall: 6905 | eff(%): 6.778 | loglstar: -inf < -52.565 < inf | logz: -59.362 +/- 0.246 | dlogz: 30.740 > 0.109
iter: 469 | bound: 22 | nc: 1 | ncall: 6906 | eff(%): 6.791 | loglstar: -inf < -52.536 < inf | logz: -59.280 +/- 0.246 | dlogz: 30.643 > 0.109
iter: 470 | bound: 23 | nc: 120 | ncall: 7026 | eff(%): 6.689 | loglstar: -inf < -52.344 < inf | logz: -59.196 +/- 0.245 | dlogz: 30.551 > 0.109
iter: 471 | bound: 23 | nc: 15 | ncall: 7041 | eff(%): 6.689 | loglstar: -inf < -52.333 < inf | logz: -59.112 +/- 0.245 | dlogz: 30.457 > 0.109
iter: 472 | bound: 23 | nc: 5 | ncall: 7046 | eff(%): 6.699 | loglstar: -inf < -52.084 < inf | logz: -59.025 +/- 0.245 | dlogz: 30.363 > 0.109
iter: 473 | bound: 23 | nc: 9 | ncall: 7055 | eff(%): 6.704 | loglstar: -inf < -51.943 < inf | logz: -58.929 +/- 0.245 | dlogz: 30.266 > 0.109
iter: 474 | bound: 23 | nc: 2 | ncall: 7057 | eff(%): 6.717 | loglstar: -inf < -51.922 < inf | logz: -58.836 +/- 0.245 | dlogz: 30.160 > 0.109
iter: 475 | bound: 23 | nc: 5 | ncall: 7062 | eff(%): 6.726 | loglstar: -inf < -51.897 < inf | logz: -58.749 +/- 0.244 | dlogz: 30.057 > 0.109
iter: 476 | bound: 23 | nc: 13 | ncall: 7075 | eff(%): 6.728 | loglstar: -inf < -51.871 < inf | logz: -58.669 +/- 0.244 | dlogz: 29.961 > 0.109
iter: 477 | bound: 23 | nc: 4 | ncall: 7079 | eff(%): 6.738 | loglstar: -inf < -51.514 < inf | logz: -58.578 +/- 0.244 | dlogz: 29.870 > 0.109
iter: 478 | bound: 23 | nc: 4 | ncall: 7083 | eff(%): 6.749 | loglstar: -inf < -51.339 < inf | logz: -58.474 +/- 0.244 | dlogz: 29.770 > 0.109
iter: 479 | bound: 23 | nc: 5 | ncall: 7088 | eff(%): 6.758 | loglstar: -inf < -51.328 < inf | logz: -58.372 +/- 0.244 | dlogz: 29.655 > 0.109
iter: 480 | bound: 23 | nc: 7 | ncall: 7095 | eff(%): 6.765 | loglstar: -inf < -51.308 < inf | logz: -58.279 +/- 0.244 | dlogz: 33.124 > 0.109
iter: 481 | bound: 23 | nc: 2 | ncall: 7097 | eff(%): 6.778 | loglstar: -inf < -51.047 < inf | logz: -58.181 +/- 0.245 | dlogz: 33.021 > 0.109
iter: 482 | bound: 23 | nc: 3 | ncall: 7100 | eff(%): 6.789 | loglstar: -inf < -51.046 < inf | logz: -58.083 +/- 0.245 | dlogz: 32.913 > 0.109
iter: 483 | bound: 23 | nc: 7 | ncall: 7107 | eff(%): 6.796 | loglstar: -inf < -50.975 < inf | logz: -57.991 +/- 0.245 | dlogz: 32.805 > 0.109
iter: 484 | bound: 23 | nc: 1 | ncall: 7108 | eff(%): 6.809 | loglstar: -inf < -50.961 < inf | logz: -57.904 +/- 0.245 | dlogz: 32.703 > 0.109
iter: 485 | bound: 23 | nc: 4 | ncall: 7112 | eff(%): 6.819 | loglstar: -inf < -50.925 < inf | logz: -57.823 +/- 0.244 | dlogz: 32.606 > 0.109
iter: 486 | bound: 23 | nc: 11 | ncall: 7123 | eff(%): 6.823 | loglstar: -inf < -50.887 < inf | logz: -57.746 +/- 0.244 | dlogz: 32.515 > 0.109
iter: 487 | bound: 24 | nc: 8 | ncall: 7131 | eff(%): 6.829 | loglstar: -inf < -50.746 < inf | logz: -57.668 +/- 0.244 | dlogz: 32.428 > 0.109
iter: 488 | bound: 24 | nc: 10 | ncall: 7141 | eff(%): 6.834 | loglstar: -inf < -50.609 < inf | logz: -57.587 +/- 0.244 | dlogz: 32.340 > 0.109
iter: 489 | bound: 24 | nc: 1 | ncall: 7142 | eff(%): 6.847 | loglstar: -inf < -50.605 < inf | logz: -57.507 +/- 0.244 | dlogz: 32.249 > 0.109
iter: 490 | bound: 24 | nc: 16 | ncall: 7158 | eff(%): 6.845 | loglstar: -inf < -50.414 < inf | logz: -57.427 +/- 0.244 | dlogz: 34.922 > 0.109
iter: 491 | bound: 24 | nc: 22 | ncall: 7180 | eff(%): 6.838 | loglstar: -inf < -50.370 < inf | logz: -57.344 +/- 0.244 | dlogz: 34.831 > 0.109
iter: 492 | bound: 24 | nc: 38 | ncall: 7218 | eff(%): 6.816 | loglstar: -inf < -50.158 < inf | logz: -57.259 +/- 0.244 | dlogz: 34.739 > 0.109
iter: 493 | bound: 25 | nc: 59 | ncall: 7277 | eff(%): 6.775 | loglstar: -inf < -50.114 < inf | logz: -57.171 +/- 0.244 | dlogz: 34.643 > 0.109
iter: 494 | bound: 25 | nc: 8 | ncall: 7285 | eff(%): 6.781 | loglstar: -inf < -50.094 < inf | logz: -57.088 +/- 0.244 | dlogz: 34.546 > 0.109
iter: 495 | bound: 25 | nc: 72 | ncall: 7357 | eff(%): 6.728 | loglstar: -inf < -50.073 < inf | logz: -57.011 +/- 0.244 | dlogz: 34.453 > 0.109
iter: 496 | bound: 26 | nc: 43 | ncall: 7400 | eff(%): 6.703 | loglstar: -inf < -50.045 < inf | logz: -56.939 +/- 0.244 | dlogz: 34.366 > 0.109
iter: 497 | bound: 27 | nc: 105 | ncall: 7505 | eff(%): 6.622 | loglstar: -inf < -49.748 < inf | logz: -56.860 +/- 0.244 | dlogz: 34.284 > 0.109
iter: 498 | bound: 28 | nc: 292 | ncall: 7797 | eff(%): 6.387 | loglstar: -inf < -49.735 < inf | logz: -56.776 +/- 0.244 | dlogz: 34.195 > 0.109
iter: 499 | bound: 28 | nc: 12 | ncall: 7809 | eff(%): 6.390 | loglstar: -inf < -49.641 < inf | logz: -56.696 +/- 0.244 | dlogz: 34.101 > 0.109
iter: 500 | bound: 28 | nc: 1 | ncall: 7810 | eff(%): 6.402 | loglstar: -inf < -49.625 < inf | logz: -56.618 +/- 0.244 | dlogz: 34.011 > 0.109
iter: 501 | bound: 28 | nc: 68 | ncall: 7878 | eff(%): 6.359 | loglstar: -inf < -49.509 < inf | logz: -56.542 +/- 0.244 | dlogz: 33.924 > 0.109
iter: 502 | bound: 29 | nc: 39 | ncall: 7917 | eff(%): 6.341 | loglstar: -inf < -49.490 < inf | logz: -56.468 +/- 0.244 | dlogz: 33.837 > 0.109
iter: 503 | bound: 29 | nc: 22 | ncall: 7939 | eff(%): 6.336 | loglstar: -inf < -49.467 < inf | logz: -56.397 +/- 0.244 | dlogz: 33.753 > 0.109
iter: 504 | bound: 29 | nc: 5 | ncall: 7944 | eff(%): 6.344 | loglstar: -inf < -49.329 < inf | logz: -56.327 +/- 0.244 | dlogz: 33.673 > 0.109
iter: 505 | bound: 29 | nc: 1 | ncall: 7945 | eff(%): 6.356 | loglstar: -inf < -49.254 < inf | logz: -56.255 +/- 0.244 | dlogz: 33.592 > 0.109
iter: 506 | bound: 29 | nc: 3 | ncall: 7948 | eff(%): 6.366 | loglstar: -inf < -49.129 < inf | logz: -56.182 +/- 0.244 | dlogz: 33.510 > 0.109
iter: 507 | bound: 29 | nc: 17 | ncall: 7965 | eff(%): 6.365 | loglstar: -inf < -49.087 < inf | logz: -56.108 +/- 0.244 | dlogz: 33.427 > 0.109
iter: 508 | bound: 29 | nc: 16 | ncall: 7981 | eff(%): 6.365 | loglstar: -inf < -49.017 < inf | logz: -56.037 +/- 0.244 | dlogz: 33.344 > 0.109
iter: 509 | bound: 30 | nc: 82 | ncall: 8063 | eff(%): 6.313 | loglstar: -inf < -48.929 < inf | logz: -55.966 +/- 0.244 | dlogz: 33.262 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 510 | bound: 31 | nc: 128 | ncall: 8191 | eff(%): 6.226 | loglstar: -inf < -48.923 < inf | logz: -55.897 +/- 0.244 | dlogz: 33.181 > 0.109
iter: 511 | bound: 31 | nc: 34 | ncall: 8225 | eff(%): 6.213 | loglstar: -inf < -48.887 < inf | logz: -55.832 +/- 0.244 | dlogz: 33.102 > 0.109
iter: 512 | bound: 31 | nc: 57 | ncall: 8282 | eff(%): 6.182 | loglstar: -inf < -48.557 < inf | logz: -55.758 +/- 0.245 | dlogz: 33.027 > 0.109
iter: 513 | bound: 32 | nc: 127 | ncall: 8409 | eff(%): 6.101 | loglstar: -inf < -48.527 < inf | logz: -55.679 +/- 0.245 | dlogz: 32.944 > 0.109
iter: 514 | bound: 32 | nc: 56 | ncall: 8465 | eff(%): 6.072 | loglstar: -inf < -48.511 < inf | logz: -55.604 +/- 0.245 | dlogz: 32.855 > 0.109
iter: 515 | bound: 32 | nc: 36 | ncall: 8501 | eff(%): 6.058 | loglstar: -inf < -48.285 < inf | logz: -55.527 +/- 0.245 | dlogz: 32.770 > 0.109
iter: 516 | bound: 33 | nc: 9 | ncall: 8510 | eff(%): 6.063 | loglstar: -inf < -48.276 < inf | logz: -55.447 +/- 0.245 | dlogz: 32.683 > 0.109
iter: 517 | bound: 34 | nc: 130 | ncall: 8640 | eff(%): 5.984 | loglstar: -inf < -48.167 < inf | logz: -55.370 +/- 0.246 | dlogz: 32.593 > 0.109
iter: 518 | bound: 34 | nc: 8 | ncall: 8648 | eff(%): 5.990 | loglstar: -inf < -48.101 < inf | logz: -55.293 +/- 0.246 | dlogz: 32.506 > 0.109
iter: 519 | bound: 34 | nc: 11 | ncall: 8659 | eff(%): 5.994 | loglstar: -inf < -48.095 < inf | logz: -55.220 +/- 0.246 | dlogz: 32.419 > 0.109
iter: 520 | bound: 34 | nc: 35 | ncall: 8694 | eff(%): 5.981 | loglstar: -inf < -48.094 < inf | logz: -55.152 +/- 0.246 | dlogz: 32.336 > 0.109
iter: 521 | bound: 34 | nc: 8 | ncall: 8702 | eff(%): 5.987 | loglstar: -inf < -47.962 < inf | logz: -55.084 +/- 0.246 | dlogz: 32.258 > 0.109
iter: 522 | bound: 34 | nc: 14 | ncall: 8716 | eff(%): 5.989 | loglstar: -inf < -47.871 < inf | logz: -55.015 +/- 0.246 | dlogz: 32.180 > 0.109
iter: 523 | bound: 34 | nc: 3 | ncall: 8719 | eff(%): 5.998 | loglstar: -inf < -47.850 < inf | logz: -54.947 +/- 0.246 | dlogz: 32.101 > 0.109
iter: 524 | bound: 34 | nc: 7 | ncall: 8726 | eff(%): 6.005 | loglstar: -inf < -47.779 < inf | logz: -54.881 +/- 0.246 | dlogz: 32.023 > 0.109
iter: 525 | bound: 34 | nc: 11 | ncall: 8737 | eff(%): 6.009 | loglstar: -inf < -47.771 < inf | logz: -54.817 +/- 0.246 | dlogz: 31.947 > 0.109
iter: 526 | bound: 35 | nc: 11 | ncall: 8748 | eff(%): 6.013 | loglstar: -inf < -47.670 < inf | logz: -54.755 +/- 0.246 | dlogz: 34.349 > 0.109
iter: 527 | bound: 35 | nc: 74 | ncall: 8822 | eff(%): 5.974 | loglstar: -inf < -47.663 < inf | logz: -54.693 +/- 0.246 | dlogz: 34.277 > 0.109
iter: 528 | bound: 36 | nc: 117 | ncall: 8939 | eff(%): 5.907 | loglstar: -inf < -47.584 < inf | logz: -54.634 +/- 0.246 | dlogz: 34.205 > 0.109
iter: 529 | bound: 37 | nc: 114 | ncall: 9053 | eff(%): 5.843 | loglstar: -inf < -47.567 < inf | logz: -54.575 +/- 0.246 | dlogz: 34.136 > 0.109
iter: 530 | bound: 37 | nc: 51 | ncall: 9104 | eff(%): 5.822 | loglstar: -inf < -47.545 < inf | logz: -54.519 +/- 0.246 | dlogz: 34.067 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 531 | bound: 38 | nc: 157 | ncall: 9261 | eff(%): 5.734 | loglstar: -inf < -47.522 < inf | logz: -54.466 +/- 0.246 | dlogz: 34.002 > 0.109
iter: 532 | bound: 38 | nc: 89 | ncall: 9350 | eff(%): 5.690 | loglstar: -inf < -47.406 < inf | logz: -54.412 +/- 0.246 | dlogz: 33.938 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 533 | bound: 39 | nc: 144 | ncall: 9494 | eff(%): 5.614 | loglstar: -inf < -47.394 < inf | logz: -54.359 +/- 0.246 | dlogz: 33.875 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 534 | bound: 40 | nc: 250 | ncall: 9744 | eff(%): 5.480 | loglstar: -inf < -47.348 < inf | logz: -54.307 +/- 0.245 | dlogz: 33.811 > 0.109
iter: 535 | bound: 40 | nc: 85 | ncall: 9829 | eff(%): 5.443 | loglstar: -inf < -47.337 < inf | logz: -54.256 +/- 0.245 | dlogz: 33.749 > 0.109
iter: 536 | bound: 40 | nc: 10 | ncall: 9839 | eff(%): 5.448 | loglstar: -inf < -47.316 < inf | logz: -54.208 +/- 0.245 | dlogz: 33.689 > 0.109
iter: 537 | bound: 41 | nc: 11 | ncall: 9850 | eff(%): 5.452 | loglstar: -inf < -47.298 < inf | logz: -54.162 +/- 0.245 | dlogz: 33.631 > 0.109
iter: 538 | bound: 42 | nc: 168 | ncall: 10018 | eff(%): 5.370 | loglstar: -inf < -47.140 < inf | logz: -54.114 +/- 0.245 | dlogz: 33.574 > 0.109
iter: 539 | bound: 43 | nc: 117 | ncall: 10135 | eff(%): 5.318 | loglstar: -inf < -47.085 < inf | logz: -54.064 +/- 0.245 | dlogz: 33.516 > 0.109
iter: 540 | bound: 43 | nc: 5 | ncall: 10140 | eff(%): 5.325 | loglstar: -inf < -46.951 < inf | logz: -54.012 +/- 0.245 | dlogz: 33.456 > 0.109
iter: 541 | bound: 43 | nc: 35 | ncall: 10175 | eff(%): 5.317 | loglstar: -inf < -46.921 < inf | logz: -53.959 +/- 0.245 | dlogz: 33.394 > 0.109
iter: 542 | bound: 44 | nc: 121 | ncall: 10296 | eff(%): 5.264 | loglstar: -inf < -46.920 < inf | logz: -53.908 +/- 0.245 | dlogz: 33.331 > 0.109
iter: 543 | bound: 44 | nc: 24 | ncall: 10320 | eff(%): 5.262 | loglstar: -inf < -46.892 < inf | logz: -53.860 +/- 0.245 | dlogz: 33.271 > 0.109
iter: 544 | bound: 44 | nc: 42 | ncall: 10362 | eff(%): 5.250 | loglstar: -inf < -46.803 < inf | logz: -53.811 +/- 0.245 | dlogz: 33.213 > 0.109
iter: 545 | bound: 44 | nc: 5 | ncall: 10367 | eff(%): 5.257 | loglstar: -inf < -46.751 < inf | logz: -53.763 +/- 0.245 | dlogz: 33.154 > 0.109
iter: 546 | bound: 44 | nc: 21 | ncall: 10388 | eff(%): 5.256 | loglstar: -inf < -46.657 < inf | logz: -53.713 +/- 0.245 | dlogz: 33.096 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 547 | bound: 45 | nc: 29 | ncall: 10417 | eff(%): 5.251 | loglstar: -inf < -46.637 < inf | logz: -53.664 +/- 0.245 | dlogz: 33.036 > 0.109
iter: 548 | bound: 45 | nc: 59 | ncall: 10476 | eff(%): 5.231 | loglstar: -inf < -46.577 < inf | logz: -53.615 +/- 0.245 | dlogz: 32.977 > 0.109
iter: 549 | bound: 45 | nc: 39 | ncall: 10515 | eff(%): 5.221 | loglstar: -inf < -46.520 < inf | logz: -53.566 +/- 0.245 | dlogz: 32.918 > 0.109
iter: 550 | bound: 46 | nc: 124 | ncall: 10639 | eff(%): 5.170 | loglstar: -inf < -46.493 < inf | logz: -53.519 +/- 0.245 | dlogz: 32.860 > 0.109
iter: 551 | bound: 46 | nc: 43 | ncall: 10682 | eff(%): 5.158 | loglstar: -inf < -46.458 < inf | logz: -53.472 +/- 0.245 | dlogz: 32.802 > 0.109
iter: 552 | bound: 46 | nc: 28 | ncall: 10710 | eff(%): 5.154 | loglstar: -inf < -46.407 < inf | logz: -53.426 +/- 0.245 | dlogz: 32.745 > 0.109
iter: 553 | bound: 46 | nc: 23 | ncall: 10733 | eff(%): 5.152 | loglstar: -inf < -46.298 < inf | logz: -53.379 +/- 0.245 | dlogz: 32.690 > 0.109
iter: 554 | bound: 46 | nc: 5 | ncall: 10738 | eff(%): 5.159 | loglstar: -inf < -46.214 < inf | logz: -53.330 +/- 0.245 | dlogz: 32.633 > 0.109
iter: 555 | bound: 47 | nc: 21 | ncall: 10759 | eff(%): 5.158 | loglstar: -inf < -46.033 < inf | logz: -53.278 +/- 0.245 | dlogz: 32.574 > 0.109
iter: 556 | bound: 47 | nc: 14 | ncall: 10773 | eff(%): 5.161 | loglstar: -inf < -46.024 < inf | logz: -53.223 +/- 0.245 | dlogz: 32.511 > 0.109
iter: 557 | bound: 47 | nc: 24 | ncall: 10797 | eff(%): 5.159 | loglstar: -inf < -45.998 < inf | logz: -53.172 +/- 0.245 | dlogz: 32.447 > 0.109
iter: 558 | bound: 47 | nc: 1 | ncall: 10798 | eff(%): 5.168 | loglstar: -inf < -45.939 < inf | logz: -53.121 +/- 0.246 | dlogz: 32.385 > 0.109
iter: 559 | bound: 47 | nc: 9 | ncall: 10807 | eff(%): 5.173 | loglstar: -inf < -45.756 < inf | logz: -53.067 +/- 0.246 | dlogz: 32.324 > 0.109
iter: 560 | bound: 47 | nc: 15 | ncall: 10822 | eff(%): 5.175 | loglstar: -inf < -45.752 < inf | logz: -53.011 +/- 0.246 | dlogz: 32.260 > 0.109
iter: 561 | bound: 47 | nc: 17 | ncall: 10839 | eff(%): 5.176 | loglstar: -inf < -45.709 < inf | logz: -52.958 +/- 0.246 | dlogz: 32.195 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 562 | bound: 48 | nc: 22 | ncall: 10861 | eff(%): 5.174 | loglstar: -inf < -45.659 < inf | logz: -52.906 +/- 0.246 | dlogz: 32.132 > 0.109
iter: 563 | bound: 49 | nc: 165 | ncall: 11026 | eff(%): 5.106 | loglstar: -inf < -45.644 < inf | logz: -52.855 +/- 0.246 | dlogz: 32.069 > 0.109
iter: 564 | bound: 49 | nc: 11 | ncall: 11037 | eff(%): 5.110 | loglstar: -inf < -45.513 < inf | logz: -52.803 +/- 0.247 | dlogz: 32.009 > 0.109
iter: 565 | bound: 49 | nc: 36 | ncall: 11073 | eff(%): 5.103 | loglstar: -inf < -45.490 < inf | logz: -52.751 +/- 0.247 | dlogz: 31.947 > 0.109
iter: 566 | bound: 49 | nc: 41 | ncall: 11114 | eff(%): 5.093 | loglstar: -inf < -45.234 < inf | logz: -52.694 +/- 0.247 | dlogz: 31.885 > 0.109
iter: 567 | bound: 49 | nc: 4 | ncall: 11118 | eff(%): 5.100 | loglstar: -inf < -45.151 < inf | logz: -52.632 +/- 0.247 | dlogz: 31.818 > 0.109
iter: 568 | bound: 50 | nc: 203 | ncall: 11321 | eff(%): 5.017 | loglstar: -inf < -45.135 < inf | logz: -52.571 +/- 0.248 | dlogz: 31.746 > 0.109
iter: 569 | bound: 50 | nc: 6 | ncall: 11327 | eff(%): 5.023 | loglstar: -inf < -45.091 < inf | logz: -52.512 +/- 0.248 | dlogz: 31.675 > 0.109
iter: 570 | bound: 50 | nc: 32 | ncall: 11359 | eff(%): 5.018 | loglstar: -inf < -44.986 < inf | logz: -52.454 +/- 0.248 | dlogz: 31.607 > 0.109
iter: 571 | bound: 50 | nc: 21 | ncall: 11380 | eff(%): 5.018 | loglstar: -inf < -44.761 < inf | logz: -52.389 +/- 0.249 | dlogz: 37.002 > 0.109
iter: 572 | bound: 50 | nc: 19 | ncall: 11399 | eff(%): 5.018 | loglstar: -inf < -44.649 < inf | logz: -52.318 +/- 0.249 | dlogz: 36.927 > 0.109
iter: 573 | bound: 51 | nc: 64 | ncall: 11463 | eff(%): 4.999 | loglstar: -inf < -44.163 < inf | logz: -52.228 +/- 0.251 | dlogz: 36.846 > 0.109
iter: 574 | bound: 51 | nc: 20 | ncall: 11483 | eff(%): 4.999 | loglstar: -inf < -44.073 < inf | logz: -52.123 +/- 0.252 | dlogz: 36.746 > 0.109
iter: 575 | bound: 51 | nc: 71 | ncall: 11554 | eff(%): 4.977 | loglstar: -inf < -44.060 < inf | logz: -52.025 +/- 0.253 | dlogz: 36.632 > 0.109
iter: 576 | bound: 52 | nc: 22 | ncall: 11576 | eff(%): 4.976 | loglstar: -inf < -43.992 < inf | logz: -51.933 +/- 0.254 | dlogz: 36.524 > 0.109
iter: 577 | bound: 52 | nc: 58 | ncall: 11634 | eff(%): 4.960 | loglstar: -inf < -43.991 < inf | logz: -51.846 +/- 0.255 | dlogz: 36.421 > 0.109
iter: 578 | bound: 52 | nc: 16 | ncall: 11650 | eff(%): 4.961 | loglstar: -inf < -43.964 < inf | logz: -51.767 +/- 0.255 | dlogz: 36.325 > 0.109
iter: 579 | bound: 52 | nc: 5 | ncall: 11655 | eff(%): 4.968 | loglstar: -inf < -43.884 < inf | logz: -51.689 +/- 0.256 | dlogz: 36.235 > 0.109
iter: 580 | bound: 52 | nc: 20 | ncall: 11675 | eff(%): 4.968 | loglstar: -inf < -43.784 < inf | logz: -51.612 +/- 0.256 | dlogz: 36.148 > 0.109
iter: 581 | bound: 53 | nc: 14 | ncall: 11689 | eff(%): 4.970 | loglstar: -inf < -43.773 < inf | logz: -51.537 +/- 0.256 | dlogz: 36.061 > 0.109
iter: 582 | bound: 53 | nc: 12 | ncall: 11701 | eff(%): 4.974 | loglstar: -inf < -43.753 < inf | logz: -51.467 +/- 0.256 | dlogz: 35.976 > 0.109
iter: 583 | bound: 53 | nc: 6 | ncall: 11707 | eff(%): 4.980 | loglstar: -inf < -43.680 < inf | logz: -51.399 +/- 0.257 | dlogz: 35.896 > 0.109
iter: 584 | bound: 53 | nc: 15 | ncall: 11722 | eff(%): 4.982 | loglstar: -inf < -43.664 < inf | logz: -51.333 +/- 0.257 | dlogz: 35.818 > 0.109
iter: 585 | bound: 53 | nc: 27 | ncall: 11749 | eff(%): 4.979 | loglstar: -inf < -43.606 < inf | logz: -51.270 +/- 0.257 | dlogz: 35.742 > 0.109
iter: 586 | bound: 53 | nc: 2 | ncall: 11751 | eff(%): 4.987 | loglstar: -inf < -43.424 < inf | logz: -51.203 +/- 0.257 | dlogz: 35.669 > 0.109
iter: 587 | bound: 53 | nc: 21 | ncall: 11772 | eff(%): 4.986 | loglstar: -inf < -43.401 < inf | logz: -51.135 +/- 0.257 | dlogz: 35.593 > 0.109
iter: 588 | bound: 53 | nc: 1 | ncall: 11773 | eff(%): 4.994 | loglstar: -inf < -43.370 < inf | logz: -51.071 +/- 0.257 | dlogz: 35.515 > 0.109
iter: 589 | bound: 53 | nc: 5 | ncall: 11778 | eff(%): 5.001 | loglstar: -inf < -43.272 < inf | logz: -51.007 +/- 0.257 | dlogz: 35.440 > 0.109
iter: 590 | bound: 53 | nc: 8 | ncall: 11786 | eff(%): 5.006 | loglstar: -inf < -43.178 < inf | logz: -50.941 +/- 0.257 | dlogz: 35.366 > 0.109
iter: 591 | bound: 54 | nc: 9 | ncall: 11795 | eff(%): 5.011 | loglstar: -inf < -43.164 < inf | logz: -50.877 +/- 0.257 | dlogz: 35.291 > 0.109
iter: 592 | bound: 54 | nc: 19 | ncall: 11814 | eff(%): 5.011 | loglstar: -inf < -43.140 < inf | logz: -50.816 +/- 0.257 | dlogz: 35.216 > 0.109
iter: 593 | bound: 54 | nc: 1 | ncall: 11815 | eff(%): 5.019 | loglstar: -inf < -43.009 < inf | logz: -50.755 +/- 0.258 | dlogz: 35.146 > 0.109
iter: 594 | bound: 54 | nc: 7 | ncall: 11822 | eff(%): 5.025 | loglstar: -inf < -42.950 < inf | logz: -50.692 +/- 0.258 | dlogz: 35.075 > 0.109
iter: 595 | bound: 54 | nc: 6 | ncall: 11828 | eff(%): 5.030 | loglstar: -inf < -42.887 < inf | logz: -50.631 +/- 0.258 | dlogz: 35.002 > 0.109
iter: 596 | bound: 54 | nc: 2 | ncall: 11830 | eff(%): 5.038 | loglstar: -inf < -42.781 < inf | logz: -50.568 +/- 0.258 | dlogz: 34.930 > 0.109
iter: 597 | bound: 54 | nc: 4 | ncall: 11834 | eff(%): 5.045 | loglstar: -inf < -42.735 < inf | logz: -50.505 +/- 0.258 | dlogz: 34.858 > 0.109
iter: 598 | bound: 54 | nc: 15 | ncall: 11849 | eff(%): 5.047 | loglstar: -inf < -42.734 < inf | logz: -50.445 +/- 0.258 | dlogz: 34.785 > 0.109
iter: 599 | bound: 54 | nc: 16 | ncall: 11865 | eff(%): 5.048 | loglstar: -inf < -42.580 < inf | logz: -50.385 +/- 0.258 | dlogz: 34.715 > 0.109
iter: 600 | bound: 54 | nc: 8 | ncall: 11873 | eff(%): 5.053 | loglstar: -inf < -42.380 < inf | logz: -50.317 +/- 0.258 | dlogz: 34.644 > 0.109
iter: 601 | bound: 54 | nc: 5 | ncall: 11878 | eff(%): 5.060 | loglstar: -inf < -42.318 < inf | logz: -50.247 +/- 0.259 | dlogz: 34.567 > 0.109
iter: 602 | bound: 55 | nc: 21 | ncall: 11899 | eff(%): 5.059 | loglstar: -inf < -42.145 < inf | logz: -50.173 +/- 0.259 | dlogz: 34.487 > 0.109
iter: 603 | bound: 55 | nc: 7 | ncall: 11906 | eff(%): 5.065 | loglstar: -inf < -42.103 < inf | logz: -50.099 +/- 0.259 | dlogz: 34.403 > 0.109
iter: 604 | bound: 55 | nc: 12 | ncall: 11918 | eff(%): 5.068 | loglstar: -inf < -42.043 < inf | logz: -50.026 +/- 0.260 | dlogz: 34.319 > 0.109
iter: 605 | bound: 55 | nc: 8 | ncall: 11926 | eff(%): 5.073 | loglstar: -inf < -41.967 < inf | logz: -49.955 +/- 0.260 | dlogz: 34.236 > 0.109
iter: 606 | bound: 55 | nc: 11 | ncall: 11937 | eff(%): 5.077 | loglstar: -inf < -41.936 < inf | logz: -49.885 +/- 0.260 | dlogz: 34.155 > 0.109
iter: 607 | bound: 55 | nc: 4 | ncall: 11941 | eff(%): 5.083 | loglstar: -inf < -41.897 < inf | logz: -49.819 +/- 0.260 | dlogz: 34.075 > 0.109
iter: 608 | bound: 55 | nc: 2 | ncall: 11943 | eff(%): 5.091 | loglstar: -inf < -41.867 < inf | logz: -49.755 +/- 0.260 | dlogz: 33.999 > 0.109
iter: 609 | bound: 55 | nc: 22 | ncall: 11965 | eff(%): 5.090 | loglstar: -inf < -41.655 < inf | logz: -49.688 +/- 0.261 | dlogz: 33.925 > 0.109
iter: 610 | bound: 55 | nc: 6 | ncall: 11971 | eff(%): 5.096 | loglstar: -inf < -41.654 < inf | logz: -49.619 +/- 0.261 | dlogz: 33.848 > 0.109
iter: 611 | bound: 55 | nc: 8 | ncall: 11979 | eff(%): 5.101 | loglstar: -inf < -41.613 < inf | logz: -49.554 +/- 0.261 | dlogz: 33.769 > 0.109
iter: 612 | bound: 56 | nc: 26 | ncall: 12005 | eff(%): 5.098 | loglstar: -inf < -41.606 < inf | logz: -49.492 +/- 0.261 | dlogz: 33.694 > 0.109
iter: 613 | bound: 56 | nc: 12 | ncall: 12017 | eff(%): 5.101 | loglstar: -inf < -41.547 < inf | logz: -49.432 +/- 0.261 | dlogz: 33.622 > 0.109
iter: 614 | bound: 56 | nc: 13 | ncall: 12030 | eff(%): 5.104 | loglstar: -inf < -41.388 < inf | logz: -49.370 +/- 0.261 | dlogz: 33.553 > 0.109
iter: 615 | bound: 56 | nc: 10 | ncall: 12040 | eff(%): 5.108 | loglstar: -inf < -41.379 < inf | logz: -49.307 +/- 0.261 | dlogz: 33.480 > 0.109
iter: 616 | bound: 56 | nc: 4 | ncall: 12044 | eff(%): 5.115 | loglstar: -inf < -41.231 < inf | logz: -49.244 +/- 0.261 | dlogz: 33.408 > 0.109
iter: 617 | bound: 56 | nc: 17 | ncall: 12061 | eff(%): 5.116 | loglstar: -inf < -41.189 < inf | logz: -49.180 +/- 0.262 | dlogz: 33.335 > 0.109
iter: 618 | bound: 56 | nc: 1 | ncall: 12062 | eff(%): 5.124 | loglstar: -inf < -41.060 < inf | logz: -49.114 +/- 0.262 | dlogz: 33.260 > 0.109
iter: 619 | bound: 56 | nc: 5 | ncall: 12067 | eff(%): 5.130 | loglstar: -inf < -40.891 < inf | logz: -49.044 +/- 0.262 | dlogz: 33.185 > 0.109
iter: 620 | bound: 56 | nc: 5 | ncall: 12072 | eff(%): 5.136 | loglstar: -inf < -40.842 < inf | logz: -48.972 +/- 0.262 | dlogz: 33.105 > 0.109
iter: 621 | bound: 56 | nc: 1 | ncall: 12073 | eff(%): 5.144 | loglstar: -inf < -40.839 < inf | logz: -48.904 +/- 0.263 | dlogz: 33.023 > 0.109
iter: 622 | bound: 56 | nc: 1 | ncall: 12074 | eff(%): 5.152 | loglstar: -inf < -40.828 < inf | logz: -48.841 +/- 0.263 | dlogz: 32.945 > 0.109
iter: 623 | bound: 56 | nc: 6 | ncall: 12080 | eff(%): 5.157 | loglstar: -inf < -40.827 < inf | logz: -48.781 +/- 0.263 | dlogz: 32.872 > 0.109
iter: 624 | bound: 56 | nc: 9 | ncall: 12089 | eff(%): 5.162 | loglstar: -inf < -40.766 < inf | logz: -48.724 +/- 0.263 | dlogz: 32.802 > 0.109
iter: 625 | bound: 56 | nc: 1 | ncall: 12090 | eff(%): 5.170 | loglstar: -inf < -40.601 < inf | logz: -48.664 +/- 0.263 | dlogz: 32.735 > 0.109
iter: 626 | bound: 56 | nc: 3 | ncall: 12093 | eff(%): 5.177 | loglstar: -inf < -40.556 < inf | logz: -48.602 +/- 0.263 | dlogz: 32.665 > 0.109
iter: 627 | bound: 57 | nc: 15 | ncall: 12108 | eff(%): 5.178 | loglstar: -inf < -40.511 < inf | logz: -48.541 +/- 0.263 | dlogz: 32.593 > 0.109
iter: 628 | bound: 57 | nc: 11 | ncall: 12119 | eff(%): 5.182 | loglstar: -inf < -40.377 < inf | logz: -48.479 +/- 0.263 | dlogz: 32.522 > 0.109
iter: 629 | bound: 57 | nc: 2 | ncall: 12121 | eff(%): 5.189 | loglstar: -inf < -40.347 < inf | logz: -48.417 +/- 0.263 | dlogz: 32.451 > 0.109
iter: 630 | bound: 57 | nc: 19 | ncall: 12140 | eff(%): 5.189 | loglstar: -inf < -39.763 < inf | logz: -48.336 +/- 0.264 | dlogz: 32.379 > 0.109
iter: 631 | bound: 57 | nc: 14 | ncall: 12154 | eff(%): 5.192 | loglstar: -inf < -39.652 < inf | logz: -48.236 +/- 0.265 | dlogz: 32.287 > 0.109
iter: 632 | bound: 57 | nc: 6 | ncall: 12160 | eff(%): 5.197 | loglstar: -inf < -39.564 < inf | logz: -48.137 +/- 0.266 | dlogz: 32.178 > 0.109
iter: 633 | bound: 58 | nc: 58 | ncall: 12218 | eff(%): 5.181 | loglstar: -inf < -39.449 < inf | logz: -48.039 +/- 0.267 | dlogz: 32.069 > 0.109
iter: 634 | bound: 58 | nc: 7 | ncall: 12225 | eff(%): 5.186 | loglstar: -inf < -39.448 < inf | logz: -47.946 +/- 0.267 | dlogz: 31.961 > 0.109
iter: 635 | bound: 58 | nc: 11 | ncall: 12236 | eff(%): 5.190 | loglstar: -inf < -39.336 < inf | logz: -47.856 +/- 0.268 | dlogz: 31.857 > 0.109
iter: 636 | bound: 58 | nc: 6 | ncall: 12242 | eff(%): 5.195 | loglstar: -inf < -39.310 < inf | logz: -47.769 +/- 0.268 | dlogz: 31.758 > 0.109
iter: 637 | bound: 58 | nc: 7 | ncall: 12249 | eff(%): 5.200 | loglstar: -inf < -39.296 < inf | logz: -47.689 +/- 0.269 | dlogz: 31.661 > 0.109
iter: 638 | bound: 58 | nc: 11 | ncall: 12260 | eff(%): 5.204 | loglstar: -inf < -39.162 < inf | logz: -47.609 +/- 0.269 | dlogz: 31.570 > 0.109
iter: 639 | bound: 58 | nc: 4 | ncall: 12264 | eff(%): 5.210 | loglstar: -inf < -39.111 < inf | logz: -47.530 +/- 0.269 | dlogz: 31.481 > 0.109
iter: 640 | bound: 58 | nc: 14 | ncall: 12278 | eff(%): 5.213 | loglstar: -inf < -39.035 < inf | logz: -47.452 +/- 0.269 | dlogz: 31.391 > 0.109
iter: 641 | bound: 58 | nc: 9 | ncall: 12287 | eff(%): 5.217 | loglstar: -inf < -39.017 < inf | logz: -47.377 +/- 0.269 | dlogz: 31.304 > 0.109
iter: 642 | bound: 58 | nc: 20 | ncall: 12307 | eff(%): 5.217 | loglstar: -inf < -38.959 < inf | logz: -47.306 +/- 0.270 | dlogz: 31.219 > 0.109
iter: 643 | bound: 58 | nc: 1 | ncall: 12308 | eff(%): 5.224 | loglstar: -inf < -38.779 < inf | logz: -47.232 +/- 0.270 | dlogz: 31.138 > 0.109
iter: 644 | bound: 59 | nc: 15 | ncall: 12323 | eff(%): 5.226 | loglstar: -inf < -38.736 < inf | logz: -47.156 +/- 0.270 | dlogz: 33.360 > 0.109
iter: 645 | bound: 59 | nc: 9 | ncall: 12332 | eff(%): 5.230 | loglstar: -inf < -38.528 < inf | logz: -47.076 +/- 0.270 | dlogz: 33.274 > 0.109
iter: 646 | bound: 59 | nc: 3 | ncall: 12335 | eff(%): 5.237 | loglstar: -inf < -38.516 < inf | logz: -46.996 +/- 0.270 | dlogz: 33.185 > 0.109
iter: 647 | bound: 59 | nc: 11 | ncall: 12346 | eff(%): 5.241 | loglstar: -inf < -38.391 < inf | logz: -46.917 +/- 0.271 | dlogz: 33.094 > 0.109
iter: 648 | bound: 59 | nc: 7 | ncall: 12353 | eff(%): 5.246 | loglstar: -inf < -38.350 < inf | logz: -46.838 +/- 0.271 | dlogz: 33.005 > 0.109
iter: 649 | bound: 59 | nc: 6 | ncall: 12359 | eff(%): 5.251 | loglstar: -inf < -38.349 < inf | logz: -46.765 +/- 0.271 | dlogz: 32.917 > 0.109
iter: 650 | bound: 59 | nc: 9 | ncall: 12368 | eff(%): 5.255 | loglstar: -inf < -38.220 < inf | logz: -46.693 +/- 0.271 | dlogz: 32.833 > 0.109
iter: 651 | bound: 59 | nc: 6 | ncall: 12374 | eff(%): 5.261 | loglstar: -inf < -38.201 < inf | logz: -46.621 +/- 0.271 | dlogz: 32.751 > 0.109
iter: 652 | bound: 59 | nc: 5 | ncall: 12379 | eff(%): 5.267 | loglstar: -inf < -38.125 < inf | logz: -46.552 +/- 0.271 | dlogz: 32.670 > 0.109
iter: 653 | bound: 59 | nc: 12 | ncall: 12391 | eff(%): 5.270 | loglstar: -inf < -38.118 < inf | logz: -46.485 +/- 0.271 | dlogz: 32.590 > 0.109
iter: 654 | bound: 59 | nc: 15 | ncall: 12406 | eff(%): 5.272 | loglstar: -inf < -38.057 < inf | logz: -46.421 +/- 0.271 | dlogz: 32.514 > 0.109
iter: 655 | bound: 59 | nc: 15 | ncall: 12421 | eff(%): 5.273 | loglstar: -inf < -38.052 < inf | logz: -46.359 +/- 0.271 | dlogz: 32.439 > 0.109
iter: 656 | bound: 60 | nc: 13 | ncall: 12434 | eff(%): 5.276 | loglstar: -inf < -37.946 < inf | logz: -46.298 +/- 0.271 | dlogz: 32.368 > 0.109
iter: 657 | bound: 60 | nc: 30 | ncall: 12464 | eff(%): 5.271 | loglstar: -inf < -37.884 < inf | logz: -46.237 +/- 0.271 | dlogz: 32.297 > 0.109
iter: 658 | bound: 60 | nc: 7 | ncall: 12471 | eff(%): 5.276 | loglstar: -inf < -37.776 < inf | logz: -46.175 +/- 0.271 | dlogz: 32.226 > 0.109
iter: 659 | bound: 60 | nc: 11 | ncall: 12482 | eff(%): 5.280 | loglstar: -inf < -37.740 < inf | logz: -46.112 +/- 0.271 | dlogz: 32.154 > 0.109
iter: 660 | bound: 60 | nc: 5 | ncall: 12487 | eff(%): 5.285 | loglstar: -inf < -37.713 < inf | logz: -46.053 +/- 0.271 | dlogz: 32.081 > 0.109
iter: 661 | bound: 60 | nc: 6 | ncall: 12493 | eff(%): 5.291 | loglstar: -inf < -37.591 < inf | logz: -45.992 +/- 0.271 | dlogz: 32.012 > 0.109
iter: 662 | bound: 60 | nc: 1 | ncall: 12494 | eff(%): 5.299 | loglstar: -inf < -37.584 < inf | logz: -45.933 +/- 0.271 | dlogz: 31.942 > 0.109
iter: 663 | bound: 60 | nc: 20 | ncall: 12514 | eff(%): 5.298 | loglstar: -inf < -37.438 < inf | logz: -45.872 +/- 0.271 | dlogz: 31.872 > 0.109
iter: 664 | bound: 60 | nc: 2 | ncall: 12516 | eff(%): 5.305 | loglstar: -inf < -37.366 < inf | logz: -45.810 +/- 0.271 | dlogz: 31.802 > 0.109
iter: 665 | bound: 60 | nc: 2 | ncall: 12518 | eff(%): 5.312 | loglstar: -inf < -37.319 < inf | logz: -45.748 +/- 0.271 | dlogz: 31.729 > 0.109
iter: 666 | bound: 60 | nc: 10 | ncall: 12528 | eff(%): 5.316 | loglstar: -inf < -37.293 < inf | logz: -45.689 +/- 0.271 | dlogz: 31.658 > 0.109
iter: 667 | bound: 60 | nc: 4 | ncall: 12532 | eff(%): 5.322 | loglstar: -inf < -37.121 < inf | logz: -45.627 +/- 0.271 | dlogz: 31.588 > 0.109
iter: 668 | bound: 61 | nc: 2 | ncall: 12534 | eff(%): 5.330 | loglstar: -inf < -37.031 < inf | logz: -45.562 +/- 0.271 | dlogz: 31.516 > 0.109
iter: 669 | bound: 61 | nc: 2 | ncall: 12536 | eff(%): 5.337 | loglstar: -inf < -36.908 < inf | logz: -45.495 +/- 0.272 | dlogz: 31.441 > 0.109
iter: 670 | bound: 61 | nc: 7 | ncall: 12543 | eff(%): 5.342 | loglstar: -inf < -36.883 < inf | logz: -45.428 +/- 0.272 | dlogz: 31.364 > 0.109
iter: 671 | bound: 61 | nc: 3 | ncall: 12546 | eff(%): 5.348 | loglstar: -inf < -36.880 < inf | logz: -45.365 +/- 0.272 | dlogz: 36.997 > 0.109
iter: 672 | bound: 61 | nc: 4 | ncall: 12550 | eff(%): 5.355 | loglstar: -inf < -36.831 < inf | logz: -45.305 +/- 0.272 | dlogz: 36.925 > 0.109
iter: 673 | bound: 61 | nc: 3 | ncall: 12553 | eff(%): 5.361 | loglstar: -inf < -36.817 < inf | logz: -45.247 +/- 0.272 | dlogz: 36.854 > 0.109
iter: 674 | bound: 61 | nc: 5 | ncall: 12558 | eff(%): 5.367 | loglstar: -inf < -36.763 < inf | logz: -45.191 +/- 0.272 | dlogz: 36.787 > 0.109
iter: 675 | bound: 61 | nc: 19 | ncall: 12577 | eff(%): 5.367 | loglstar: -inf < -36.758 < inf | logz: -45.137 +/- 0.272 | dlogz: 36.721 > 0.109
iter: 676 | bound: 61 | nc: 1 | ncall: 12578 | eff(%): 5.374 | loglstar: -inf < -36.749 < inf | logz: -45.086 +/- 0.272 | dlogz: 36.657 > 0.109
iter: 677 | bound: 61 | nc: 14 | ncall: 12592 | eff(%): 5.376 | loglstar: -inf < -36.685 < inf | logz: -45.036 +/- 0.272 | dlogz: 36.596 > 0.109
iter: 678 | bound: 61 | nc: 11 | ncall: 12603 | eff(%): 5.380 | loglstar: -inf < -36.511 < inf | logz: -44.983 +/- 0.272 | dlogz: 36.536 > 0.109
iter: 679 | bound: 61 | nc: 7 | ncall: 12610 | eff(%): 5.385 | loglstar: -inf < -36.493 < inf | logz: -44.928 +/- 0.272 | dlogz: 36.473 > 0.109
iter: 680 | bound: 61 | nc: 17 | ncall: 12627 | eff(%): 5.385 | loglstar: -inf < -36.486 < inf | logz: -44.877 +/- 0.272 | dlogz: 36.408 > 0.109
iter: 681 | bound: 62 | nc: 10 | ncall: 12637 | eff(%): 5.389 | loglstar: -inf < -36.460 < inf | logz: -44.827 +/- 0.272 | dlogz: 36.346 > 0.109
iter: 682 | bound: 62 | nc: 53 | ncall: 12690 | eff(%): 5.374 | loglstar: -inf < -36.451 < inf | logz: -44.779 +/- 0.272 | dlogz: 36.287 > 0.109
iter: 683 | bound: 63 | nc: 82 | ncall: 12772 | eff(%): 5.348 | loglstar: -inf < -36.440 < inf | logz: -44.734 +/- 0.272 | dlogz: 36.229 > 0.109
iter: 684 | bound: 64 | nc: 129 | ncall: 12901 | eff(%): 5.302 | loglstar: -inf < -36.323 < inf | logz: -44.688 +/- 0.272 | dlogz: 36.174 > 0.109
iter: 685 | bound: 64 | nc: 46 | ncall: 12947 | eff(%): 5.291 | loglstar: -inf < -36.304 < inf | logz: -44.641 +/- 0.271 | dlogz: 36.118 > 0.109
iter: 686 | bound: 65 | nc: 65 | ncall: 13012 | eff(%): 5.272 | loglstar: -inf < -36.303 < inf | logz: -44.597 +/- 0.271 | dlogz: 36.061 > 0.109
iter: 687 | bound: 65 | nc: 19 | ncall: 13031 | eff(%): 5.272 | loglstar: -inf < -36.137 < inf | logz: -44.551 +/- 0.271 | dlogz: 36.007 > 0.109
iter: 688 | bound: 65 | nc: 16 | ncall: 13047 | eff(%): 5.273 | loglstar: -inf < -36.053 < inf | logz: -44.502 +/- 0.271 | dlogz: 35.951 > 0.109
iter: 689 | bound: 65 | nc: 2 | ncall: 13049 | eff(%): 5.280 | loglstar: -inf < -36.038 < inf | logz: -44.454 +/- 0.271 | dlogz: 35.893 > 0.109
iter: 690 | bound: 65 | nc: 5 | ncall: 13054 | eff(%): 5.286 | loglstar: -inf < -35.930 < inf | logz: -44.405 +/- 0.271 | dlogz: 35.834 > 0.109
iter: 691 | bound: 65 | nc: 11 | ncall: 13065 | eff(%): 5.289 | loglstar: -inf < -35.870 < inf | logz: -44.356 +/- 0.272 | dlogz: 35.776 > 0.109
iter: 692 | bound: 65 | nc: 4 | ncall: 13069 | eff(%): 5.295 | loglstar: -inf < -35.868 < inf | logz: -44.307 +/- 0.272 | dlogz: 35.716 > 0.109
iter: 693 | bound: 65 | nc: 6 | ncall: 13075 | eff(%): 5.300 | loglstar: -inf < -35.832 < inf | logz: -44.261 +/- 0.272 | dlogz: 35.658 > 0.109
iter: 694 | bound: 65 | nc: 12 | ncall: 13087 | eff(%): 5.303 | loglstar: -inf < -35.832 < inf | logz: -44.216 +/- 0.272 | dlogz: 35.601 > 0.109
iter: 695 | bound: 65 | nc: 5 | ncall: 13092 | eff(%): 5.309 | loglstar: -inf < -35.679 < inf | logz: -44.170 +/- 0.272 | dlogz: 35.546 > 0.109
iter: 696 | bound: 65 | nc: 11 | ncall: 13103 | eff(%): 5.312 | loglstar: -inf < -35.600 < inf | logz: -44.121 +/- 0.272 | dlogz: 35.490 > 0.109
iter: 697 | bound: 65 | nc: 1 | ncall: 13104 | eff(%): 5.319 | loglstar: -inf < -35.567 < inf | logz: -44.073 +/- 0.272 | dlogz: 35.432 > 0.109
iter: 698 | bound: 65 | nc: 7 | ncall: 13111 | eff(%): 5.324 | loglstar: -inf < -35.447 < inf | logz: -44.023 +/- 0.272 | dlogz: 35.373 > 0.109
iter: 699 | bound: 66 | nc: 33 | ncall: 13144 | eff(%): 5.318 | loglstar: -inf < -35.417 < inf | logz: -43.973 +/- 0.272 | dlogz: 35.314 > 0.109
iter: 700 | bound: 66 | nc: 12 | ncall: 13156 | eff(%): 5.321 | loglstar: -inf < -35.376 < inf | logz: -43.924 +/- 0.272 | dlogz: 35.254 > 0.109
iter: 701 | bound: 66 | nc: 22 | ncall: 13178 | eff(%): 5.319 | loglstar: -inf < -35.330 < inf | logz: -43.876 +/- 0.272 | dlogz: 35.195 > 0.109
iter: 702 | bound: 66 | nc: 47 | ncall: 13225 | eff(%): 5.308 | loglstar: -inf < -35.305 < inf | logz: -43.829 +/- 0.272 | dlogz: 35.137 > 0.109
iter: 703 | bound: 67 | nc: 24 | ncall: 13249 | eff(%): 5.306 | loglstar: -inf < -35.282 < inf | logz: -43.784 +/- 0.272 | dlogz: 35.080 > 0.109
iter: 704 | bound: 67 | nc: 7 | ncall: 13256 | eff(%): 5.311 | loglstar: -inf < -35.267 < inf | logz: -43.739 +/- 0.272 | dlogz: 35.024 > 0.109
iter: 705 | bound: 67 | nc: 11 | ncall: 13267 | eff(%): 5.314 | loglstar: -inf < -35.171 < inf | logz: -43.695 +/- 0.272 | dlogz: 34.970 > 0.109
iter: 706 | bound: 67 | nc: 9 | ncall: 13276 | eff(%): 5.318 | loglstar: -inf < -35.162 < inf | logz: -43.651 +/- 0.272 | dlogz: 34.916 > 0.109
iter: 707 | bound: 67 | nc: 8 | ncall: 13284 | eff(%): 5.322 | loglstar: -inf < -35.052 < inf | logz: -43.607 +/- 0.272 | dlogz: 34.862 > 0.109
iter: 708 | bound: 67 | nc: 7 | ncall: 13291 | eff(%): 5.327 | loglstar: -inf < -35.048 < inf | logz: -43.563 +/- 0.273 | dlogz: 34.808 > 0.109
iter: 709 | bound: 67 | nc: 1 | ncall: 13292 | eff(%): 5.334 | loglstar: -inf < -34.922 < inf | logz: -43.518 +/- 0.273 | dlogz: 34.754 > 0.109
iter: 710 | bound: 67 | nc: 14 | ncall: 13306 | eff(%): 5.336 | loglstar: -inf < -34.917 < inf | logz: -43.472 +/- 0.273 | dlogz: 34.699 > 0.109
iter: 711 | bound: 67 | nc: 7 | ncall: 13313 | eff(%): 5.341 | loglstar: -inf < -34.913 < inf | logz: -43.429 +/- 0.273 | dlogz: 34.644 > 0.109
iter: 712 | bound: 67 | nc: 23 | ncall: 13336 | eff(%): 5.339 | loglstar: -inf < -34.862 < inf | logz: -43.387 +/- 0.273 | dlogz: 34.591 > 0.109
iter: 713 | bound: 67 | nc: 4 | ncall: 13340 | eff(%): 5.345 | loglstar: -inf < -34.783 < inf | logz: -43.345 +/- 0.273 | dlogz: 34.539 > 0.109
iter: 714 | bound: 68 | nc: 33 | ncall: 13373 | eff(%): 5.339 | loglstar: -inf < -34.728 < inf | logz: -43.302 +/- 0.273 | dlogz: 34.486 > 0.109
iter: 715 | bound: 68 | nc: 4 | ncall: 13377 | eff(%): 5.345 | loglstar: -inf < -34.509 < inf | logz: -43.254 +/- 0.273 | dlogz: 34.433 > 0.109
iter: 716 | bound: 68 | nc: 6 | ncall: 13383 | eff(%): 5.350 | loglstar: -inf < -34.444 < inf | logz: -43.203 +/- 0.273 | dlogz: 34.376 > 0.109
iter: 717 | bound: 68 | nc: 1 | ncall: 13384 | eff(%): 5.357 | loglstar: -inf < -34.398 < inf | logz: -43.153 +/- 0.274 | dlogz: 34.315 > 0.109
iter: 718 | bound: 68 | nc: 6 | ncall: 13390 | eff(%): 5.362 | loglstar: -inf < -34.376 < inf | logz: -43.103 +/- 0.274 | dlogz: 34.254 > 0.109
iter: 719 | bound: 68 | nc: 5 | ncall: 13395 | eff(%): 5.368 | loglstar: -inf < -34.330 < inf | logz: -43.055 +/- 0.274 | dlogz: 34.195 > 0.109
iter: 720 | bound: 68 | nc: 2 | ncall: 13397 | eff(%): 5.374 | loglstar: -inf < -34.110 < inf | logz: -43.003 +/- 0.274 | dlogz: 34.137 > 0.109
iter: 721 | bound: 68 | nc: 1 | ncall: 13398 | eff(%): 5.381 | loglstar: -inf < -33.917 < inf | logz: -42.943 +/- 0.275 | dlogz: 34.075 > 0.109
iter: 722 | bound: 68 | nc: 4 | ncall: 13402 | eff(%): 5.387 | loglstar: -inf < -33.873 < inf | logz: -42.881 +/- 0.275 | dlogz: 34.005 > 0.109
iter: 723 | bound: 68 | nc: 4 | ncall: 13406 | eff(%): 5.393 | loglstar: -inf < -33.857 < inf | logz: -42.821 +/- 0.275 | dlogz: 33.933 > 0.109
iter: 724 | bound: 68 | nc: 8 | ncall: 13414 | eff(%): 5.397 | loglstar: -inf < -33.711 < inf | logz: -42.760 +/- 0.276 | dlogz: 33.863 > 0.109
iter: 725 | bound: 68 | nc: 4 | ncall: 13418 | eff(%): 5.403 | loglstar: -inf < -33.593 < inf | logz: -42.695 +/- 0.276 | dlogz: 33.792 > 0.109
iter: 726 | bound: 68 | nc: 10 | ncall: 13428 | eff(%): 5.407 | loglstar: -inf < -33.551 < inf | logz: -42.631 +/- 0.277 | dlogz: 33.717 > 0.109
iter: 727 | bound: 68 | nc: 6 | ncall: 13434 | eff(%): 5.412 | loglstar: -inf < -33.502 < inf | logz: -42.568 +/- 0.277 | dlogz: 33.643 > 0.109
iter: 728 | bound: 68 | nc: 11 | ncall: 13445 | eff(%): 5.415 | loglstar: -inf < -33.374 < inf | logz: -42.504 +/- 0.278 | dlogz: 33.570 > 0.109
iter: 729 | bound: 68 | nc: 3 | ncall: 13448 | eff(%): 5.421 | loglstar: -inf < -33.249 < inf | logz: -42.437 +/- 0.278 | dlogz: 33.496 > 0.109
iter: 730 | bound: 68 | nc: 3 | ncall: 13451 | eff(%): 5.427 | loglstar: -inf < -33.217 < inf | logz: -42.369 +/- 0.279 | dlogz: 33.419 > 0.109
iter: 731 | bound: 68 | nc: 10 | ncall: 13461 | eff(%): 5.431 | loglstar: -inf < -33.136 < inf | logz: -42.303 +/- 0.279 | dlogz: 33.342 > 0.109
iter: 732 | bound: 68 | nc: 10 | ncall: 13471 | eff(%): 5.434 | loglstar: -inf < -33.105 < inf | logz: -42.239 +/- 0.279 | dlogz: 33.266 > 0.109
iter: 733 | bound: 69 | nc: 2 | ncall: 13473 | eff(%): 5.441 | loglstar: -inf < -33.069 < inf | logz: -42.176 +/- 0.280 | dlogz: 33.191 > 0.109
iter: 734 | bound: 69 | nc: 12 | ncall: 13485 | eff(%): 5.443 | loglstar: -inf < -33.040 < inf | logz: -42.117 +/- 0.280 | dlogz: 33.119 > 0.109
iter: 735 | bound: 69 | nc: 23 | ncall: 13508 | eff(%): 5.441 | loglstar: -inf < -33.038 < inf | logz: -42.060 +/- 0.280 | dlogz: 33.049 > 0.109
iter: 736 | bound: 69 | nc: 25 | ncall: 13533 | eff(%): 5.439 | loglstar: -inf < -32.963 < inf | logz: -42.005 +/- 0.280 | dlogz: 32.983 > 0.109
iter: 737 | bound: 69 | nc: 1 | ncall: 13534 | eff(%): 5.446 | loglstar: -inf < -32.872 < inf | logz: -41.948 +/- 0.280 | dlogz: 32.917 > 0.109
iter: 738 | bound: 69 | nc: 6 | ncall: 13540 | eff(%): 5.451 | loglstar: -inf < -32.762 < inf | logz: -41.890 +/- 0.281 | dlogz: 32.851 > 0.109
iter: 739 | bound: 69 | nc: 19 | ncall: 13559 | eff(%): 5.450 | loglstar: -inf < -32.655 < inf | logz: -41.830 +/- 0.281 | dlogz: 32.783 > 0.109
iter: 740 | bound: 70 | nc: 20 | ncall: 13579 | eff(%): 5.450 | loglstar: -inf < -32.530 < inf | logz: -41.767 +/- 0.281 | dlogz: 32.713 > 0.109
iter: 741 | bound: 70 | nc: 4 | ncall: 13583 | eff(%): 5.455 | loglstar: -inf < -32.429 < inf | logz: -41.701 +/- 0.281 | dlogz: 32.639 > 0.109
iter: 742 | bound: 70 | nc: 8 | ncall: 13591 | eff(%): 5.459 | loglstar: -inf < -32.377 < inf | logz: -41.635 +/- 0.282 | dlogz: 32.564 > 0.109
iter: 743 | bound: 70 | nc: 10 | ncall: 13601 | eff(%): 5.463 | loglstar: -inf < -32.370 < inf | logz: -41.573 +/- 0.282 | dlogz: 32.488 > 0.109
iter: 744 | bound: 70 | nc: 34 | ncall: 13635 | eff(%): 5.457 | loglstar: -inf < -32.362 < inf | logz: -41.514 +/- 0.282 | dlogz: 32.415 > 0.109
iter: 745 | bound: 70 | nc: 7 | ncall: 13642 | eff(%): 5.461 | loglstar: -inf < -32.300 < inf | logz: -41.457 +/- 0.282 | dlogz: 32.347 > 0.109
iter: 746 | bound: 70 | nc: 2 | ncall: 13644 | eff(%): 5.468 | loglstar: -inf < -32.238 < inf | logz: -41.400 +/- 0.283 | dlogz: 32.280 > 0.109
iter: 747 | bound: 70 | nc: 7 | ncall: 13651 | eff(%): 5.472 | loglstar: -inf < -32.213 < inf | logz: -41.344 +/- 0.283 | dlogz: 32.213 > 0.109
iter: 748 | bound: 70 | nc: 10 | ncall: 13661 | eff(%): 5.475 | loglstar: -inf < -32.181 < inf | logz: -41.291 +/- 0.283 | dlogz: 32.147 > 0.109
iter: 749 | bound: 70 | nc: 12 | ncall: 13673 | eff(%): 5.478 | loglstar: -inf < -32.128 < inf | logz: -41.238 +/- 0.283 | dlogz: 32.084 > 0.109
iter: 750 | bound: 70 | nc: 2 | ncall: 13675 | eff(%): 5.484 | loglstar: -inf < -32.079 < inf | logz: -41.186 +/- 0.283 | dlogz: 32.021 > 0.109
iter: 751 | bound: 70 | nc: 1 | ncall: 13676 | eff(%): 5.491 | loglstar: -inf < -32.077 < inf | logz: -41.136 +/- 0.283 | dlogz: 31.960 > 0.109
iter: 752 | bound: 71 | nc: 6 | ncall: 13682 | eff(%): 5.496 | loglstar: -inf < -31.967 < inf | logz: -41.086 +/- 0.283 | dlogz: 31.900 > 0.109
iter: 753 | bound: 71 | nc: 2 | ncall: 13684 | eff(%): 5.503 | loglstar: -inf < -31.934 < inf | logz: -41.036 +/- 0.283 | dlogz: 31.840 > 0.109
iter: 754 | bound: 71 | nc: 15 | ncall: 13699 | eff(%): 5.504 | loglstar: -inf < -31.911 < inf | logz: -40.987 +/- 0.283 | dlogz: 31.779 > 0.109
iter: 755 | bound: 71 | nc: 7 | ncall: 13706 | eff(%): 5.509 | loglstar: -inf < -31.856 < inf | logz: -40.939 +/- 0.283 | dlogz: 31.721 > 0.109
iter: 756 | bound: 71 | nc: 10 | ncall: 13716 | eff(%): 5.512 | loglstar: -inf < -31.626 < inf | logz: -40.887 +/- 0.283 | dlogz: 31.663 > 0.109
iter: 757 | bound: 71 | nc: 21 | ncall: 13737 | eff(%): 5.511 | loglstar: -inf < -31.621 < inf | logz: -40.832 +/- 0.283 | dlogz: 31.600 > 0.109
iter: 758 | bound: 71 | nc: 33 | ncall: 13770 | eff(%): 5.505 | loglstar: -inf < -31.597 < inf | logz: -40.780 +/- 0.283 | dlogz: 31.535 > 0.109
iter: 759 | bound: 71 | nc: 10 | ncall: 13780 | eff(%): 5.508 | loglstar: -inf < -31.526 < inf | logz: -40.728 +/- 0.284 | dlogz: 31.473 > 0.109
iter: 760 | bound: 72 | nc: 9 | ncall: 13789 | eff(%): 5.512 | loglstar: -inf < -31.396 < inf | logz: -40.674 +/- 0.284 | dlogz: 31.412 > 0.109
iter: 761 | bound: 72 | nc: 1 | ncall: 13790 | eff(%): 5.518 | loglstar: -inf < -31.335 < inf | logz: -40.619 +/- 0.284 | dlogz: 31.348 > 0.109
iter: 762 | bound: 72 | nc: 38 | ncall: 13828 | eff(%): 5.511 | loglstar: -inf < -31.242 < inf | logz: -40.563 +/- 0.284 | dlogz: 31.283 > 0.109
iter: 763 | bound: 72 | nc: 6 | ncall: 13834 | eff(%): 5.515 | loglstar: -inf < -31.237 < inf | logz: -40.508 +/- 0.284 | dlogz: 31.217 > 0.109
iter: 764 | bound: 72 | nc: 4 | ncall: 13838 | eff(%): 5.521 | loglstar: -inf < -31.223 < inf | logz: -40.456 +/- 0.284 | dlogz: 31.152 > 0.109
iter: 765 | bound: 72 | nc: 4 | ncall: 13842 | eff(%): 5.527 | loglstar: -inf < -31.216 < inf | logz: -40.407 +/- 0.284 | dlogz: 31.090 > 0.109
iter: 766 | bound: 72 | nc: 12 | ncall: 13854 | eff(%): 5.529 | loglstar: -inf < -31.105 < inf | logz: -40.357 +/- 0.285 | dlogz: 31.031 > 0.109
iter: 767 | bound: 72 | nc: 3 | ncall: 13857 | eff(%): 5.535 | loglstar: -inf < -31.103 < inf | logz: -40.308 +/- 0.285 | dlogz: 30.971 > 0.109
iter: 768 | bound: 72 | nc: 10 | ncall: 13867 | eff(%): 5.538 | loglstar: -inf < -31.095 < inf | logz: -40.261 +/- 0.285 | dlogz: 30.912 > 0.109
iter: 769 | bound: 72 | nc: 4 | ncall: 13871 | eff(%): 5.544 | loglstar: -inf < -31.085 < inf | logz: -40.216 +/- 0.285 | dlogz: 30.855 > 0.109
iter: 770 | bound: 72 | nc: 2 | ncall: 13873 | eff(%): 5.550 | loglstar: -inf < -31.024 < inf | logz: -40.172 +/- 0.285 | dlogz: 30.800 > 0.109
iter: 771 | bound: 72 | nc: 3 | ncall: 13876 | eff(%): 5.556 | loglstar: -inf < -30.975 < inf | logz: -40.128 +/- 0.285 | dlogz: 30.747 > 0.109
iter: 772 | bound: 72 | nc: 2 | ncall: 13878 | eff(%): 5.563 | loglstar: -inf < -30.965 < inf | logz: -40.086 +/- 0.285 | dlogz: 30.693 > 0.109
iter: 773 | bound: 72 | nc: 4 | ncall: 13882 | eff(%): 5.568 | loglstar: -inf < -30.959 < inf | logz: -40.045 +/- 0.285 | dlogz: 30.640 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 774 | bound: 73 | nc: 15 | ncall: 13897 | eff(%): 5.570 | loglstar: -inf < -30.919 < inf | logz: -40.005 +/- 0.285 | dlogz: 30.589 > 0.109
iter: 775 | bound: 74 | nc: 929 | ncall: 14826 | eff(%): 5.227 | loglstar: -inf < -30.715 < inf | logz: -39.962 +/- 0.285 | dlogz: 30.539 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 776 | bound: 75 | nc: 255 | ncall: 15081 | eff(%): 5.146 | loglstar: -inf < -30.570 < inf | logz: -39.913 +/- 0.285 | dlogz: 30.486 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 777 | bound: 76 | nc: 876 | ncall: 15957 | eff(%): 4.869 | loglstar: -inf < -30.484 < inf | logz: -39.862 +/- 0.285 | dlogz: 30.428 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 778 | bound: 77 | nc: 881 | ncall: 16838 | eff(%): 4.621 | loglstar: -inf < -30.466 < inf | logz: -39.812 +/- 0.285 | dlogz: 30.367 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 779 | bound: 78 | nc: 2502 | ncall: 19340 | eff(%): 4.028 | loglstar: -inf < -30.437 < inf | logz: -39.763 +/- 0.285 | dlogz: 30.306 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 780 | bound: 79 | nc: 818 | ncall: 20158 | eff(%): 3.869 | loglstar: -inf < -30.390 < inf | logz: -39.715 +/- 0.285 | dlogz: 30.248 > 0.109
iter: 781 | bound: 79 | nc: 58 | ncall: 20216 | eff(%): 3.863 | loglstar: -inf < -30.352 < inf | logz: -39.668 +/- 0.285 | dlogz: 30.190 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 782 | bound: 80 | nc: 362 | ncall: 20578 | eff(%): 3.800 | loglstar: -inf < -30.349 < inf | logz: -39.623 +/- 0.286 | dlogz: 30.133 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 783 | bound: 81 | nc: 5004 | ncall: 25582 | eff(%): 3.061 | loglstar: -inf < -29.967 < inf | logz: -39.570 +/- 0.286 | dlogz: 30.077 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 784 | bound: 82 | nc: 273 | ncall: 25855 | eff(%): 3.032 | loglstar: -inf < -29.876 < inf | logz: -39.508 +/- 0.286 | dlogz: 30.015 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 785 | bound: 83 | nc: 5294 | ncall: 31149 | eff(%): 2.520 | loglstar: -inf < -29.833 < inf | logz: -39.447 +/- 0.287 | dlogz: 29.943 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 786 | bound: 84 | nc: 5077 | ncall: 36226 | eff(%): 2.170 | loglstar: -inf < -29.766 < inf | logz: -39.387 +/- 0.287 | dlogz: 29.872 > 0.109
iter: 787 | bound: 85 | nc: 1117 | ncall: 37343 | eff(%): 2.107 | loglstar: -inf < -29.754 < inf | logz: -39.328 +/- 0.287 | dlogz: 29.802 > 0.109
iter: 788 | bound: 85 | nc: 55 | ncall: 37398 | eff(%): 2.107 | loglstar: -inf < -29.744 < inf | logz: -39.273 +/- 0.288 | dlogz: 29.733 > 0.109
iter: 789 | bound: 85 | nc: 12 | ncall: 37410 | eff(%): 2.109 | loglstar: -inf < -29.665 < inf | logz: -39.219 +/- 0.288 | dlogz: 29.668 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 790 | bound: 86 | nc: 115 | ncall: 37525 | eff(%): 2.105 | loglstar: -inf < -29.622 < inf | logz: -39.165 +/- 0.288 | dlogz: 29.604 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 791 | bound: 87 | nc: 5246 | ncall: 42771 | eff(%): 1.849 | loglstar: -inf < -29.453 < inf | logz: -39.108 +/- 0.288 | dlogz: 29.540 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 792 | bound: 88 | nc: 4996 | ncall: 47767 | eff(%): 1.658 | loglstar: -inf < -29.221 < inf | logz: -39.044 +/- 0.289 | dlogz: 29.473 > 0.109
iter: 793 | bound: 89 | nc: 1713 | ncall: 49480 | eff(%): 1.603 | loglstar: -inf < -29.218 < inf | logz: -38.977 +/- 0.289 | dlogz: 29.399 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 794 | bound: 90 | nc: 164 | ncall: 49644 | eff(%): 1.599 | loglstar: -inf < -29.104 < inf | logz: -38.911 +/- 0.290 | dlogz: 29.322 > 0.109
iter: 795 | bound: 91 | nc: 5555 | ncall: 55199 | eff(%): 1.440 | loglstar: -inf < -29.067 < inf | logz: -38.845 +/- 0.290 | dlogz: 29.246 > 0.109
iter: 796 | bound: 91 | nc: 1 | ncall: 55200 | eff(%): 1.442 | loglstar: -inf < -29.054 < inf | logz: -38.783 +/- 0.290 | dlogz: 29.171 > 0.109
iter: 797 | bound: 92 | nc: 122 | ncall: 55322 | eff(%): 1.441 | loglstar: -inf < -28.983 < inf | logz: -38.722 +/- 0.291 | dlogz: 29.098 > 0.109
iter: 798 | bound: 92 | nc: 36 | ncall: 55358 | eff(%): 1.442 | loglstar: -inf < -28.860 < inf | logz: -38.660 +/- 0.291 | dlogz: 29.028 > 0.109
iter: 799 | bound: 92 | nc: 11 | ncall: 55369 | eff(%): 1.443 | loglstar: -inf < -28.708 < inf | logz: -38.593 +/- 0.291 | dlogz: 28.955 > 0.109
iter: 800 | bound: 92 | nc: 9 | ncall: 55378 | eff(%): 1.445 | loglstar: -inf < -28.685 < inf | logz: -38.526 +/- 0.292 | dlogz: 28.879 > 0.109
iter: 801 | bound: 92 | nc: 19 | ncall: 55397 | eff(%): 1.446 | loglstar: -inf < -28.617 < inf | logz: -38.461 +/- 0.292 | dlogz: 28.802 > 0.109
iter: 802 | bound: 92 | nc: 7 | ncall: 55404 | eff(%): 1.448 | loglstar: -inf < -28.598 < inf | logz: -38.398 +/- 0.292 | dlogz: 28.727 > 0.109
iter: 803 | bound: 92 | nc: 12 | ncall: 55416 | eff(%): 1.449 | loglstar: -inf < -28.583 < inf | logz: -38.338 +/- 0.292 | dlogz: 28.654 > 0.109
iter: 804 | bound: 92 | nc: 4 | ncall: 55420 | eff(%): 1.451 | loglstar: -inf < -28.443 < inf | logz: -38.278 +/- 0.293 | dlogz: 28.584 > 0.109
iter: 805 | bound: 93 | nc: 36 | ncall: 55456 | eff(%): 1.452 | loglstar: -inf < -28.382 < inf | logz: -38.216 +/- 0.293 | dlogz: 28.514 > 0.109
iter: 806 | bound: 94 | nc: 102 | ncall: 55558 | eff(%): 1.451 | loglstar: -inf < -28.375 < inf | logz: -38.156 +/- 0.293 | dlogz: 28.442 > 0.109
iter: 807 | bound: 95 | nc: 366 | ncall: 55924 | eff(%): 1.443 | loglstar: -inf < -28.112 < inf | logz: -38.092 +/- 0.293 | dlogz: 28.372 > 0.109
iter: 808 | bound: 96 | nc: 137 | ncall: 56061 | eff(%): 1.441 | loglstar: -inf < -27.980 < inf | logz: -38.020 +/- 0.294 | dlogz: 28.298 > 0.109
iter: 809 | bound: 97 | nc: 318 | ncall: 56379 | eff(%): 1.435 | loglstar: -inf < -27.926 < inf | logz: -37.948 +/- 0.294 | dlogz: 28.216 > 0.109
iter: 810 | bound: 97 | nc: 20 | ncall: 56399 | eff(%): 1.436 | loglstar: -inf < -27.800 < inf | logz: -37.874 +/- 0.295 | dlogz: 28.134 > 0.109
iter: 811 | bound: 97 | nc: 24 | ncall: 56423 | eff(%): 1.437 | loglstar: -inf < -27.721 < inf | logz: -37.800 +/- 0.295 | dlogz: 28.051 > 0.109
iter: 812 | bound: 98 | nc: 808 | ncall: 57231 | eff(%): 1.419 | loglstar: -inf < -27.668 < inf | logz: -37.727 +/- 0.295 | dlogz: 27.966 > 0.109
iter: 813 | bound: 98 | nc: 60 | ncall: 57291 | eff(%): 1.419 | loglstar: -inf < -27.645 < inf | logz: -37.657 +/- 0.296 | dlogz: 27.883 > 0.109
iter: 814 | bound: 98 | nc: 34 | ncall: 57325 | eff(%): 1.420 | loglstar: -inf < -27.518 < inf | logz: -37.587 +/- 0.296 | dlogz: 27.803 > 0.109
iter: 815 | bound: 99 | nc: 15 | ncall: 57340 | eff(%): 1.421 | loglstar: -inf < -27.516 < inf | logz: -37.518 +/- 0.296 | dlogz: 27.724 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 816 | bound: 100 | nc: 2486 | ncall: 59826 | eff(%): 1.364 | loglstar: -inf < -27.470 < inf | logz: -37.453 +/- 0.296 | dlogz: 27.645 > 0.109
iter: 817 | bound: 101 | nc: 13281 | ncall: 73107 | eff(%): 1.118 | loglstar: -inf < -27.294 < inf | logz: -37.386 +/- 0.297 | dlogz: 27.570 > 0.109
iter: 818 | bound: 102 | nc: 1905 | ncall: 75012 | eff(%): 1.090 | loglstar: -inf < -27.210 < inf | logz: -37.315 +/- 0.297 | dlogz: 27.492 > 0.109
iter: 819 | bound: 103 | nc: 148 | ncall: 75160 | eff(%): 1.090 | loglstar: -inf < -27.161 < inf | logz: -37.245 +/- 0.297 | dlogz: 27.411 > 0.109
iter: 820 | bound: 103 | nc: 16 | ncall: 75176 | eff(%): 1.091 | loglstar: -inf < -27.138 < inf | logz: -37.178 +/- 0.297 | dlogz: 27.332 > 0.109
iter: 821 | bound: 103 | nc: 54 | ncall: 75230 | eff(%): 1.091 | loglstar: -inf < -27.122 < inf | logz: -37.114 +/- 0.298 | dlogz: 27.255 > 0.109
iter: 822 | bound: 104 | nc: 91 | ncall: 75321 | eff(%): 1.091 | loglstar: -inf < -26.984 < inf | logz: -37.051 +/- 0.298 | dlogz: 27.181 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 823 | bound: 105 | nc: 389 | ncall: 75710 | eff(%): 1.087 | loglstar: -inf < -26.942 < inf | logz: -36.986 +/- 0.298 | dlogz: 27.108 > 0.109
/home/runner/micromamba/envs/ci-env/lib/python3.11/site-packages/dynesty/bounding.py:707: UserWarning: The enlargement factor for the ellipsoidal bounds determined from bootstrapping is very large. If you are using uniform sampling that may mean that the sampling will be inefficient. This may be caused by a very complex posterior shape. You may consider using more livepoints or different sampler (i.e. rslice or rwalk) or alternatively disable bootstrap (bootstrap=0)
warnings.warn(
iter: 824 | bound: 106 | nc: 2255 | ncall: 77965 | eff(%): 1.057 | loglstar: -inf < -26.711 < inf | logz: -36.917 +/- 0.298 | dlogz: 27.033 > 0.109
iter: 825 | bound: 107 | nc: 6417 | ncall: 84382 | eff(%): 0.978 | loglstar: -inf < -26.708 < inf | logz: -36.846 +/- 0.298 | dlogz: 26.954 > 0.109
iter: 826 | bound: 107 | nc: 1 | ncall: 84383 | eff(%): 0.979 | loglstar: -inf < -26.694 < inf | logz: -36.779 +/- 0.299 | dlogz: 26.873 > 0.109
iter: 827 | bound: 107 | nc: 13 | ncall: 84396 | eff(%): 0.980 | loglstar: -inf < -26.679 < inf | logz: -36.717 +/- 0.299 | dlogz: 26.796 > 0.109
iter: 828 | bound: 107 | nc: 3 | ncall: 84399 | eff(%): 0.981 | loglstar: -inf < -26.663 < inf | logz: -36.658 +/- 0.299 | dlogz: 26.724 > 0.109
iter: 829 | bound: 107 | nc: 17 | ncall: 84416 | eff(%): 0.982 | loglstar: -inf < -26.599 < inf | logz: -36.600 +/- 0.299 | dlogz: 26.655 > 0.109
iter: 830 | bound: 107 | nc: 29 | ncall: 84445 | eff(%): 0.983 | loglstar: -inf < -26.426 < inf | logz: -36.540 +/- 0.299 | dlogz: 26.587 > 0.109
iter: 831 | bound: 107 | nc: 6 | ncall: 84451 | eff(%): 0.984 | loglstar: -inf < -26.394 < inf | logz: -36.477 +/- 0.299 | dlogz: 26.517 > 0.109
iter: 832 | bound: 107 | nc: 1 | ncall: 84452 | eff(%): 0.985 | loglstar: -inf < -26.338 < inf | logz: -36.417 +/- 0.299 | dlogz: 26.445 > 0.109
iter: 833 | bound: 107 | nc: 5 | ncall: 84457 | eff(%): 0.986 | loglstar: -inf < -26.211 < inf | logz: -36.355 +/- 0.299 | dlogz: 26.374 > 0.109
iter: 834 | bound: 107 | nc: 11 | ncall: 84468 | eff(%): 0.987 | loglstar: -inf < -26.149 < inf | logz: -36.291 +/- 0.299 | dlogz: 26.302 > 0.109
iter: 835 | bound: 107 | nc: 1 | ncall: 84469 | eff(%): 0.989 | loglstar: -inf < -26.130 < inf | logz: -36.230 +/- 0.299 | dlogz: 26.229 > 0.109
iter: 836 | bound: 107 | nc: 5 | ncall: 84474 | eff(%): 0.990 | loglstar: -inf < -26.093 < inf | logz: -36.171 +/- 0.300 | dlogz: 26.158 > 0.109
iter: 837 | bound: 107 | nc: 2 | ncall: 84476 | eff(%): 0.991 | loglstar: -inf < -25.361 < inf | logz: -36.086 +/- 0.300 | dlogz: 26.089 > 0.109
iter: 838 | bound: 108 | nc: 12 | ncall: 84488 | eff(%): 0.992 | loglstar: -inf < -25.345 < inf | logz: -35.982 +/- 0.301 | dlogz: 25.994 > 0.109
iter: 839 | bound: 108 | nc: 1 | ncall: 84489 | eff(%): 0.993 | loglstar: -inf < -25.238 < inf | logz: -35.883 +/- 0.302 | dlogz: 25.880 > 0.109
iter: 840 | bound: 108 | nc: 1 | ncall: 84490 | eff(%): 0.994 | loglstar: -inf < -25.186 < inf | logz: -35.787 +/- 0.303 | dlogz: 25.771 > 0.109
iter: 841 | bound: 108 | nc: 6 | ncall: 84496 | eff(%): 0.995 | loglstar: -inf < -25.065 < inf | logz: -35.692 +/- 0.303 | dlogz: 25.665 > 0.109
iter: 842 | bound: 108 | nc: 9 | ncall: 84505 | eff(%): 0.996 | loglstar: -inf < -24.766 < inf | logz: -35.587 +/- 0.304 | dlogz: 25.560 > 0.109
iter: 843 | bound: 108 | nc: 1 | ncall: 84506 | eff(%): 0.998 | loglstar: -inf < -24.654 < inf | logz: -35.473 +/- 0.305 | dlogz: 25.445 > 0.109
iter: 844 | bound: 108 | nc: 2 | ncall: 84508 | eff(%): 0.999 | loglstar: -inf < -24.645 < inf | logz: -35.366 +/- 0.306 | dlogz: 25.321 > 0.109
iter: 845 | bound: 108 | nc: 4 | ncall: 84512 | eff(%): 1.000 | loglstar: -inf < -24.425 < inf | logz: -35.258 +/- 0.306 | dlogz: 25.204 > 0.109
iter: 846 | bound: 108 | nc: 2 | ncall: 84514 | eff(%): 1.001 | loglstar: -inf < -24.259 < inf | logz: -35.143 +/- 0.307 | dlogz: 25.086 > 0.109
iter: 847 | bound: 108 | nc: 7 | ncall: 84521 | eff(%): 1.002 | loglstar: -inf < -24.111 < inf | logz: -35.025 +/- 0.308 | dlogz: 24.961 > 0.109
iter: 848 | bound: 108 | nc: 11 | ncall: 84532 | eff(%): 1.003 | loglstar: -inf < -24.062 < inf | logz: -34.910 +/- 0.309 | dlogz: 24.833 > 0.109
iter: 849 | bound: 108 | nc: 1 | ncall: 84533 | eff(%): 1.004 | loglstar: -inf < -24.037 < inf | logz: -34.804 +/- 0.309 | dlogz: 24.708 > 0.109
iter: 850 | bound: 108 | nc: 1 | ncall: 84534 | eff(%): 1.006 | loglstar: -inf < -24.032 < inf | logz: -34.708 +/- 0.309 | dlogz: 24.592 > 0.109
iter: 851 | bound: 108 | nc: 5 | ncall: 84539 | eff(%): 1.007 | loglstar: -inf < -23.926 < inf | logz: -34.616 +/- 0.309 | dlogz: 24.486 > 0.109
iter: 852 | bound: 108 | nc: 3 | ncall: 84542 | eff(%): 1.008 | loglstar: -inf < -23.914 < inf | logz: -34.528 +/- 0.309 | dlogz: 24.384 > 0.109
iter: 853 | bound: 108 | nc: 2 | ncall: 84544 | eff(%): 1.009 | loglstar: -inf < -23.849 < inf | logz: -34.445 +/- 0.309 | dlogz: 24.286 > 0.109
iter: 854 | bound: 108 | nc: 4 | ncall: 84548 | eff(%): 1.010 | loglstar: -inf < -23.835 < inf | logz: -34.366 +/- 0.309 | dlogz: 24.193 > 0.109
iter: 855 | bound: 108 | nc: 12 | ncall: 84560 | eff(%): 1.011 | loglstar: -inf < -23.822 < inf | logz: -34.293 +/- 0.309 | dlogz: 24.105 > 0.109
iter: 856 | bound: 108 | nc: 1 | ncall: 84561 | eff(%): 1.012 | loglstar: -inf < -23.773 < inf | logz: -34.223 +/- 0.309 | dlogz: 24.021 > 0.109
iter: 857 | bound: 108 | nc: 1 | ncall: 84562 | eff(%): 1.013 | loglstar: -inf < -23.657 < inf | logz: -34.153 +/- 0.309 | dlogz: 23.941 > 0.109
iter: 858 | bound: 108 | nc: 9 | ncall: 84571 | eff(%): 1.015 | loglstar: -inf < -23.590 < inf | logz: -34.082 +/- 0.309 | dlogz: 23.861 > 0.109
iter: 859 | bound: 108 | nc: 1 | ncall: 84572 | eff(%): 1.016 | loglstar: -inf < -23.467 < inf | logz: -34.010 +/- 0.309 | dlogz: 23.781 > 0.109
iter: 860 | bound: 109 | nc: 33 | ncall: 84605 | eff(%): 1.016 | loglstar: -inf < -23.452 < inf | logz: -33.939 +/- 0.309 | dlogz: 23.699 > 0.109
iter: 861 | bound: 109 | nc: 7 | ncall: 84612 | eff(%): 1.018 | loglstar: -inf < -23.449 < inf | logz: -33.873 +/- 0.308 | dlogz: 23.618 > 0.109
iter: 862 | bound: 109 | nc: 5 | ncall: 84617 | eff(%): 1.019 | loglstar: -inf < -23.235 < inf | logz: -33.805 +/- 0.308 | dlogz: 23.542 > 0.109
iter: 863 | bound: 109 | nc: 4 | ncall: 84621 | eff(%): 1.020 | loglstar: -inf < -23.191 < inf | logz: -33.733 +/- 0.308 | dlogz: 23.464 > 0.109
iter: 864 | bound: 109 | nc: 4 | ncall: 84625 | eff(%): 1.021 | loglstar: -inf < -23.157 < inf | logz: -33.664 +/- 0.308 | dlogz: 23.382 > 0.109
iter: 865 | bound: 109 | nc: 1 | ncall: 84626 | eff(%): 1.022 | loglstar: -inf < -22.997 < inf | logz: -33.594 +/- 0.308 | dlogz: 23.303 > 0.109
iter: 866 | bound: 109 | nc: 1 | ncall: 84627 | eff(%): 1.023 | loglstar: -inf < -22.992 < inf | logz: -33.524 +/- 0.308 | dlogz: 23.223 > 0.109
iter: 867 | bound: 109 | nc: 1 | ncall: 84628 | eff(%): 1.024 | loglstar: -inf < -22.972 < inf | logz: -33.458 +/- 0.308 | dlogz: 23.143 > 0.109
iter: 868 | bound: 109 | nc: 8 | ncall: 84636 | eff(%): 1.026 | loglstar: -inf < -22.967 < inf | logz: -33.397 +/- 0.308 | dlogz: 23.068 > 0.109
iter: 869 | bound: 109 | nc: 3 | ncall: 84639 | eff(%): 1.027 | loglstar: -inf < -22.961 < inf | logz: -33.339 +/- 0.308 | dlogz: 22.996 > 0.109
iter: 870 | bound: 109 | nc: 1 | ncall: 84640 | eff(%): 1.028 | loglstar: -inf < -22.672 < inf | logz: -33.276 +/- 0.308 | dlogz: 22.928 > 0.109
iter: 871 | bound: 109 | nc: 2 | ncall: 84642 | eff(%): 1.029 | loglstar: -inf < -22.575 < inf | logz: -33.205 +/- 0.308 | dlogz: 22.855 > 0.109
iter: 872 | bound: 109 | nc: 14 | ncall: 84656 | eff(%): 1.030 | loglstar: -inf < -22.512 < inf | logz: -33.135 +/- 0.308 | dlogz: 22.774 > 0.109
iter: 873 | bound: 109 | nc: 4 | ncall: 84660 | eff(%): 1.031 | loglstar: -inf < -22.392 < inf | logz: -33.064 +/- 0.308 | dlogz: 22.694 > 0.109
iter: 874 | bound: 109 | nc: 12 | ncall: 84672 | eff(%): 1.032 | loglstar: -inf < -22.319 < inf | logz: -32.992 +/- 0.308 | dlogz: 22.613 > 0.109
iter: 875 | bound: 109 | nc: 6 | ncall: 84678 | eff(%): 1.033 | loglstar: -inf < -22.284 < inf | logz: -32.921 +/- 0.309 | dlogz: 22.531 > 0.109
iter: 876 | bound: 109 | nc: 4 | ncall: 84682 | eff(%): 1.034 | loglstar: -inf < -22.264 < inf | logz: -32.855 +/- 0.309 | dlogz: 22.451 > 0.109
iter: 877 | bound: 109 | nc: 3 | ncall: 84685 | eff(%): 1.036 | loglstar: -inf < -22.215 < inf | logz: -32.791 +/- 0.309 | dlogz: 22.374 > 0.109
iter: 878 | bound: 109 | nc: 1 | ncall: 84686 | eff(%): 1.037 | loglstar: -inf < -22.153 < inf | logz: -32.728 +/- 0.309 | dlogz: 22.300 > 0.109
iter: 879 | bound: 109 | nc: 1 | ncall: 84687 | eff(%): 1.038 | loglstar: -inf < -22.008 < inf | logz: -32.663 +/- 0.309 | dlogz: 22.227 > 0.109
iter: 880 | bound: 109 | nc: 13 | ncall: 84700 | eff(%): 1.039 | loglstar: -inf < -21.911 < inf | logz: -32.595 +/- 0.309 | dlogz: 22.153 > 0.109
iter: 881 | bound: 110 | nc: 11 | ncall: 84711 | eff(%): 1.040 | loglstar: -inf < -21.900 < inf | logz: -32.529 +/- 0.309 | dlogz: 22.075 > 0.109
iter: 882 | bound: 110 | nc: 4 | ncall: 84715 | eff(%): 1.041 | loglstar: -inf < -21.870 < inf | logz: -32.466 +/- 0.309 | dlogz: 21.999 > 0.109
iter: 883 | bound: 110 | nc: 2 | ncall: 84717 | eff(%): 1.042 | loglstar: -inf < -21.775 < inf | logz: -32.404 +/- 0.309 | dlogz: 21.926 > 0.109
iter: 884 | bound: 110 | nc: 1 | ncall: 84718 | eff(%): 1.043 | loglstar: -inf < -21.774 < inf | logz: -32.343 +/- 0.309 | dlogz: 21.854 > 0.109
iter: 885 | bound: 110 | nc: 3 | ncall: 84721 | eff(%): 1.045 | loglstar: -inf < -21.760 < inf | logz: -32.286 +/- 0.309 | dlogz: 21.783 > 0.109
iter: 886 | bound: 110 | nc: 1 | ncall: 84722 | eff(%): 1.046 | loglstar: -inf < -21.729 < inf | logz: -32.232 +/- 0.309 | dlogz: 21.716 > 0.109
iter: 887 | bound: 110 | nc: 6 | ncall: 84728 | eff(%): 1.047 | loglstar: -inf < -21.653 < inf | logz: -32.178 +/- 0.309 | dlogz: 21.652 > 0.109
iter: 888 | bound: 110 | nc: 2 | ncall: 84730 | eff(%): 1.048 | loglstar: -inf < -21.648 < inf | logz: -32.125 +/- 0.309 | dlogz: 21.588 > 0.109
iter: 889 | bound: 110 | nc: 1 | ncall: 84731 | eff(%): 1.049 | loglstar: -inf < -21.637 < inf | logz: -32.075 +/- 0.309 | dlogz: 21.525 > 0.109
iter: 890 | bound: 110 | nc: 5 | ncall: 84736 | eff(%): 1.050 | loglstar: -inf < -21.636 < inf | logz: -32.027 +/- 0.308 | dlogz: 21.465 > 0.109
iter: 891 | bound: 110 | nc: 1 | ncall: 84737 | eff(%): 1.051 | loglstar: -inf < -21.600 < inf | logz: -31.981 +/- 0.308 | dlogz: 21.407 > 0.109
iter: 892 | bound: 110 | nc: 5 | ncall: 84742 | eff(%): 1.053 | loglstar: -inf < -21.551 < inf | logz: -31.936 +/- 0.308 | dlogz: 21.352 > 0.109
iter: 893 | bound: 110 | nc: 2 | ncall: 84744 | eff(%): 1.054 | loglstar: -inf < -21.342 < inf | logz: -31.887 +/- 0.308 | dlogz: 21.297 > 0.109
iter: 894 | bound: 110 | nc: 4 | ncall: 84748 | eff(%): 1.055 | loglstar: -inf < -21.299 < inf | logz: -31.836 +/- 0.308 | dlogz: 21.238 > 0.109
iter: 895 | bound: 110 | nc: 1 | ncall: 84749 | eff(%): 1.056 | loglstar: -inf < -21.143 < inf | logz: -31.782 +/- 0.308 | dlogz: 21.176 > 0.109
iter: 896 | bound: 110 | nc: 1 | ncall: 84750 | eff(%): 1.057 | loglstar: -inf < -21.055 < inf | logz: -31.725 +/- 0.308 | dlogz: 21.112 > 0.109
iter: 897 | bound: 110 | nc: 1 | ncall: 84751 | eff(%): 1.058 | loglstar: -inf < -20.993 < inf | logz: -31.667 +/- 0.308 | dlogz: 21.045 > 0.109
iter: 898 | bound: 110 | nc: 5 | ncall: 84756 | eff(%): 1.060 | loglstar: -inf < -20.990 < inf | logz: -31.612 +/- 0.308 | dlogz: 20.978 > 0.109
iter: 899 | bound: 110 | nc: 5 | ncall: 84761 | eff(%): 1.061 | loglstar: -inf < -20.892 < inf | logz: -31.557 +/- 0.309 | dlogz: 20.913 > 0.109
iter: 900 | bound: 110 | nc: 3 | ncall: 84764 | eff(%): 1.062 | loglstar: -inf < -20.873 < inf | logz: -31.503 +/- 0.309 | dlogz: 20.848 > 0.109
iter: 901 | bound: 110 | nc: 2 | ncall: 84766 | eff(%): 1.063 | loglstar: -inf < -20.805 < inf | logz: -31.450 +/- 0.309 | dlogz: 20.784 > 0.109
iter: 902 | bound: 110 | nc: 2 | ncall: 84768 | eff(%): 1.064 | loglstar: -inf < -20.738 < inf | logz: -31.396 +/- 0.309 | dlogz: 20.720 > 0.109
iter: 903 | bound: 110 | nc: 1 | ncall: 84769 | eff(%): 1.065 | loglstar: -inf < -20.715 < inf | logz: -31.344 +/- 0.309 | dlogz: 20.657 > 0.109
iter: 904 | bound: 110 | nc: 3 | ncall: 84772 | eff(%): 1.066 | loglstar: -inf < -20.704 < inf | logz: -31.293 +/- 0.309 | dlogz: 20.595 > 0.109
iter: 905 | bound: 110 | nc: 3 | ncall: 84775 | eff(%): 1.068 | loglstar: -inf < -20.513 < inf | logz: -31.241 +/- 0.309 | dlogz: 20.534 > 0.109
iter: 906 | bound: 110 | nc: 9 | ncall: 84784 | eff(%): 1.069 | loglstar: -inf < -20.511 < inf | logz: -31.187 +/- 0.309 | dlogz: 20.472 > 0.109
iter: 907 | bound: 110 | nc: 7 | ncall: 84791 | eff(%): 1.070 | loglstar: -inf < -20.499 < inf | logz: -31.136 +/- 0.309 | dlogz: 20.408 > 0.109
iter: 908 | bound: 110 | nc: 8 | ncall: 84799 | eff(%): 1.071 | loglstar: -inf < -20.482 < inf | logz: -31.087 +/- 0.309 | dlogz: 20.347 > 0.109
iter: 909 | bound: 111 | nc: 15 | ncall: 84814 | eff(%): 1.072 | loglstar: -inf < -20.424 < inf | logz: -31.039 +/- 0.309 | dlogz: 20.288 > 0.109
iter: 910 | bound: 111 | nc: 6 | ncall: 84820 | eff(%): 1.073 | loglstar: -inf < -20.386 < inf | logz: -30.992 +/- 0.309 | dlogz: 20.230 > 0.109
iter: 911 | bound: 111 | nc: 7 | ncall: 84827 | eff(%): 1.074 | loglstar: -inf < -20.306 < inf | logz: -30.944 +/- 0.309 | dlogz: 20.173 > 0.109
iter: 912 | bound: 111 | nc: 2 | ncall: 84829 | eff(%): 1.075 | loglstar: -inf < -20.294 < inf | logz: -30.897 +/- 0.309 | dlogz: 20.116 > 0.109
iter: 913 | bound: 111 | nc: 6 | ncall: 84835 | eff(%): 1.076 | loglstar: -inf < -20.254 < inf | logz: -30.852 +/- 0.309 | dlogz: 20.059 > 0.109
iter: 914 | bound: 111 | nc: 1 | ncall: 84836 | eff(%): 1.077 | loglstar: -inf < -20.251 < inf | logz: -30.808 +/- 0.309 | dlogz: 20.003 > 0.109
iter: 915 | bound: 111 | nc: 2 | ncall: 84838 | eff(%): 1.079 | loglstar: -inf < -20.239 < inf | logz: -30.766 +/- 0.309 | dlogz: 19.949 > 0.109
iter: 916 | bound: 111 | nc: 1 | ncall: 84839 | eff(%): 1.080 | loglstar: -inf < -20.141 < inf | logz: -30.723 +/- 0.309 | dlogz: 19.897 > 0.109
iter: 917 | bound: 111 | nc: 1 | ncall: 84840 | eff(%): 1.081 | loglstar: -inf < -20.059 < inf | logz: -30.680 +/- 0.309 | dlogz: 19.845 > 0.109
iter: 918 | bound: 111 | nc: 1 | ncall: 84841 | eff(%): 1.082 | loglstar: -inf < -20.049 < inf | logz: -30.636 +/- 0.309 | dlogz: 19.791 > 0.109
iter: 919 | bound: 111 | nc: 4 | ncall: 84845 | eff(%): 1.083 | loglstar: -inf < -19.996 < inf | logz: -30.594 +/- 0.309 | dlogz: 19.738 > 0.109
iter: 920 | bound: 111 | nc: 7 | ncall: 84852 | eff(%): 1.084 | loglstar: -inf < -19.916 < inf | logz: -30.550 +/- 0.309 | dlogz: 19.685 > 0.109
iter: 921 | bound: 111 | nc: 3 | ncall: 84855 | eff(%): 1.085 | loglstar: -inf < -19.829 < inf | logz: -30.506 +/- 0.309 | dlogz: 19.632 > 0.109
iter: 922 | bound: 111 | nc: 3 | ncall: 84858 | eff(%): 1.087 | loglstar: -inf < -19.760 < inf | logz: -30.460 +/- 0.309 | dlogz: 19.578 > 0.109
iter: 923 | bound: 111 | nc: 1 | ncall: 84859 | eff(%): 1.088 | loglstar: -inf < -19.589 < inf | logz: -30.412 +/- 0.309 | dlogz: 19.522 > 0.109
iter: 924 | bound: 111 | nc: 6 | ncall: 84865 | eff(%): 1.089 | loglstar: -inf < -19.573 < inf | logz: -30.362 +/- 0.309 | dlogz: 19.464 > 0.109
iter: 925 | bound: 111 | nc: 2 | ncall: 84867 | eff(%): 1.090 | loglstar: -inf < -19.292 < inf | logz: -30.307 +/- 0.310 | dlogz: 19.404 > 0.109
iter: 926 | bound: 111 | nc: 1 | ncall: 84868 | eff(%): 1.091 | loglstar: -inf < -19.225 < inf | logz: -30.246 +/- 0.310 | dlogz: 19.338 > 0.109
iter: 927 | bound: 111 | nc: 3 | ncall: 84871 | eff(%): 1.092 | loglstar: -inf < -18.981 < inf | logz: -30.179 +/- 0.311 | dlogz: 19.268 > 0.109
iter: 928 | bound: 111 | nc: 2 | ncall: 84873 | eff(%): 1.093 | loglstar: -inf < -18.593 < inf | logz: -30.095 +/- 0.311 | dlogz: 19.191 > 0.109
iter: 929 | bound: 111 | nc: 2 | ncall: 84875 | eff(%): 1.095 | loglstar: -inf < -18.569 < inf | logz: -30.002 +/- 0.312 | dlogz: 19.097 > 0.109
iter: 930 | bound: 111 | nc: 5 | ncall: 84880 | eff(%): 1.096 | loglstar: -inf < -18.554 < inf | logz: -29.917 +/- 0.313 | dlogz: 18.995 > 0.109
iter: 931 | bound: 111 | nc: 1 | ncall: 84881 | eff(%): 1.097 | loglstar: -inf < -18.489 < inf | logz: -29.836 +/- 0.314 | dlogz: 18.899 > 0.109
iter: 932 | bound: 111 | nc: 14 | ncall: 84895 | eff(%): 1.098 | loglstar: -inf < -18.228 < inf | logz: -29.749 +/- 0.315 | dlogz: 18.808 > 0.109
iter: 933 | bound: 111 | nc: 8 | ncall: 84903 | eff(%): 1.099 | loglstar: -inf < -18.226 < inf | logz: -29.659 +/- 0.315 | dlogz: 18.711 > 0.109
iter: 934 | bound: 111 | nc: 2 | ncall: 84905 | eff(%): 1.100 | loglstar: -inf < -18.100 < inf | logz: -29.572 +/- 0.316 | dlogz: 18.611 > 0.109
iter: 935 | bound: 111 | nc: 6 | ncall: 84911 | eff(%): 1.101 | loglstar: -inf < -18.090 < inf | logz: -29.488 +/- 0.316 | dlogz: 18.515 > 0.109
iter: 936 | bound: 112 | nc: 10 | ncall: 84921 | eff(%): 1.102 | loglstar: -inf < -18.035 < inf | logz: -29.409 +/- 0.317 | dlogz: 18.420 > 0.109
iter: 937 | bound: 112 | nc: 13 | ncall: 84934 | eff(%): 1.103 | loglstar: -inf < -18.001 < inf | logz: -29.332 +/- 0.317 | dlogz: 18.331 > 0.109
iter: 938 | bound: 112 | nc: 4 | ncall: 84938 | eff(%): 1.104 | loglstar: -inf < -17.981 < inf | logz: -29.261 +/- 0.317 | dlogz: 18.245 > 0.109
iter: 939 | bound: 112 | nc: 8 | ncall: 84946 | eff(%): 1.105 | loglstar: -inf < -17.933 < inf | logz: -29.192 +/- 0.317 | dlogz: 18.163 > 0.109
iter: 940 | bound: 112 | nc: 4 | ncall: 84950 | eff(%): 1.107 | loglstar: -inf < -17.720 < inf | logz: -29.119 +/- 0.318 | dlogz: 18.085 > 0.109
iter: 941 | bound: 112 | nc: 6 | ncall: 84956 | eff(%): 1.108 | loglstar: -inf < -17.556 < inf | logz: -29.039 +/- 0.318 | dlogz: 18.002 > 0.109
iter: 942 | bound: 112 | nc: 10 | ncall: 84966 | eff(%): 1.109 | loglstar: -inf < -17.552 < inf | logz: -28.960 +/- 0.318 | dlogz: 17.912 > 0.109
iter: 943 | bound: 112 | nc: 26 | ncall: 84992 | eff(%): 1.110 | loglstar: -inf < -17.529 < inf | logz: -28.886 +/- 0.319 | dlogz: 17.823 > 0.109
iter: 944 | bound: 112 | nc: 17 | ncall: 85009 | eff(%): 1.110 | loglstar: -inf < -17.190 < inf | logz: -28.804 +/- 0.319 | dlogz: 17.739 > 0.109
iter: 945 | bound: 112 | nc: 6 | ncall: 85015 | eff(%): 1.112 | loglstar: -inf < -17.160 < inf | logz: -28.715 +/- 0.319 | dlogz: 17.647 > 0.109
iter: 946 | bound: 113 | nc: 11 | ncall: 85026 | eff(%): 1.113 | loglstar: -inf < -17.158 < inf | logz: -28.633 +/- 0.320 | dlogz: 17.548 > 0.109
iter: 947 | bound: 113 | nc: 1 | ncall: 85027 | eff(%): 1.114 | loglstar: -inf < -17.134 < inf | logz: -28.558 +/- 0.320 | dlogz: 17.456 > 0.109
iter: 948 | bound: 113 | nc: 3 | ncall: 85030 | eff(%): 1.115 | loglstar: -inf < -16.971 < inf | logz: -28.481 +/- 0.320 | dlogz: 17.371 > 0.109
iter: 949 | bound: 113 | nc: 2 | ncall: 85032 | eff(%): 1.116 | loglstar: -inf < -16.587 < inf | logz: -28.388 +/- 0.321 | dlogz: 17.284 > 0.109
iter: 950 | bound: 113 | nc: 13 | ncall: 85045 | eff(%): 1.117 | loglstar: -inf < -16.562 < inf | logz: -28.287 +/- 0.321 | dlogz: 17.181 > 0.109
iter: 951 | bound: 113 | nc: 2 | ncall: 85047 | eff(%): 1.118 | loglstar: -inf < -16.520 < inf | logz: -28.194 +/- 0.322 | dlogz: 17.070 > 0.109
iter: 952 | bound: 113 | nc: 1 | ncall: 85048 | eff(%): 1.119 | loglstar: -inf < -16.516 < inf | logz: -28.107 +/- 0.322 | dlogz: 16.967 > 0.109
iter: 953 | bound: 113 | nc: 9 | ncall: 85057 | eff(%): 1.120 | loglstar: -inf < -16.351 < inf | logz: -28.021 +/- 0.322 | dlogz: 16.870 > 0.109
iter: 954 | bound: 113 | nc: 2 | ncall: 85059 | eff(%): 1.122 | loglstar: -inf < -16.272 < inf | logz: -27.933 +/- 0.323 | dlogz: 16.774 > 0.109
iter: 955 | bound: 113 | nc: 13 | ncall: 85072 | eff(%): 1.123 | loglstar: -inf < -16.248 < inf | logz: -27.849 +/- 0.323 | dlogz: 16.677 > 0.109
iter: 956 | bound: 113 | nc: 16 | ncall: 85088 | eff(%): 1.124 | loglstar: -inf < -16.190 < inf | logz: -27.769 +/- 0.323 | dlogz: 16.583 > 0.109
iter: 957 | bound: 113 | nc: 1 | ncall: 85089 | eff(%): 1.125 | loglstar: -inf < -16.177 < inf | logz: -27.693 +/- 0.323 | dlogz: 16.493 > 0.109
iter: 958 | bound: 113 | nc: 12 | ncall: 85101 | eff(%): 1.126 | loglstar: -inf < -16.063 < inf | logz: -27.619 +/- 0.323 | dlogz: 16.407 > 0.109
iter: 959 | bound: 113 | nc: 14 | ncall: 85115 | eff(%): 1.127 | loglstar: -inf < -15.903 < inf | logz: -27.541 +/- 0.323 | dlogz: 16.323 > 0.109
iter: 960 | bound: 113 | nc: 6 | ncall: 85121 | eff(%): 1.128 | loglstar: -inf < -15.835 < inf | logz: -27.461 +/- 0.323 | dlogz: 16.235 > 0.109
iter: 961 | bound: 113 | nc: 2 | ncall: 85123 | eff(%): 1.129 | loglstar: -inf < -15.809 < inf | logz: -27.384 +/- 0.324 | dlogz: 16.145 > 0.109
iter: 962 | bound: 114 | nc: 4 | ncall: 85127 | eff(%): 1.130 | loglstar: -inf < -15.738 < inf | logz: -27.310 +/- 0.324 | dlogz: 16.058 > 0.109
iter: 963 | bound: 114 | nc: 14 | ncall: 85141 | eff(%): 1.131 | loglstar: -inf < -15.684 < inf | logz: -27.238 +/- 0.324 | dlogz: 15.974 > 0.109
iter: 964 | bound: 114 | nc: 6 | ncall: 85147 | eff(%): 1.132 | loglstar: -inf < -15.583 < inf | logz: -27.165 +/- 0.324 | dlogz: 15.891 > 0.109
iter: 965 | bound: 114 | nc: 23 | ncall: 85170 | eff(%): 1.133 | loglstar: -inf < -15.557 < inf | logz: -27.095 +/- 0.324 | dlogz: 15.809 > 0.109
iter: 966 | bound: 114 | nc: 4 | ncall: 85174 | eff(%): 1.134 | loglstar: -inf < -15.463 < inf | logz: -27.025 +/- 0.324 | dlogz: 15.729 > 0.109
iter: 967 | bound: 114 | nc: 9 | ncall: 85183 | eff(%): 1.135 | loglstar: -inf < -15.400 < inf | logz: -26.956 +/- 0.324 | dlogz: 15.649 > 0.109
iter: 968 | bound: 114 | nc: 6 | ncall: 85189 | eff(%): 1.136 | loglstar: -inf < -15.350 < inf | logz: -26.888 +/- 0.324 | dlogz: 15.570 > 0.109
iter: 969 | bound: 114 | nc: 21 | ncall: 85210 | eff(%): 1.137 | loglstar: -inf < -15.308 < inf | logz: -26.822 +/- 0.324 | dlogz: 15.492 > 0.109
iter: 970 | bound: 114 | nc: 15 | ncall: 85225 | eff(%): 1.138 | loglstar: -inf < -15.276 < inf | logz: -26.759 +/- 0.324 | dlogz: 15.416 > 0.109
iter: 971 | bound: 115 | nc: 13 | ncall: 85238 | eff(%): 1.139 | loglstar: -inf < -15.244 < inf | logz: -26.698 +/- 0.324 | dlogz: 15.343 > 0.109
iter: 972 | bound: 115 | nc: 2 | ncall: 85240 | eff(%): 1.140 | loglstar: -inf < -15.243 < inf | logz: -26.640 +/- 0.324 | dlogz: 15.272 > 0.109
iter: 973 | bound: 115 | nc: 1 | ncall: 85241 | eff(%): 1.141 | loglstar: -inf < -15.197 < inf | logz: -26.585 +/- 0.323 | dlogz: 15.204 > 0.109
iter: 974 | bound: 115 | nc: 1 | ncall: 85242 | eff(%): 1.143 | loglstar: -inf < -15.099 < inf | logz: -26.529 +/- 0.323 | dlogz: 15.139 > 0.109
iter: 975 | bound: 115 | nc: 1 | ncall: 85243 | eff(%): 1.144 | loglstar: -inf < -15.071 < inf | logz: -26.473 +/- 0.323 | dlogz: 15.073 > 0.109
iter: 976 | bound: 115 | nc: 1 | ncall: 85244 | eff(%): 1.145 | loglstar: -inf < -15.019 < inf | logz: -26.419 +/- 0.323 | dlogz: 15.008 > 0.109
iter: 977 | bound: 115 | nc: 1 | ncall: 85245 | eff(%): 1.146 | loglstar: -inf < -14.936 < inf | logz: -26.365 +/- 0.323 | dlogz: 14.944 > 0.109
iter: 978 | bound: 115 | nc: 2 | ncall: 85247 | eff(%): 1.147 | loglstar: -inf < -14.879 < inf | logz: -26.310 +/- 0.323 | dlogz: 14.879 > 0.109
iter: 979 | bound: 115 | nc: 3 | ncall: 85250 | eff(%): 1.148 | loglstar: -inf < -14.866 < inf | logz: -26.257 +/- 0.323 | dlogz: 14.815 > 0.109
iter: 980 | bound: 115 | nc: 2 | ncall: 85252 | eff(%): 1.150 | loglstar: -inf < -14.848 < inf | logz: -26.206 +/- 0.323 | dlogz: 14.752 > 0.109
iter: 981 | bound: 115 | nc: 5 | ncall: 85257 | eff(%): 1.151 | loglstar: -inf < -14.816 < inf | logz: -26.157 +/- 0.323 | dlogz: 14.691 > 0.109
iter: 982 | bound: 115 | nc: 3 | ncall: 85260 | eff(%): 1.152 | loglstar: -inf < -14.802 < inf | logz: -26.110 +/- 0.323 | dlogz: 14.632 > 0.109
iter: 983 | bound: 115 | nc: 3 | ncall: 85263 | eff(%): 1.153 | loglstar: -inf < -14.794 < inf | logz: -26.065 +/- 0.323 | dlogz: 14.575 > 0.109
iter: 984 | bound: 115 | nc: 9 | ncall: 85272 | eff(%): 1.154 | loglstar: -inf < -14.729 < inf | logz: -26.021 +/- 0.322 | dlogz: 14.520 > 0.109
iter: 985 | bound: 115 | nc: 1 | ncall: 85273 | eff(%): 1.155 | loglstar: -inf < -14.654 < inf | logz: -25.975 +/- 0.322 | dlogz: 14.465 > 0.109
iter: 986 | bound: 115 | nc: 1 | ncall: 85274 | eff(%): 1.156 | loglstar: -inf < -14.647 < inf | logz: -25.931 +/- 0.322 | dlogz: 14.410 > 0.109
iter: 987 | bound: 115 | nc: 2 | ncall: 85276 | eff(%): 1.157 | loglstar: -inf < -14.646 < inf | logz: -25.889 +/- 0.322 | dlogz: 14.356 > 0.109
iter: 988 | bound: 115 | nc: 1 | ncall: 85277 | eff(%): 1.159 | loglstar: -inf < -14.601 < inf | logz: -25.848 +/- 0.322 | dlogz: 14.304 > 0.109
iter: 989 | bound: 115 | nc: 5 | ncall: 85282 | eff(%): 1.160 | loglstar: -inf < -14.524 < inf | logz: -25.806 +/- 0.322 | dlogz: 14.253 > 0.109
iter: 990 | bound: 115 | nc: 2 | ncall: 85284 | eff(%): 1.161 | loglstar: -inf < -14.416 < inf | logz: -25.763 +/- 0.322 | dlogz: 14.201 > 0.109
iter: 991 | bound: 115 | nc: 1 | ncall: 85285 | eff(%): 1.162 | loglstar: -inf < -14.277 < inf | logz: -25.716 +/- 0.322 | dlogz: 14.148 > 0.109
iter: 992 | bound: 115 | nc: 1 | ncall: 85286 | eff(%): 1.163 | loglstar: -inf < -14.259 < inf | logz: -25.669 +/- 0.322 | dlogz: 14.092 > 0.109
iter: 993 | bound: 115 | nc: 3 | ncall: 85289 | eff(%): 1.164 | loglstar: -inf < -14.093 < inf | logz: -25.620 +/- 0.322 | dlogz: 14.034 > 0.109
iter: 994 | bound: 115 | nc: 2 | ncall: 85291 | eff(%): 1.165 | loglstar: -inf < -14.019 < inf | logz: -25.568 +/- 0.322 | dlogz: 13.975 > 0.109
iter: 995 | bound: 115 | nc: 1 | ncall: 85292 | eff(%): 1.167 | loglstar: -inf < -14.005 < inf | logz: -25.517 +/- 0.322 | dlogz: 13.913 > 0.109
iter: 996 | bound: 115 | nc: 5 | ncall: 85297 | eff(%): 1.168 | loglstar: -inf < -13.970 < inf | logz: -25.468 +/- 0.322 | dlogz: 13.852 > 0.109
iter: 997 | bound: 115 | nc: 1 | ncall: 85298 | eff(%): 1.169 | loglstar: -inf < -13.934 < inf | logz: -25.420 +/- 0.322 | dlogz: 13.793 > 0.109
iter: 998 | bound: 115 | nc: 3 | ncall: 85301 | eff(%): 1.170 | loglstar: -inf < -13.852 < inf | logz: -25.371 +/- 0.322 | dlogz: 13.735 > 0.109
iter: 999 | bound: 115 | nc: 3 | ncall: 85304 | eff(%): 1.171 | loglstar: -inf < -13.845 < inf | logz: -25.324 +/- 0.322 | dlogz: 13.677 > 0.109
iter: 1000 | bound: 115 | nc: 1 | ncall: 85305 | eff(%): 1.172 | loglstar: -inf < -13.783 < inf | logz: -25.277 +/- 0.322 | dlogz: 13.620 > 0.109
iter: 1001 | bound: 115 | nc: 14 | ncall: 85319 | eff(%): 1.173 | loglstar: -inf < -13.778 < inf | logz: -25.232 +/- 0.322 | dlogz: 13.563 > 0.109
iter: 1002 | bound: 115 | nc: 6 | ncall: 85325 | eff(%): 1.174 | loglstar: -inf < -13.767 < inf | logz: -25.189 +/- 0.322 | dlogz: 13.508 > 0.109
iter: 1003 | bound: 115 | nc: 1 | ncall: 85326 | eff(%): 1.175 | loglstar: -inf < -13.709 < inf | logz: -25.146 +/- 0.322 | dlogz: 13.454 > 0.109
iter: 1004 | bound: 115 | nc: 1 | ncall: 85327 | eff(%): 1.177 | loglstar: -inf < -13.701 < inf | logz: -25.104 +/- 0.322 | dlogz: 13.402 > 0.109
iter: 1005 | bound: 115 | nc: 2 | ncall: 85329 | eff(%): 1.178 | loglstar: -inf < -13.584 < inf | logz: -25.062 +/- 0.322 | dlogz: 13.350 > 0.109
iter: 1006 | bound: 115 | nc: 2 | ncall: 85331 | eff(%): 1.179 | loglstar: -inf < -13.521 < inf | logz: -25.018 +/- 0.322 | dlogz: 13.298 > 0.109
iter: 1007 | bound: 116 | nc: 10 | ncall: 85341 | eff(%): 1.180 | loglstar: -inf < -13.475 < inf | logz: -24.974 +/- 0.322 | dlogz: 13.244 > 0.109
iter: 1008 | bound: 116 | nc: 3 | ncall: 85344 | eff(%): 1.181 | loglstar: -inf < -13.449 < inf | logz: -24.931 +/- 0.322 | dlogz: 13.190 > 0.109
iter: 1009 | bound: 116 | nc: 1 | ncall: 85345 | eff(%): 1.182 | loglstar: -inf < -13.435 < inf | logz: -24.889 +/- 0.322 | dlogz: 13.137 > 0.109
iter: 1010 | bound: 116 | nc: 5 | ncall: 85350 | eff(%): 1.183 | loglstar: -inf < -13.363 < inf | logz: -24.848 +/- 0.322 | dlogz: 13.085 > 0.109
iter: 1011 | bound: 116 | nc: 8 | ncall: 85358 | eff(%): 1.184 | loglstar: -inf < -13.315 < inf | logz: -24.806 +/- 0.322 | dlogz: 13.034 > 0.109
iter: 1012 | bound: 116 | nc: 2 | ncall: 85360 | eff(%): 1.186 | loglstar: -inf < -13.199 < inf | logz: -24.763 +/- 0.323 | dlogz: 12.982 > 0.109
iter: 1013 | bound: 116 | nc: 1 | ncall: 85361 | eff(%): 1.187 | loglstar: -inf < -13.170 < inf | logz: -24.719 +/- 0.323 | dlogz: 12.930 > 0.109
iter: 1014 | bound: 116 | nc: 2 | ncall: 85363 | eff(%): 1.188 | loglstar: -inf < -13.150 < inf | logz: -24.677 +/- 0.323 | dlogz: 12.876 > 0.109
iter: 1015 | bound: 116 | nc: 3 | ncall: 85366 | eff(%): 1.189 | loglstar: -inf < -13.148 < inf | logz: -24.636 +/- 0.323 | dlogz: 12.823 > 0.109
iter: 1016 | bound: 116 | nc: 3 | ncall: 85369 | eff(%): 1.190 | loglstar: -inf < -13.127 < inf | logz: -24.597 +/- 0.323 | dlogz: 12.772 > 0.109
iter: 1017 | bound: 116 | nc: 1 | ncall: 85370 | eff(%): 1.191 | loglstar: -inf < -13.041 < inf | logz: -24.557 +/- 0.323 | dlogz: 12.723 > 0.109
iter: 1018 | bound: 116 | nc: 7 | ncall: 85377 | eff(%): 1.192 | loglstar: -inf < -13.026 < inf | logz: -24.518 +/- 0.323 | dlogz: 12.674 > 0.109
iter: 1019 | bound: 116 | nc: 4 | ncall: 85381 | eff(%): 1.193 | loglstar: -inf < -12.999 < inf | logz: -24.479 +/- 0.323 | dlogz: 12.624 > 0.109
iter: 1020 | bound: 116 | nc: 10 | ncall: 85391 | eff(%): 1.195 | loglstar: -inf < -12.824 < inf | logz: -24.439 +/- 0.323 | dlogz: 12.576 > 0.109
iter: 1021 | bound: 116 | nc: 1 | ncall: 85392 | eff(%): 1.196 | loglstar: -inf < -12.753 < inf | logz: -24.395 +/- 0.323 | dlogz: 12.525 > 0.109
iter: 1022 | bound: 116 | nc: 1 | ncall: 85393 | eff(%): 1.197 | loglstar: -inf < -12.636 < inf | logz: -24.350 +/- 0.323 | dlogz: 12.472 > 0.109
iter: 1023 | bound: 116 | nc: 6 | ncall: 85399 | eff(%): 1.198 | loglstar: -inf < -12.633 < inf | logz: -24.304 +/- 0.323 | dlogz: 12.417 > 0.109
iter: 1024 | bound: 116 | nc: 2 | ncall: 85401 | eff(%): 1.199 | loglstar: -inf < -12.574 < inf | logz: -24.260 +/- 0.323 | dlogz: 12.361 > 0.109
iter: 1025 | bound: 116 | nc: 1 | ncall: 85402 | eff(%): 1.200 | loglstar: -inf < -12.511 < inf | logz: -24.215 +/- 0.323 | dlogz: 12.307 > 0.109
iter: 1026 | bound: 116 | nc: 6 | ncall: 85408 | eff(%): 1.201 | loglstar: -inf < -12.504 < inf | logz: -24.172 +/- 0.324 | dlogz: 12.252 > 0.109
iter: 1027 | bound: 116 | nc: 2 | ncall: 85410 | eff(%): 1.202 | loglstar: -inf < -12.452 < inf | logz: -24.129 +/- 0.324 | dlogz: 12.199 > 0.109
iter: 1028 | bound: 116 | nc: 1 | ncall: 85411 | eff(%): 1.204 | loglstar: -inf < -12.441 < inf | logz: -24.087 +/- 0.324 | dlogz: 12.146 > 0.109
iter: 1029 | bound: 116 | nc: 7 | ncall: 85418 | eff(%): 1.205 | loglstar: -inf < -12.395 < inf | logz: -24.046 +/- 0.324 | dlogz: 12.094 > 0.109
iter: 1030 | bound: 116 | nc: 3 | ncall: 85421 | eff(%): 1.206 | loglstar: -inf < -12.355 < inf | logz: -24.005 +/- 0.324 | dlogz: 12.043 > 0.109
iter: 1031 | bound: 116 | nc: 2 | ncall: 85423 | eff(%): 1.207 | loglstar: -inf < -12.263 < inf | logz: -23.964 +/- 0.324 | dlogz: 11.993 > 0.109
iter: 1032 | bound: 116 | nc: 4 | ncall: 85427 | eff(%): 1.208 | loglstar: -inf < -12.255 < inf | logz: -23.923 +/- 0.324 | dlogz: 11.941 > 0.109
iter: 1033 | bound: 116 | nc: 2 | ncall: 85429 | eff(%): 1.209 | loglstar: -inf < -12.251 < inf | logz: -23.883 +/- 0.324 | dlogz: 11.890 > 0.109
iter: 1034 | bound: 116 | nc: 1 | ncall: 85430 | eff(%): 1.210 | loglstar: -inf < -12.238 < inf | logz: -23.846 +/- 0.324 | dlogz: 11.841 > 0.109
iter: 1035 | bound: 116 | nc: 3 | ncall: 85433 | eff(%): 1.211 | loglstar: -inf < -12.202 < inf | logz: -23.809 +/- 0.324 | dlogz: 11.793 > 0.109
iter: 1036 | bound: 116 | nc: 2 | ncall: 85435 | eff(%): 1.213 | loglstar: -inf < -12.158 < inf | logz: -23.772 +/- 0.324 | dlogz: 11.746 > 0.109
iter: 1037 | bound: 116 | nc: 1 | ncall: 85436 | eff(%): 1.214 | loglstar: -inf < -12.153 < inf | logz: -23.736 +/- 0.324 | dlogz: 11.699 > 0.109
iter: 1038 | bound: 116 | nc: 3 | ncall: 85439 | eff(%): 1.215 | loglstar: -inf < -12.130 < inf | logz: -23.701 +/- 0.324 | dlogz: 11.653 > 0.109
iter: 1039 | bound: 116 | nc: 1 | ncall: 85440 | eff(%): 1.216 | loglstar: -inf < -11.951 < inf | logz: -23.664 +/- 0.324 | dlogz: 11.609 > 0.109
iter: 1040 | bound: 117 | nc: 14 | ncall: 85454 | eff(%): 1.217 | loglstar: -inf < -11.904 < inf | logz: -23.625 +/- 0.324 | dlogz: 11.562 > 0.109
iter: 1041 | bound: 117 | nc: 2 | ncall: 85456 | eff(%): 1.218 | loglstar: -inf < -11.900 < inf | logz: -23.586 +/- 0.324 | dlogz: 11.512 > 0.109
iter: 1042 | bound: 117 | nc: 1 | ncall: 85457 | eff(%): 1.219 | loglstar: -inf < -11.887 < inf | logz: -23.549 +/- 0.324 | dlogz: 11.464 > 0.109
iter: 1043 | bound: 117 | nc: 9 | ncall: 85466 | eff(%): 1.220 | loglstar: -inf < -11.801 < inf | logz: -23.512 +/- 0.325 | dlogz: 11.417 > 0.109
iter: 1044 | bound: 117 | nc: 4 | ncall: 85470 | eff(%): 1.221 | loglstar: -inf < -11.757 < inf | logz: -23.475 +/- 0.325 | dlogz: 11.370 > 0.109
iter: 1045 | bound: 117 | nc: 1 | ncall: 85471 | eff(%): 1.223 | loglstar: -inf < -11.699 < inf | logz: -23.437 +/- 0.325 | dlogz: 11.323 > 0.109
iter: 1046 | bound: 117 | nc: 3 | ncall: 85474 | eff(%): 1.224 | loglstar: -inf < -11.680 < inf | logz: -23.399 +/- 0.325 | dlogz: 11.275 > 0.109
iter: 1047 | bound: 117 | nc: 2 | ncall: 85476 | eff(%): 1.225 | loglstar: -inf < -11.577 < inf | logz: -23.361 +/- 0.325 | dlogz: 11.227 > 0.109
iter: 1048 | bound: 117 | nc: 3 | ncall: 85479 | eff(%): 1.226 | loglstar: -inf < -11.576 < inf | logz: -23.323 +/- 0.325 | dlogz: 11.179 > 0.109
iter: 1049 | bound: 117 | nc: 6 | ncall: 85485 | eff(%): 1.227 | loglstar: -inf < -11.560 < inf | logz: -23.287 +/- 0.325 | dlogz: 11.131 > 0.109
iter: 1050 | bound: 117 | nc: 6 | ncall: 85491 | eff(%): 1.228 | loglstar: -inf < -11.556 < inf | logz: -23.251 +/- 0.325 | dlogz: 11.085 > 0.109
iter: 1051 | bound: 117 | nc: 4 | ncall: 85495 | eff(%): 1.229 | loglstar: -inf < -11.543 < inf | logz: -23.217 +/- 0.325 | dlogz: 11.039 > 0.109
iter: 1052 | bound: 117 | nc: 7 | ncall: 85502 | eff(%): 1.230 | loglstar: -inf < -11.539 < inf | logz: -23.184 +/- 0.325 | dlogz: 10.995 > 0.109
iter: 1053 | bound: 117 | nc: 3 | ncall: 85505 | eff(%): 1.232 | loglstar: -inf < -11.516 < inf | logz: -23.152 +/- 0.325 | dlogz: 10.953 > 0.109
iter: 1054 | bound: 117 | nc: 3 | ncall: 85508 | eff(%): 1.233 | loglstar: -inf < -11.463 < inf | logz: -23.120 +/- 0.325 | dlogz: 10.911 > 0.109
iter: 1055 | bound: 117 | nc: 2 | ncall: 85510 | eff(%): 1.234 | loglstar: -inf < -11.403 < inf | logz: -23.088 +/- 0.325 | dlogz: 10.869 > 0.109
iter: 1056 | bound: 117 | nc: 1 | ncall: 85511 | eff(%): 1.235 | loglstar: -inf < -11.397 < inf | logz: -23.056 +/- 0.325 | dlogz: 10.826 > 0.109
iter: 1057 | bound: 117 | nc: 2 | ncall: 85513 | eff(%): 1.236 | loglstar: -inf < -11.309 < inf | logz: -23.024 +/- 0.325 | dlogz: 10.785 > 0.109
iter: 1058 | bound: 117 | nc: 3 | ncall: 85516 | eff(%): 1.237 | loglstar: -inf < -11.284 < inf | logz: -22.991 +/- 0.325 | dlogz: 10.742 > 0.109
iter: 1059 | bound: 117 | nc: 3 | ncall: 85519 | eff(%): 1.238 | loglstar: -inf < -11.234 < inf | logz: -22.959 +/- 0.325 | dlogz: 10.700 > 0.109
iter: 1060 | bound: 117 | nc: 8 | ncall: 85527 | eff(%): 1.239 | loglstar: -inf < -11.229 < inf | logz: -22.927 +/- 0.325 | dlogz: 10.657 > 0.109
iter: 1061 | bound: 117 | nc: 2 | ncall: 85529 | eff(%): 1.241 | loglstar: -inf < -11.220 < inf | logz: -22.896 +/- 0.325 | dlogz: 10.615 > 0.109
iter: 1062 | bound: 117 | nc: 6 | ncall: 85535 | eff(%): 1.242 | loglstar: -inf < -11.175 < inf | logz: -22.865 +/- 0.325 | dlogz: 10.574 > 0.109
iter: 1063 | bound: 117 | nc: 7 | ncall: 85542 | eff(%): 1.243 | loglstar: -inf < -11.132 < inf | logz: -22.835 +/- 0.325 | dlogz: 10.534 > 0.109
iter: 1064 | bound: 117 | nc: 5 | ncall: 85547 | eff(%): 1.244 | loglstar: -inf < -11.083 < inf | logz: -22.804 +/- 0.325 | dlogz: 10.493 > 0.109
iter: 1065 | bound: 117 | nc: 1 | ncall: 85548 | eff(%): 1.245 | loglstar: -inf < -11.080 < inf | logz: -22.773 +/- 0.325 | dlogz: 10.453 > 0.109
iter: 1066 | bound: 117 | nc: 2 | ncall: 85550 | eff(%): 1.246 | loglstar: -inf < -11.072 < inf | logz: -22.744 +/- 0.325 | dlogz: 10.412 > 0.109
iter: 1067 | bound: 117 | nc: 1 | ncall: 85551 | eff(%): 1.247 | loglstar: -inf < -10.918 < inf | logz: -22.713 +/- 0.326 | dlogz: 10.373 > 0.109
iter: 1068 | bound: 118 | nc: 3 | ncall: 85554 | eff(%): 1.248 | loglstar: -inf < -10.903 < inf | logz: -22.682 +/- 0.326 | dlogz: 10.332 > 0.109
iter: 1069 | bound: 118 | nc: 4 | ncall: 85558 | eff(%): 1.249 | loglstar: -inf < -10.788 < inf | logz: -22.649 +/- 0.326 | dlogz: 10.291 > 0.109
iter: 1070 | bound: 118 | nc: 9 | ncall: 85567 | eff(%): 1.250 | loglstar: -inf < -10.566 < inf | logz: -22.612 +/- 0.326 | dlogz: 10.248 > 0.109
iter: 1071 | bound: 118 | nc: 7 | ncall: 85574 | eff(%): 1.252 | loglstar: -inf < -10.560 < inf | logz: -22.572 +/- 0.326 | dlogz: 10.201 > 0.109
iter: 1072 | bound: 118 | nc: 1 | ncall: 85575 | eff(%): 1.253 | loglstar: -inf < -10.529 < inf | logz: -22.534 +/- 0.326 | dlogz: 10.152 > 0.109
iter: 1073 | bound: 118 | nc: 1 | ncall: 85576 | eff(%): 1.254 | loglstar: -inf < -10.417 < inf | logz: -22.495 +/- 0.326 | dlogz: 10.103 > 0.109
iter: 1074 | bound: 118 | nc: 3 | ncall: 85579 | eff(%): 1.255 | loglstar: -inf < -10.394 < inf | logz: -22.455 +/- 0.327 | dlogz: 10.054 > 0.109
iter: 1075 | bound: 118 | nc: 14 | ncall: 85593 | eff(%): 1.256 | loglstar: -inf < -10.361 < inf | logz: -22.416 +/- 0.327 | dlogz: 10.004 > 0.109
iter: 1076 | bound: 118 | nc: 1 | ncall: 85594 | eff(%): 1.257 | loglstar: -inf < -10.172 < inf | logz: -22.374 +/- 0.327 | dlogz: 9.955 > 0.109
iter: 1077 | bound: 118 | nc: 6 | ncall: 85600 | eff(%): 1.258 | loglstar: -inf < -10.170 < inf | logz: -22.331 +/- 0.327 | dlogz: 9.904 > 0.109
iter: 1078 | bound: 118 | nc: 6 | ncall: 85606 | eff(%): 1.259 | loglstar: -inf < -10.129 < inf | logz: -22.289 +/- 0.328 | dlogz: 9.851 > 0.109
iter: 1079 | bound: 118 | nc: 1 | ncall: 85607 | eff(%): 1.260 | loglstar: -inf < -9.987 < inf | logz: -22.245 +/- 0.328 | dlogz: 9.799 > 0.109
iter: 1080 | bound: 118 | nc: 1 | ncall: 85608 | eff(%): 1.262 | loglstar: -inf < -9.967 < inf | logz: -22.200 +/- 0.328 | dlogz: 9.745 > 0.109
iter: 1081 | bound: 118 | nc: 9 | ncall: 85617 | eff(%): 1.263 | loglstar: -inf < -9.903 < inf | logz: -22.156 +/- 0.328 | dlogz: 9.690 > 0.109
iter: 1082 | bound: 118 | nc: 14 | ncall: 85631 | eff(%): 1.264 | loglstar: -inf < -9.900 < inf | logz: -22.113 +/- 0.329 | dlogz: 9.636 > 0.109
iter: 1083 | bound: 118 | nc: 1 | ncall: 85632 | eff(%): 1.265 | loglstar: -inf < -9.877 < inf | logz: -22.071 +/- 0.329 | dlogz: 9.583 > 0.109
iter: 1084 | bound: 118 | nc: 2 | ncall: 85634 | eff(%): 1.266 | loglstar: -inf < -9.824 < inf | logz: -22.030 +/- 0.329 | dlogz: 9.531 > 0.109
iter: 1085 | bound: 118 | nc: 1 | ncall: 85635 | eff(%): 1.267 | loglstar: -inf < -9.780 < inf | logz: -21.989 +/- 0.329 | dlogz: 9.480 > 0.109
iter: 1086 | bound: 118 | nc: 10 | ncall: 85645 | eff(%): 1.268 | loglstar: -inf < -9.751 < inf | logz: -21.949 +/- 0.330 | dlogz: 9.429 > 0.109
iter: 1087 | bound: 118 | nc: 3 | ncall: 85648 | eff(%): 1.269 | loglstar: -inf < -9.741 < inf | logz: -21.909 +/- 0.330 | dlogz: 9.379 > 0.109
iter: 1088 | bound: 119 | nc: 8 | ncall: 85656 | eff(%): 1.270 | loglstar: -inf < -9.735 < inf | logz: -21.872 +/- 0.330 | dlogz: 9.329 > 0.109
iter: 1089 | bound: 119 | nc: 6 | ncall: 85662 | eff(%): 1.271 | loglstar: -inf < -9.664 < inf | logz: -21.834 +/- 0.330 | dlogz: 9.282 > 0.109
iter: 1090 | bound: 119 | nc: 1 | ncall: 85663 | eff(%): 1.272 | loglstar: -inf < -9.654 < inf | logz: -21.797 +/- 0.330 | dlogz: 9.235 > 0.109
iter: 1091 | bound: 119 | nc: 4 | ncall: 85667 | eff(%): 1.274 | loglstar: -inf < -9.588 < inf | logz: -21.760 +/- 0.330 | dlogz: 9.187 > 0.109
iter: 1092 | bound: 119 | nc: 2 | ncall: 85669 | eff(%): 1.275 | loglstar: -inf < -9.531 < inf | logz: -21.723 +/- 0.330 | dlogz: 9.141 > 0.109
iter: 1093 | bound: 119 | nc: 4 | ncall: 85673 | eff(%): 1.276 | loglstar: -inf < -9.431 < inf | logz: -21.685 +/- 0.330 | dlogz: 9.094 > 0.109
iter: 1094 | bound: 119 | nc: 3 | ncall: 85676 | eff(%): 1.277 | loglstar: -inf < -9.408 < inf | logz: -21.646 +/- 0.331 | dlogz: 9.045 > 0.109
iter: 1095 | bound: 119 | nc: 12 | ncall: 85688 | eff(%): 1.278 | loglstar: -inf < -9.264 < inf | logz: -21.605 +/- 0.331 | dlogz: 8.996 > 0.109
iter: 1096 | bound: 119 | nc: 4 | ncall: 85692 | eff(%): 1.279 | loglstar: -inf < -9.221 < inf | logz: -21.563 +/- 0.331 | dlogz: 8.946 > 0.109
iter: 1097 | bound: 119 | nc: 5 | ncall: 85697 | eff(%): 1.280 | loglstar: -inf < -9.157 < inf | logz: -21.521 +/- 0.331 | dlogz: 8.894 > 0.109
iter: 1098 | bound: 119 | nc: 11 | ncall: 85708 | eff(%): 1.281 | loglstar: -inf < -9.142 < inf | logz: -21.479 +/- 0.331 | dlogz: 8.842 > 0.109
iter: 1099 | bound: 119 | nc: 3 | ncall: 85711 | eff(%): 1.282 | loglstar: -inf < -9.133 < inf | logz: -21.439 +/- 0.332 | dlogz: 8.790 > 0.109
iter: 1100 | bound: 119 | nc: 10 | ncall: 85721 | eff(%): 1.283 | loglstar: -inf < -8.965 < inf | logz: -21.398 +/- 0.332 | dlogz: 8.740 > 0.109
iter: 1101 | bound: 119 | nc: 1 | ncall: 85722 | eff(%): 1.284 | loglstar: -inf < -8.926 < inf | logz: -21.354 +/- 0.332 | dlogz: 8.689 > 0.109
iter: 1102 | bound: 119 | nc: 7 | ncall: 85729 | eff(%): 1.285 | loglstar: -inf < -8.921 < inf | logz: -21.312 +/- 0.332 | dlogz: 8.635 > 0.109
iter: 1103 | bound: 119 | nc: 3 | ncall: 85732 | eff(%): 1.287 | loglstar: -inf < -8.916 < inf | logz: -21.271 +/- 0.332 | dlogz: 8.583 > 0.109
iter: 1104 | bound: 119 | nc: 3 | ncall: 85735 | eff(%): 1.288 | loglstar: -inf < -8.913 < inf | logz: -21.233 +/- 0.333 | dlogz: 8.532 > 0.109
iter: 1105 | bound: 119 | nc: 2 | ncall: 85737 | eff(%): 1.289 | loglstar: -inf < -8.834 < inf | logz: -21.194 +/- 0.333 | dlogz: 8.484 > 0.109
iter: 1106 | bound: 119 | nc: 3 | ncall: 85740 | eff(%): 1.290 | loglstar: -inf < -8.788 < inf | logz: -21.155 +/- 0.333 | dlogz: 8.435 > 0.109
iter: 1107 | bound: 119 | nc: 14 | ncall: 85754 | eff(%): 1.291 | loglstar: -inf < -8.700 < inf | logz: -21.116 +/- 0.333 | dlogz: 8.386 > 0.109
iter: 1108 | bound: 119 | nc: 1 | ncall: 85755 | eff(%): 1.292 | loglstar: -inf < -8.660 < inf | logz: -21.075 +/- 0.333 | dlogz: 8.337 > 0.109
iter: 1109 | bound: 120 | nc: 5 | ncall: 85760 | eff(%): 1.293 | loglstar: -inf < -8.604 < inf | logz: -21.035 +/- 0.333 | dlogz: 8.287 > 0.109
iter: 1110 | bound: 120 | nc: 3 | ncall: 85763 | eff(%): 1.294 | loglstar: -inf < -8.590 < inf | logz: -20.996 +/- 0.333 | dlogz: 8.237 > 0.109
iter: 1111 | bound: 120 | nc: 5 | ncall: 85768 | eff(%): 1.295 | loglstar: -inf < -8.573 < inf | logz: -20.958 +/- 0.334 | dlogz: 8.187 > 0.109
iter: 1112 | bound: 120 | nc: 5 | ncall: 85773 | eff(%): 1.296 | loglstar: -inf < -8.491 < inf | logz: -20.919 +/- 0.334 | dlogz: 8.139 > 0.109
iter: 1113 | bound: 120 | nc: 3 | ncall: 85776 | eff(%): 1.298 | loglstar: -inf < -8.411 < inf | logz: -20.880 +/- 0.334 | dlogz: 8.091 > 0.109
iter: 1114 | bound: 120 | nc: 7 | ncall: 85783 | eff(%): 1.299 | loglstar: -inf < -8.360 < inf | logz: -20.840 +/- 0.334 | dlogz: 8.041 > 0.109
iter: 1115 | bound: 120 | nc: 9 | ncall: 85792 | eff(%): 1.300 | loglstar: -inf < -8.303 < inf | logz: -20.799 +/- 0.334 | dlogz: 7.991 > 0.109
iter: 1116 | bound: 120 | nc: 2 | ncall: 85794 | eff(%): 1.301 | loglstar: -inf < -8.265 < inf | logz: -20.759 +/- 0.334 | dlogz: 7.941 > 0.109
iter: 1117 | bound: 120 | nc: 5 | ncall: 85799 | eff(%): 1.302 | loglstar: -inf < -8.250 < inf | logz: -20.720 +/- 0.334 | dlogz: 8.644 > 0.109
iter: 1118 | bound: 120 | nc: 4 | ncall: 85803 | eff(%): 1.303 | loglstar: -inf < -8.245 < inf | logz: -20.682 +/- 0.335 | dlogz: 8.595 > 0.109
iter: 1119 | bound: 120 | nc: 5 | ncall: 85808 | eff(%): 1.304 | loglstar: -inf < -8.241 < inf | logz: -20.646 +/- 0.335 | dlogz: 8.547 > 0.109
iter: 1120 | bound: 120 | nc: 7 | ncall: 85815 | eff(%): 1.305 | loglstar: -inf < -8.193 < inf | logz: -20.610 +/- 0.335 | dlogz: 8.501 > 0.109
iter: 1121 | bound: 120 | nc: 7 | ncall: 85822 | eff(%): 1.306 | loglstar: -inf < -8.189 < inf | logz: -20.576 +/- 0.335 | dlogz: 8.456 > 0.109
iter: 1122 | bound: 120 | nc: 17 | ncall: 85839 | eff(%): 1.307 | loglstar: -inf < -8.149 < inf | logz: -20.542 +/- 0.335 | dlogz: 8.411 > 0.109
iter: 1123 | bound: 120 | nc: 1 | ncall: 85840 | eff(%): 1.308 | loglstar: -inf < -8.142 < inf | logz: -20.508 +/- 0.335 | dlogz: 8.367 > 0.109
iter: 1124 | bound: 120 | nc: 3 | ncall: 85843 | eff(%): 1.309 | loglstar: -inf < -7.949 < inf | logz: -20.473 +/- 0.335 | dlogz: 8.324 > 0.109
iter: 1125 | bound: 120 | nc: 2 | ncall: 85845 | eff(%): 1.311 | loglstar: -inf < -7.916 < inf | logz: -20.435 +/- 0.335 | dlogz: 8.278 > 0.109
iter: 1126 | bound: 120 | nc: 1 | ncall: 85846 | eff(%): 1.312 | loglstar: -inf < -7.845 < inf | logz: -20.397 +/- 0.335 | dlogz: 8.231 > 0.109
iter: 1127 | bound: 120 | nc: 1 | ncall: 85847 | eff(%): 1.313 | loglstar: -inf < -7.844 < inf | logz: -20.360 +/- 0.335 | dlogz: 8.183 > 0.109
iter: 1128 | bound: 120 | nc: 3 | ncall: 85850 | eff(%): 1.314 | loglstar: -inf < -7.842 < inf | logz: -20.324 +/- 0.336 | dlogz: 8.136 > 0.109
iter: 1129 | bound: 121 | nc: 18 | ncall: 85868 | eff(%): 1.315 | loglstar: -inf < -7.838 < inf | logz: -20.290 +/- 0.336 | dlogz: 8.090 > 0.109
iter: 1130 | bound: 121 | nc: 6 | ncall: 85874 | eff(%): 1.316 | loglstar: -inf < -7.805 < inf | logz: -20.256 +/- 0.336 | dlogz: 8.046 > 0.109
iter: 1131 | bound: 121 | nc: 1 | ncall: 85875 | eff(%): 1.317 | loglstar: -inf < -7.786 < inf | logz: -20.223 +/- 0.336 | dlogz: 8.002 > 0.109
iter: 1132 | bound: 121 | nc: 5 | ncall: 85880 | eff(%): 1.318 | loglstar: -inf < -7.785 < inf | logz: -20.191 +/- 0.336 | dlogz: 7.959 > 0.109
iter: 1133 | bound: 121 | nc: 3 | ncall: 85883 | eff(%): 1.319 | loglstar: -inf < -7.766 < inf | logz: -20.161 +/- 0.336 | dlogz: 7.918 > 0.109
iter: 1134 | bound: 121 | nc: 2 | ncall: 85885 | eff(%): 1.320 | loglstar: -inf < -7.755 < inf | logz: -20.131 +/- 0.336 | dlogz: 7.877 > 0.109
iter: 1135 | bound: 121 | nc: 2 | ncall: 85887 | eff(%): 1.322 | loglstar: -inf < -7.749 < inf | logz: -20.101 +/- 0.336 | dlogz: 7.837 > 0.109
iter: 1136 | bound: 121 | nc: 2 | ncall: 85889 | eff(%): 1.323 | loglstar: -inf < -7.748 < inf | logz: -20.073 +/- 0.336 | dlogz: 7.798 > 0.109
iter: 1137 | bound: 121 | nc: 1 | ncall: 85890 | eff(%): 1.324 | loglstar: -inf < -7.720 < inf | logz: -20.046 +/- 0.336 | dlogz: 7.760 > 0.109
iter: 1138 | bound: 121 | nc: 2 | ncall: 85892 | eff(%): 1.325 | loglstar: -inf < -7.720 < inf | logz: -20.019 +/- 0.336 | dlogz: 7.722 > 0.109
iter: 1139 | bound: 121 | nc: 5 | ncall: 85897 | eff(%): 1.326 | loglstar: -inf < -7.716 < inf | logz: -19.993 +/- 0.336 | dlogz: 7.685 > 0.109
iter: 1140 | bound: 121 | nc: 4 | ncall: 85901 | eff(%): 1.327 | loglstar: -inf < -7.632 < inf | logz: -19.967 +/- 0.336 | dlogz: 7.650 > 0.109
iter: 1141 | bound: 121 | nc: 1 | ncall: 85902 | eff(%): 1.328 | loglstar: -inf < -7.593 < inf | logz: -19.940 +/- 0.336 | dlogz: 7.613 > 0.109
iter: 1142 | bound: 121 | nc: 3 | ncall: 85905 | eff(%): 1.329 | loglstar: -inf < -7.592 < inf | logz: -19.913 +/- 0.336 | dlogz: 7.577 > 0.109
iter: 1143 | bound: 121 | nc: 10 | ncall: 85915 | eff(%): 1.330 | loglstar: -inf < -7.577 < inf | logz: -19.888 +/- 0.336 | dlogz: 7.540 > 0.109
iter: 1144 | bound: 121 | nc: 2 | ncall: 85917 | eff(%): 1.332 | loglstar: -inf < -7.548 < inf | logz: -19.862 +/- 0.336 | dlogz: 7.505 > 0.109
iter: 1145 | bound: 121 | nc: 2 | ncall: 85919 | eff(%): 1.333 | loglstar: -inf < -7.542 < inf | logz: -19.838 +/- 0.336 | dlogz: 7.469 > 0.109
iter: 1146 | bound: 121 | nc: 1 | ncall: 85920 | eff(%): 1.334 | loglstar: -inf < -7.474 < inf | logz: -19.813 +/- 0.336 | dlogz: 7.435 > 0.109
iter: 1147 | bound: 121 | nc: 2 | ncall: 85922 | eff(%): 1.335 | loglstar: -inf < -7.461 < inf | logz: -19.787 +/- 0.336 | dlogz: 7.400 > 0.109
iter: 1148 | bound: 121 | nc: 2 | ncall: 85924 | eff(%): 1.336 | loglstar: -inf < -7.438 < inf | logz: -19.763 +/- 0.336 | dlogz: 7.365 > 0.109
iter: 1149 | bound: 121 | nc: 1 | ncall: 85925 | eff(%): 1.337 | loglstar: -inf < -7.432 < inf | logz: -19.739 +/- 0.336 | dlogz: 7.330 > 0.109
iter: 1150 | bound: 121 | nc: 7 | ncall: 85932 | eff(%): 1.338 | loglstar: -inf < -7.423 < inf | logz: -19.715 +/- 0.336 | dlogz: 7.296 > 0.109
iter: 1151 | bound: 121 | nc: 1 | ncall: 85933 | eff(%): 1.339 | loglstar: -inf < -7.407 < inf | logz: -19.692 +/- 0.336 | dlogz: 7.263 > 0.109
iter: 1152 | bound: 121 | nc: 4 | ncall: 85937 | eff(%): 1.341 | loglstar: -inf < -7.402 < inf | logz: -19.669 +/- 0.336 | dlogz: 7.230 > 0.109
iter: 1153 | bound: 121 | nc: 1 | ncall: 85938 | eff(%): 1.342 | loglstar: -inf < -7.399 < inf | logz: -19.648 +/- 0.336 | dlogz: 7.197 > 0.109
iter: 1154 | bound: 121 | nc: 7 | ncall: 85945 | eff(%): 1.343 | loglstar: -inf < -7.373 < inf | logz: -19.626 +/- 0.336 | dlogz: 7.165 > 0.109
iter: 1155 | bound: 121 | nc: 1 | ncall: 85946 | eff(%): 1.344 | loglstar: -inf < -7.289 < inf | logz: -19.604 +/- 0.336 | dlogz: 7.134 > 0.109
iter: 1156 | bound: 121 | nc: 6 | ncall: 85952 | eff(%): 1.345 | loglstar: -inf < -7.283 < inf | logz: -19.582 +/- 0.336 | dlogz: 7.102 > 0.109
iter: 1157 | bound: 121 | nc: 4 | ncall: 85956 | eff(%): 1.346 | loglstar: -inf < -7.270 < inf | logz: -19.560 +/- 0.336 | dlogz: 7.069 > 0.109
iter: 1158 | bound: 121 | nc: 2 | ncall: 85958 | eff(%): 1.347 | loglstar: -inf < -7.269 < inf | logz: -19.538 +/- 0.336 | dlogz: 7.038 > 0.109
iter: 1159 | bound: 121 | nc: 3 | ncall: 85961 | eff(%): 1.348 | loglstar: -inf < -7.245 < inf | logz: -19.517 +/- 0.336 | dlogz: 7.006 > 0.109
iter: 1160 | bound: 121 | nc: 4 | ncall: 85965 | eff(%): 1.349 | loglstar: -inf < -7.210 < inf | logz: -19.497 +/- 0.336 | dlogz: 6.976 > 0.109
iter: 1161 | bound: 121 | nc: 1 | ncall: 85966 | eff(%): 1.351 | loglstar: -inf < -7.135 < inf | logz: -19.475 +/- 0.336 | dlogz: 6.945 > 0.109
iter: 1162 | bound: 122 | nc: 3 | ncall: 85969 | eff(%): 1.352 | loglstar: -inf < -7.114 < inf | logz: -19.453 +/- 0.336 | dlogz: 6.913 > 0.109
iter: 1163 | bound: 122 | nc: 1 | ncall: 85970 | eff(%): 1.353 | loglstar: -inf < -7.112 < inf | logz: -19.432 +/- 0.336 | dlogz: 6.882 > 0.109
iter: 1164 | bound: 122 | nc: 6 | ncall: 85976 | eff(%): 1.354 | loglstar: -inf < -7.078 < inf | logz: -19.411 +/- 0.336 | dlogz: 6.850 > 0.109
iter: 1165 | bound: 122 | nc: 3 | ncall: 85979 | eff(%): 1.355 | loglstar: -inf < -7.028 < inf | logz: -19.390 +/- 0.336 | dlogz: 6.820 > 0.109
iter: 1166 | bound: 122 | nc: 3 | ncall: 85982 | eff(%): 1.356 | loglstar: -inf < -6.968 < inf | logz: -19.368 +/- 0.336 | dlogz: 6.788 > 0.109
iter: 1167 | bound: 122 | nc: 1 | ncall: 85983 | eff(%): 1.357 | loglstar: -inf < -6.902 < inf | logz: -19.345 +/- 0.336 | dlogz: 6.757 > 0.109
iter: 1168 | bound: 122 | nc: 2 | ncall: 85985 | eff(%): 1.358 | loglstar: -inf < -6.869 < inf | logz: -19.323 +/- 0.336 | dlogz: 6.724 > 0.109
iter: 1169 | bound: 122 | nc: 5 | ncall: 85990 | eff(%): 1.359 | loglstar: -inf < -6.837 < inf | logz: -19.300 +/- 0.336 | dlogz: 6.691 > 0.109
iter: 1170 | bound: 122 | nc: 2 | ncall: 85992 | eff(%): 1.361 | loglstar: -inf < -6.834 < inf | logz: -19.277 +/- 0.336 | dlogz: 6.659 > 0.109
iter: 1171 | bound: 122 | nc: 1 | ncall: 85993 | eff(%): 1.362 | loglstar: -inf < -6.827 < inf | logz: -19.255 +/- 0.336 | dlogz: 6.626 > 0.109
iter: 1172 | bound: 122 | nc: 2 | ncall: 85995 | eff(%): 1.363 | loglstar: -inf < -6.822 < inf | logz: -19.234 +/- 0.336 | dlogz: 6.594 > 0.109
iter: 1173 | bound: 122 | nc: 2 | ncall: 85997 | eff(%): 1.364 | loglstar: -inf < -6.816 < inf | logz: -19.213 +/- 0.336 | dlogz: 6.563 > 0.109
iter: 1174 | bound: 122 | nc: 3 | ncall: 86000 | eff(%): 1.365 | loglstar: -inf < -6.799 < inf | logz: -19.193 +/- 0.336 | dlogz: 6.532 > 0.109
iter: 1175 | bound: 122 | nc: 4 | ncall: 86004 | eff(%): 1.366 | loglstar: -inf < -6.739 < inf | logz: -19.172 +/- 0.336 | dlogz: 6.502 > 0.109
iter: 1176 | bound: 122 | nc: 6 | ncall: 86010 | eff(%): 1.367 | loglstar: -inf < -6.684 < inf | logz: -19.151 +/- 0.336 | dlogz: 6.472 > 0.109
iter: 1177 | bound: 122 | nc: 8 | ncall: 86018 | eff(%): 1.368 | loglstar: -inf < -6.662 < inf | logz: -19.130 +/- 0.336 | dlogz: 6.441 > 0.109
iter: 1178 | bound: 122 | nc: 3 | ncall: 86021 | eff(%): 1.369 | loglstar: -inf < -6.662 < inf | logz: -19.109 +/- 0.336 | dlogz: 6.409 > 0.109
iter: 1179 | bound: 122 | nc: 2 | ncall: 86023 | eff(%): 1.371 | loglstar: -inf < -6.649 < inf | logz: -19.088 +/- 0.336 | dlogz: 6.379 > 0.109
iter: 1180 | bound: 122 | nc: 3 | ncall: 86026 | eff(%): 1.372 | loglstar: -inf < -6.644 < inf | logz: -19.069 +/- 0.336 | dlogz: 6.348 > 0.109
iter: 1181 | bound: 122 | nc: 4 | ncall: 86030 | eff(%): 1.373 | loglstar: -inf < -6.626 < inf | logz: -19.049 +/- 0.336 | dlogz: 6.319 > 0.109
iter: 1182 | bound: 122 | nc: 6 | ncall: 86036 | eff(%): 1.374 | loglstar: -inf < -6.617 < inf | logz: -19.030 +/- 0.336 | dlogz: 6.289 > 0.109
iter: 1183 | bound: 122 | nc: 2 | ncall: 86038 | eff(%): 1.375 | loglstar: -inf < -6.608 < inf | logz: -19.011 +/- 0.336 | dlogz: 6.260 > 0.109
iter: 1184 | bound: 122 | nc: 3 | ncall: 86041 | eff(%): 1.376 | loglstar: -inf < -6.542 < inf | logz: -18.992 +/- 0.336 | dlogz: 6.231 > 0.109
iter: 1185 | bound: 122 | nc: 11 | ncall: 86052 | eff(%): 1.377 | loglstar: -inf < -6.501 < inf | logz: -18.972 +/- 0.336 | dlogz: 6.202 > 0.109
iter: 1186 | bound: 122 | nc: 1 | ncall: 86053 | eff(%): 1.378 | loglstar: -inf < -6.477 < inf | logz: -18.953 +/- 0.336 | dlogz: 6.173 > 0.109
iter: 1187 | bound: 122 | nc: 7 | ncall: 86060 | eff(%): 1.379 | loglstar: -inf < -6.451 < inf | logz: -18.933 +/- 0.336 | dlogz: 6.143 > 0.109
iter: 1188 | bound: 122 | nc: 1 | ncall: 86061 | eff(%): 1.380 | loglstar: -inf < -6.438 < inf | logz: -18.914 +/- 0.336 | dlogz: 6.114 > 0.109
iter: 1189 | bound: 122 | nc: 3 | ncall: 86064 | eff(%): 1.382 | loglstar: -inf < -6.437 < inf | logz: -18.895 +/- 0.336 | dlogz: 6.085 > 0.109
iter: 1190 | bound: 123 | nc: 7 | ncall: 86071 | eff(%): 1.383 | loglstar: -inf < -6.418 < inf | logz: -18.876 +/- 0.336 | dlogz: 6.056 > 0.109
iter: 1191 | bound: 123 | nc: 2 | ncall: 86073 | eff(%): 1.384 | loglstar: -inf < -6.409 < inf | logz: -18.858 +/- 0.336 | dlogz: 6.027 > 0.109
iter: 1192 | bound: 123 | nc: 1 | ncall: 86074 | eff(%): 1.385 | loglstar: -inf < -6.397 < inf | logz: -18.840 +/- 0.336 | dlogz: 5.999 > 0.109
iter: 1193 | bound: 123 | nc: 1 | ncall: 86075 | eff(%): 1.386 | loglstar: -inf < -6.391 < inf | logz: -18.822 +/- 0.336 | dlogz: 5.971 > 0.109
iter: 1194 | bound: 123 | nc: 18 | ncall: 86093 | eff(%): 1.387 | loglstar: -inf < -6.349 < inf | logz: -18.805 +/- 0.336 | dlogz: 5.944 > 0.109
iter: 1195 | bound: 123 | nc: 1 | ncall: 86094 | eff(%): 1.388 | loglstar: -inf < -6.342 < inf | logz: -18.787 +/- 0.336 | dlogz: 5.917 > 0.109
iter: 1196 | bound: 123 | nc: 1 | ncall: 86095 | eff(%): 1.389 | loglstar: -inf < -6.339 < inf | logz: -18.770 +/- 0.336 | dlogz: 5.889 > 0.109
iter: 1197 | bound: 123 | nc: 2 | ncall: 86097 | eff(%): 1.390 | loglstar: -inf < -6.308 < inf | logz: -18.753 +/- 0.336 | dlogz: 5.862 > 0.109
iter: 1198 | bound: 123 | nc: 3 | ncall: 86100 | eff(%): 1.391 | loglstar: -inf < -6.251 < inf | logz: -18.736 +/- 0.336 | dlogz: 5.835 > 0.109
iter: 1199 | bound: 123 | nc: 6 | ncall: 86106 | eff(%): 1.392 | loglstar: -inf < -6.248 < inf | logz: -18.719 +/- 0.337 | dlogz: 5.808 > 0.109
iter: 1200 | bound: 123 | nc: 3 | ncall: 86109 | eff(%): 1.394 | loglstar: -inf < -6.139 < inf | logz: -18.701 +/- 0.337 | dlogz: 5.781 > 0.109
iter: 1201 | bound: 123 | nc: 8 | ncall: 86117 | eff(%): 1.395 | loglstar: -inf < -6.098 < inf | logz: -18.682 +/- 0.337 | dlogz: 5.753 > 0.109
iter: 1202 | bound: 123 | nc: 10 | ncall: 86127 | eff(%): 1.396 | loglstar: -inf < -6.072 < inf | logz: -18.664 +/- 0.337 | dlogz: 5.725 > 0.109
iter: 1203 | bound: 123 | nc: 3 | ncall: 86130 | eff(%): 1.397 | loglstar: -inf < -6.065 < inf | logz: -18.645 +/- 0.337 | dlogz: 5.696 > 0.109
iter: 1204 | bound: 123 | nc: 5 | ncall: 86135 | eff(%): 1.398 | loglstar: -inf < -6.054 < inf | logz: -18.627 +/- 0.337 | dlogz: 5.668 > 0.109
iter: 1205 | bound: 123 | nc: 13 | ncall: 86148 | eff(%): 1.399 | loglstar: -inf < -6.031 < inf | logz: -18.609 +/- 0.337 | dlogz: 5.640 > 0.109
iter: 1206 | bound: 123 | nc: 1 | ncall: 86149 | eff(%): 1.400 | loglstar: -inf < -6.001 < inf | logz: -18.591 +/- 0.337 | dlogz: 5.612 > 0.109
iter: 1207 | bound: 123 | nc: 13 | ncall: 86162 | eff(%): 1.401 | loglstar: -inf < -5.974 < inf | logz: -18.573 +/- 0.337 | dlogz: 5.584 > 0.109
iter: 1208 | bound: 123 | nc: 4 | ncall: 86166 | eff(%): 1.402 | loglstar: -inf < -5.968 < inf | logz: -18.555 +/- 0.337 | dlogz: 5.557 > 0.109
iter: 1209 | bound: 124 | nc: 9 | ncall: 86175 | eff(%): 1.403 | loglstar: -inf < -5.963 < inf | logz: -18.538 +/- 0.337 | dlogz: 5.529 > 0.109
iter: 1210 | bound: 124 | nc: 2 | ncall: 86177 | eff(%): 1.404 | loglstar: -inf < -5.929 < inf | logz: -18.521 +/- 0.337 | dlogz: 5.502 > 0.109
iter: 1211 | bound: 124 | nc: 8 | ncall: 86185 | eff(%): 1.405 | loglstar: -inf < -5.925 < inf | logz: -18.504 +/- 0.337 | dlogz: 5.475 > 0.109
iter: 1212 | bound: 124 | nc: 4 | ncall: 86189 | eff(%): 1.406 | loglstar: -inf < -5.920 < inf | logz: -18.487 +/- 0.337 | dlogz: 5.448 > 0.109
iter: 1213 | bound: 124 | nc: 1 | ncall: 86190 | eff(%): 1.407 | loglstar: -inf < -5.906 < inf | logz: -18.471 +/- 0.337 | dlogz: 5.421 > 0.109
iter: 1214 | bound: 124 | nc: 5 | ncall: 86195 | eff(%): 1.408 | loglstar: -inf < -5.889 < inf | logz: -18.454 +/- 0.337 | dlogz: 5.395 > 0.109
iter: 1215 | bound: 124 | nc: 10 | ncall: 86205 | eff(%): 1.409 | loglstar: -inf < -5.859 < inf | logz: -18.438 +/- 0.337 | dlogz: 5.369 > 0.109
iter: 1216 | bound: 124 | nc: 4 | ncall: 86209 | eff(%): 1.411 | loglstar: -inf < -5.824 < inf | logz: -18.422 +/- 0.337 | dlogz: 5.343 > 0.109
iter: 1217 | bound: 124 | nc: 4 | ncall: 86213 | eff(%): 1.412 | loglstar: -inf < -5.819 < inf | logz: -18.406 +/- 0.337 | dlogz: 5.317 > 0.109
iter: 1218 | bound: 124 | nc: 1 | ncall: 86214 | eff(%): 1.413 | loglstar: -inf < -5.740 < inf | logz: -18.389 +/- 0.337 | dlogz: 5.291 > 0.109
iter: 1219 | bound: 124 | nc: 3 | ncall: 86217 | eff(%): 1.414 | loglstar: -inf < -5.723 < inf | logz: -18.372 +/- 0.337 | dlogz: 5.264 > 0.109
iter: 1220 | bound: 124 | nc: 9 | ncall: 86226 | eff(%): 1.415 | loglstar: -inf < -5.719 < inf | logz: -18.356 +/- 0.337 | dlogz: 5.238 > 0.109
iter: 1221 | bound: 124 | nc: 2 | ncall: 86228 | eff(%): 1.416 | loglstar: -inf < -5.712 < inf | logz: -18.340 +/- 0.337 | dlogz: 5.211 > 0.109
iter: 1222 | bound: 124 | nc: 3 | ncall: 86231 | eff(%): 1.417 | loglstar: -inf < -5.689 < inf | logz: -18.324 +/- 0.338 | dlogz: 5.185 > 0.109
iter: 1223 | bound: 124 | nc: 6 | ncall: 86237 | eff(%): 1.418 | loglstar: -inf < -5.687 < inf | logz: -18.308 +/- 0.338 | dlogz: 5.160 > 0.109
iter: 1224 | bound: 124 | nc: 12 | ncall: 86249 | eff(%): 1.419 | loglstar: -inf < -5.671 < inf | logz: -18.292 +/- 0.338 | dlogz: 5.134 > 0.109
iter: 1225 | bound: 124 | nc: 4 | ncall: 86253 | eff(%): 1.420 | loglstar: -inf < -5.648 < inf | logz: -18.277 +/- 0.338 | dlogz: 5.109 > 0.109
iter: 1226 | bound: 124 | nc: 2 | ncall: 86255 | eff(%): 1.421 | loglstar: -inf < -5.624 < inf | logz: -18.261 +/- 0.338 | dlogz: 5.083 > 0.109
iter: 1227 | bound: 124 | nc: 4 | ncall: 86259 | eff(%): 1.422 | loglstar: -inf < -5.613 < inf | logz: -18.246 +/- 0.338 | dlogz: 5.058 > 0.109
iter: 1228 | bound: 124 | nc: 15 | ncall: 86274 | eff(%): 1.423 | loglstar: -inf < -5.585 < inf | logz: -18.231 +/- 0.338 | dlogz: 5.033 > 0.109
iter: 1229 | bound: 125 | nc: 3 | ncall: 86277 | eff(%): 1.424 | loglstar: -inf < -5.582 < inf | logz: -18.216 +/- 0.338 | dlogz: 5.008 > 0.109
iter: 1230 | bound: 125 | nc: 1 | ncall: 86278 | eff(%): 1.426 | loglstar: -inf < -5.575 < inf | logz: -18.201 +/- 0.338 | dlogz: 4.983 > 0.109
iter: 1231 | bound: 125 | nc: 4 | ncall: 86282 | eff(%): 1.427 | loglstar: -inf < -5.561 < inf | logz: -18.186 +/- 0.338 | dlogz: 4.959 > 0.109
iter: 1232 | bound: 125 | nc: 3 | ncall: 86285 | eff(%): 1.428 | loglstar: -inf < -5.554 < inf | logz: -18.172 +/- 0.338 | dlogz: 4.934 > 0.109
iter: 1233 | bound: 125 | nc: 1 | ncall: 86286 | eff(%): 1.429 | loglstar: -inf < -5.542 < inf | logz: -18.158 +/- 0.338 | dlogz: 4.910 > 0.109
iter: 1234 | bound: 125 | nc: 2 | ncall: 86288 | eff(%): 1.430 | loglstar: -inf < -5.479 < inf | logz: -18.143 +/- 0.338 | dlogz: 4.886 > 0.109
iter: 1235 | bound: 125 | nc: 3 | ncall: 86291 | eff(%): 1.431 | loglstar: -inf < -5.472 < inf | logz: -18.129 +/- 0.338 | dlogz: 4.862 > 0.109
iter: 1236 | bound: 125 | nc: 6 | ncall: 86297 | eff(%): 1.432 | loglstar: -inf < -5.471 < inf | logz: -18.115 +/- 0.338 | dlogz: 4.838 > 0.109
iter: 1237 | bound: 125 | nc: 4 | ncall: 86301 | eff(%): 1.433 | loglstar: -inf < -5.464 < inf | logz: -18.101 +/- 0.338 | dlogz: 4.814 > 0.109
iter: 1238 | bound: 125 | nc: 7 | ncall: 86308 | eff(%): 1.434 | loglstar: -inf < -5.419 < inf | logz: -18.087 +/- 0.338 | dlogz: 4.790 > 0.109
iter: 1239 | bound: 125 | nc: 1 | ncall: 86309 | eff(%): 1.436 | loglstar: -inf < -5.403 < inf | logz: -18.073 +/- 0.338 | dlogz: 4.766 > 0.109
iter: 1240 | bound: 125 | nc: 4 | ncall: 86313 | eff(%): 1.437 | loglstar: -inf < -5.397 < inf | logz: -18.059 +/- 0.338 | dlogz: 4.743 > 0.109
iter: 1241 | bound: 125 | nc: 2 | ncall: 86315 | eff(%): 1.438 | loglstar: -inf < -5.358 < inf | logz: -18.045 +/- 0.338 | dlogz: 4.719 > 0.109
iter: 1242 | bound: 125 | nc: 1 | ncall: 86316 | eff(%): 1.439 | loglstar: -inf < -5.357 < inf | logz: -18.031 +/- 0.338 | dlogz: 4.695 > 0.109
iter: 1243 | bound: 125 | nc: 4 | ncall: 86320 | eff(%): 1.440 | loglstar: -inf < -5.355 < inf | logz: -18.018 +/- 0.338 | dlogz: 4.672 > 0.109
iter: 1244 | bound: 125 | nc: 1 | ncall: 86321 | eff(%): 1.441 | loglstar: -inf < -5.337 < inf | logz: -18.004 +/- 0.338 | dlogz: 4.649 > 0.109
iter: 1245 | bound: 125 | nc: 1 | ncall: 86322 | eff(%): 1.442 | loglstar: -inf < -5.315 < inf | logz: -17.991 +/- 0.338 | dlogz: 4.626 > 0.109
iter: 1246 | bound: 125 | nc: 8 | ncall: 86330 | eff(%): 1.443 | loglstar: -inf < -5.308 < inf | logz: -17.978 +/- 0.338 | dlogz: 4.603 > 0.109
iter: 1247 | bound: 125 | nc: 4 | ncall: 86334 | eff(%): 1.444 | loglstar: -inf < -5.294 < inf | logz: -17.965 +/- 0.338 | dlogz: 4.580 > 0.109
iter: 1248 | bound: 125 | nc: 4 | ncall: 86338 | eff(%): 1.445 | loglstar: -inf < -5.290 < inf | logz: -17.952 +/- 0.338 | dlogz: 4.557 > 0.109
iter: 1249 | bound: 125 | nc: 9 | ncall: 86347 | eff(%): 1.446 | loglstar: -inf < -5.271 < inf | logz: -17.939 +/- 0.338 | dlogz: 4.535 > 0.109
iter: 1250 | bound: 125 | nc: 9 | ncall: 86356 | eff(%): 1.447 | loglstar: -inf < -5.240 < inf | logz: -17.927 +/- 0.339 | dlogz: 4.512 > 0.109
iter: 1251 | bound: 125 | nc: 9 | ncall: 86365 | eff(%): 1.449 | loglstar: -inf < -5.186 < inf | logz: -17.914 +/- 0.339 | dlogz: 4.490 > 0.109
iter: 1252 | bound: 125 | nc: 3 | ncall: 86368 | eff(%): 1.450 | loglstar: -inf < -5.156 < inf | logz: -17.901 +/- 0.339 | dlogz: 4.467 > 0.109
iter: 1253 | bound: 125 | nc: 2 | ncall: 86370 | eff(%): 1.451 | loglstar: -inf < -5.133 < inf | logz: -17.887 +/- 0.339 | dlogz: 4.444 > 0.109
iter: 1254 | bound: 126 | nc: 18 | ncall: 86388 | eff(%): 1.452 | loglstar: -inf < -5.123 < inf | logz: -17.874 +/- 0.339 | dlogz: 4.421 > 0.109
iter: 1255 | bound: 126 | nc: 4 | ncall: 86392 | eff(%): 1.453 | loglstar: -inf < -5.118 < inf | logz: -17.861 +/- 0.339 | dlogz: 4.398 > 0.109
iter: 1256 | bound: 126 | nc: 5 | ncall: 86397 | eff(%): 1.454 | loglstar: -inf < -5.101 < inf | logz: -17.848 +/- 0.339 | dlogz: 4.376 > 0.109
iter: 1257 | bound: 126 | nc: 4 | ncall: 86401 | eff(%): 1.455 | loglstar: -inf < -5.092 < inf | logz: -17.836 +/- 0.339 | dlogz: 4.353 > 0.109
iter: 1258 | bound: 126 | nc: 6 | ncall: 86407 | eff(%): 1.456 | loglstar: -inf < -5.082 < inf | logz: -17.823 +/- 0.339 | dlogz: 4.331 > 0.109
iter: 1259 | bound: 126 | nc: 6 | ncall: 86413 | eff(%): 1.457 | loglstar: -inf < -5.069 < inf | logz: -17.811 +/- 0.339 | dlogz: 4.360 > 0.109
iter: 1260 | bound: 126 | nc: 4 | ncall: 86417 | eff(%): 1.458 | loglstar: -inf < -5.061 < inf | logz: -17.799 +/- 0.339 | dlogz: 4.338 > 0.109
iter: 1261 | bound: 126 | nc: 2 | ncall: 86419 | eff(%): 1.459 | loglstar: -inf < -5.033 < inf | logz: -17.786 +/- 0.339 | dlogz: 4.316 > 0.109
iter: 1262 | bound: 126 | nc: 1 | ncall: 86420 | eff(%): 1.460 | loglstar: -inf < -5.032 < inf | logz: -17.774 +/- 0.339 | dlogz: 4.294 > 0.109
iter: 1263 | bound: 126 | nc: 5 | ncall: 86425 | eff(%): 1.461 | loglstar: -inf < -4.986 < inf | logz: -17.762 +/- 0.339 | dlogz: 4.273 > 0.109
iter: 1264 | bound: 126 | nc: 2 | ncall: 86427 | eff(%): 1.463 | loglstar: -inf < -4.986 < inf | logz: -17.750 +/- 0.339 | dlogz: 4.251 > 0.109
iter: 1265 | bound: 126 | nc: 1 | ncall: 86428 | eff(%): 1.464 | loglstar: -inf < -4.959 < inf | logz: -17.738 +/- 0.339 | dlogz: 4.229 > 0.109
iter: 1266 | bound: 126 | nc: 4 | ncall: 86432 | eff(%): 1.465 | loglstar: -inf < -4.955 < inf | logz: -17.726 +/- 0.339 | dlogz: 4.207 > 0.109
iter: 1267 | bound: 126 | nc: 4 | ncall: 86436 | eff(%): 1.466 | loglstar: -inf < -4.942 < inf | logz: -17.714 +/- 0.339 | dlogz: 4.186 > 0.109
iter: 1268 | bound: 126 | nc: 2 | ncall: 86438 | eff(%): 1.467 | loglstar: -inf < -4.926 < inf | logz: -17.703 +/- 0.339 | dlogz: 4.164 > 0.109
iter: 1269 | bound: 126 | nc: 3 | ncall: 86441 | eff(%): 1.468 | loglstar: -inf < -4.903 < inf | logz: -17.691 +/- 0.339 | dlogz: 4.143 > 0.109
iter: 1270 | bound: 126 | nc: 1 | ncall: 86442 | eff(%): 1.469 | loglstar: -inf < -4.901 < inf | logz: -17.679 +/- 0.339 | dlogz: 4.122 > 0.109
iter: 1271 | bound: 126 | nc: 9 | ncall: 86451 | eff(%): 1.470 | loglstar: -inf < -4.900 < inf | logz: -17.668 +/- 0.339 | dlogz: 4.101 > 0.109
iter: 1272 | bound: 126 | nc: 1 | ncall: 86452 | eff(%): 1.471 | loglstar: -inf < -4.889 < inf | logz: -17.657 +/- 0.339 | dlogz: 4.080 > 0.109
iter: 1273 | bound: 126 | nc: 1 | ncall: 86453 | eff(%): 1.472 | loglstar: -inf < -4.878 < inf | logz: -17.646 +/- 0.339 | dlogz: 4.059 > 0.109
iter: 1274 | bound: 126 | nc: 2 | ncall: 86455 | eff(%): 1.474 | loglstar: -inf < -4.807 < inf | logz: -17.634 +/- 0.339 | dlogz: 4.038 > 0.109
iter: 1275 | bound: 126 | nc: 5 | ncall: 86460 | eff(%): 1.475 | loglstar: -inf < -4.756 < inf | logz: -17.623 +/- 0.339 | dlogz: 4.017 > 0.109
iter: 1276 | bound: 126 | nc: 1 | ncall: 86461 | eff(%): 1.476 | loglstar: -inf < -4.737 < inf | logz: -17.611 +/- 0.340 | dlogz: 3.996 > 0.109
iter: 1277 | bound: 126 | nc: 6 | ncall: 86467 | eff(%): 1.477 | loglstar: -inf < -4.697 < inf | logz: -17.599 +/- 0.340 | dlogz: 3.975 > 0.109
iter: 1278 | bound: 126 | nc: 5 | ncall: 86472 | eff(%): 1.478 | loglstar: -inf < -4.661 < inf | logz: -17.587 +/- 0.340 | dlogz: 3.953 > 0.109
iter: 1279 | bound: 126 | nc: 8 | ncall: 86480 | eff(%): 1.479 | loglstar: -inf < -4.648 < inf | logz: -17.574 +/- 0.340 | dlogz: 3.931 > 0.109
iter: 1280 | bound: 126 | nc: 6 | ncall: 86486 | eff(%): 1.480 | loglstar: -inf < -4.640 < inf | logz: -17.562 +/- 0.340 | dlogz: 3.910 > 0.109
iter: 1281 | bound: 126 | nc: 1 | ncall: 86487 | eff(%): 1.481 | loglstar: -inf < -4.564 < inf | logz: -17.550 +/- 0.340 | dlogz: 3.888 > 0.109
iter: 1282 | bound: 127 | nc: 1 | ncall: 86488 | eff(%): 1.482 | loglstar: -inf < -4.554 < inf | logz: -17.537 +/- 0.340 | dlogz: 3.866 > 0.109
iter: 1283 | bound: 127 | nc: 4 | ncall: 86492 | eff(%): 1.483 | loglstar: -inf < -4.530 < inf | logz: -17.525 +/- 0.340 | dlogz: 3.844 > 0.109
iter: 1284 | bound: 127 | nc: 8 | ncall: 86500 | eff(%): 1.484 | loglstar: -inf < -4.500 < inf | logz: -17.512 +/- 0.340 | dlogz: 3.822 > 0.109
iter: 1285 | bound: 127 | nc: 4 | ncall: 86504 | eff(%): 1.485 | loglstar: -inf < -4.485 < inf | logz: -17.500 +/- 0.340 | dlogz: 3.800 > 0.109
iter: 1286 | bound: 127 | nc: 1 | ncall: 86505 | eff(%): 1.487 | loglstar: -inf < -4.481 < inf | logz: -17.487 +/- 0.340 | dlogz: 3.778 > 0.109
iter: 1287 | bound: 127 | nc: 4 | ncall: 86509 | eff(%): 1.488 | loglstar: -inf < -4.443 < inf | logz: -17.475 +/- 0.340 | dlogz: 3.757 > 0.109
iter: 1288 | bound: 127 | nc: 1 | ncall: 86510 | eff(%): 1.489 | loglstar: -inf < -4.441 < inf | logz: -17.463 +/- 0.340 | dlogz: 3.735 > 0.109
iter: 1289 | bound: 127 | nc: 4 | ncall: 86514 | eff(%): 1.490 | loglstar: -inf < -4.422 < inf | logz: -17.451 +/- 0.340 | dlogz: 3.713 > 0.109
iter: 1290 | bound: 127 | nc: 2 | ncall: 86516 | eff(%): 1.491 | loglstar: -inf < -4.387 < inf | logz: -17.438 +/- 0.340 | dlogz: 3.691 > 0.109
iter: 1291 | bound: 127 | nc: 5 | ncall: 86521 | eff(%): 1.492 | loglstar: -inf < -4.385 < inf | logz: -17.426 +/- 0.341 | dlogz: 3.670 > 0.109
iter: 1292 | bound: 127 | nc: 2 | ncall: 86523 | eff(%): 1.493 | loglstar: -inf < -4.376 < inf | logz: -17.414 +/- 0.341 | dlogz: 3.648 > 0.109
iter: 1293 | bound: 127 | nc: 12 | ncall: 86535 | eff(%): 1.494 | loglstar: -inf < -4.366 < inf | logz: -17.402 +/- 0.341 | dlogz: 3.627 > 0.109
iter: 1294 | bound: 127 | nc: 3 | ncall: 86538 | eff(%): 1.495 | loglstar: -inf < -4.344 < inf | logz: -17.390 +/- 0.341 | dlogz: 3.605 > 0.109
iter: 1295 | bound: 127 | nc: 6 | ncall: 86544 | eff(%): 1.496 | loglstar: -inf < -4.334 < inf | logz: -17.379 +/- 0.341 | dlogz: 3.584 > 0.109
iter: 1296 | bound: 127 | nc: 1 | ncall: 86545 | eff(%): 1.497 | loglstar: -inf < -4.331 < inf | logz: -17.367 +/- 0.341 | dlogz: 3.563 > 0.109
iter: 1297 | bound: 127 | nc: 1 | ncall: 86546 | eff(%): 1.499 | loglstar: -inf < -4.328 < inf | logz: -17.356 +/- 0.341 | dlogz: 3.542 > 0.109
iter: 1298 | bound: 127 | nc: 2 | ncall: 86548 | eff(%): 1.500 | loglstar: -inf < -4.319 < inf | logz: -17.345 +/- 0.341 | dlogz: 3.535 > 0.109
iter: 1299 | bound: 127 | nc: 4 | ncall: 86552 | eff(%): 1.501 | loglstar: -inf < -4.316 < inf | logz: -17.334 +/- 0.341 | dlogz: 3.515 > 0.109
iter: 1300 | bound: 127 | nc: 6 | ncall: 86558 | eff(%): 1.502 | loglstar: -inf < -4.284 < inf | logz: -17.323 +/- 0.341 | dlogz: 3.494 > 0.109
iter: 1301 | bound: 127 | nc: 1 | ncall: 86559 | eff(%): 1.503 | loglstar: -inf < -4.274 < inf | logz: -17.312 +/- 0.341 | dlogz: 3.474 > 0.109
iter: 1302 | bound: 127 | nc: 3 | ncall: 86562 | eff(%): 1.504 | loglstar: -inf < -4.268 < inf | logz: -17.301 +/- 0.341 | dlogz: 3.454 > 0.109
iter: 1303 | bound: 127 | nc: 4 | ncall: 86566 | eff(%): 1.505 | loglstar: -inf < -4.254 < inf | logz: -17.290 +/- 0.341 | dlogz: 3.434 > 0.109
iter: 1304 | bound: 127 | nc: 3 | ncall: 86569 | eff(%): 1.506 | loglstar: -inf < -4.247 < inf | logz: -17.279 +/- 0.341 | dlogz: 3.414 > 0.109
iter: 1305 | bound: 127 | nc: 5 | ncall: 86574 | eff(%): 1.507 | loglstar: -inf < -4.246 < inf | logz: -17.269 +/- 0.341 | dlogz: 3.394 > 0.109
iter: 1306 | bound: 127 | nc: 1 | ncall: 86575 | eff(%): 1.509 | loglstar: -inf < -4.242 < inf | logz: -17.259 +/- 0.341 | dlogz: 3.374 > 0.109
iter: 1307 | bound: 127 | nc: 2 | ncall: 86577 | eff(%): 1.510 | loglstar: -inf < -4.235 < inf | logz: -17.249 +/- 0.341 | dlogz: 3.355 > 0.109
iter: 1308 | bound: 127 | nc: 1 | ncall: 86578 | eff(%): 1.511 | loglstar: -inf < -4.214 < inf | logz: -17.239 +/- 0.341 | dlogz: 3.335 > 0.109
iter: 1309 | bound: 127 | nc: 2 | ncall: 86580 | eff(%): 1.512 | loglstar: -inf < -4.214 < inf | logz: -17.229 +/- 0.341 | dlogz: 3.316 > 0.109
iter: 1310 | bound: 127 | nc: 1 | ncall: 86581 | eff(%): 1.513 | loglstar: -inf < -4.206 < inf | logz: -17.219 +/- 0.342 | dlogz: 3.297 > 0.109
iter: 1311 | bound: 128 | nc: 11 | ncall: 86592 | eff(%): 1.514 | loglstar: -inf < -4.165 < inf | logz: -17.209 +/- 0.342 | dlogz: 3.278 > 0.109
iter: 1312 | bound: 128 | nc: 2 | ncall: 86594 | eff(%): 1.515 | loglstar: -inf < -4.164 < inf | logz: -17.199 +/- 0.342 | dlogz: 3.259 > 0.109
iter: 1313 | bound: 128 | nc: 3 | ncall: 86597 | eff(%): 1.516 | loglstar: -inf < -4.144 < inf | logz: -17.189 +/- 0.342 | dlogz: 3.240 > 0.109
iter: 1314 | bound: 128 | nc: 8 | ncall: 86605 | eff(%): 1.517 | loglstar: -inf < -4.125 < inf | logz: -17.180 +/- 0.342 | dlogz: 3.221 > 0.109
iter: 1315 | bound: 128 | nc: 6 | ncall: 86611 | eff(%): 1.518 | loglstar: -inf < -4.123 < inf | logz: -17.170 +/- 0.342 | dlogz: 3.202 > 0.109
iter: 1316 | bound: 128 | nc: 1 | ncall: 86612 | eff(%): 1.519 | loglstar: -inf < -4.118 < inf | logz: -17.160 +/- 0.342 | dlogz: 3.183 > 0.109
iter: 1317 | bound: 128 | nc: 2 | ncall: 86614 | eff(%): 1.521 | loglstar: -inf < -4.106 < inf | logz: -17.151 +/- 0.342 | dlogz: 3.165 > 0.109
iter: 1318 | bound: 128 | nc: 1 | ncall: 86615 | eff(%): 1.522 | loglstar: -inf < -4.095 < inf | logz: -17.142 +/- 0.342 | dlogz: 3.146 > 0.109
iter: 1319 | bound: 128 | nc: 2 | ncall: 86617 | eff(%): 1.523 | loglstar: -inf < -4.092 < inf | logz: -17.133 +/- 0.342 | dlogz: 3.128 > 0.109
iter: 1320 | bound: 128 | nc: 4 | ncall: 86621 | eff(%): 1.524 | loglstar: -inf < -4.073 < inf | logz: -17.123 +/- 0.342 | dlogz: 3.160 > 0.109
iter: 1321 | bound: 128 | nc: 2 | ncall: 86623 | eff(%): 1.525 | loglstar: -inf < -4.067 < inf | logz: -17.114 +/- 0.342 | dlogz: 3.142 > 0.109
iter: 1322 | bound: 128 | nc: 1 | ncall: 86624 | eff(%): 1.526 | loglstar: -inf < -4.061 < inf | logz: -17.105 +/- 0.342 | dlogz: 3.123 > 0.109
iter: 1323 | bound: 128 | nc: 7 | ncall: 86631 | eff(%): 1.527 | loglstar: -inf < -4.051 < inf | logz: -17.096 +/- 0.342 | dlogz: 3.105 > 0.109
iter: 1324 | bound: 128 | nc: 4 | ncall: 86635 | eff(%): 1.528 | loglstar: -inf < -4.027 < inf | logz: -17.088 +/- 0.342 | dlogz: 3.087 > 0.109
iter: 1325 | bound: 128 | nc: 1 | ncall: 86636 | eff(%): 1.529 | loglstar: -inf < -4.013 < inf | logz: -17.079 +/- 0.342 | dlogz: 3.069 > 0.109
iter: 1326 | bound: 128 | nc: 3 | ncall: 86639 | eff(%): 1.530 | loglstar: -inf < -4.005 < inf | logz: -17.070 +/- 0.342 | dlogz: 3.051 > 0.109
iter: 1327 | bound: 128 | nc: 2 | ncall: 86641 | eff(%): 1.532 | loglstar: -inf < -3.996 < inf | logz: -17.061 +/- 0.342 | dlogz: 3.097 > 0.109
iter: 1328 | bound: 128 | nc: 3 | ncall: 86644 | eff(%): 1.533 | loglstar: -inf < -3.981 < inf | logz: -17.053 +/- 0.342 | dlogz: 3.079 > 0.109
iter: 1329 | bound: 128 | nc: 1 | ncall: 86645 | eff(%): 1.534 | loglstar: -inf < -3.970 < inf | logz: -17.044 +/- 0.342 | dlogz: 3.061 > 0.109
iter: 1330 | bound: 128 | nc: 3 | ncall: 86648 | eff(%): 1.535 | loglstar: -inf < -3.969 < inf | logz: -17.036 +/- 0.342 | dlogz: 3.044 > 0.109
iter: 1331 | bound: 128 | nc: 4 | ncall: 86652 | eff(%): 1.536 | loglstar: -inf < -3.968 < inf | logz: -17.027 +/- 0.342 | dlogz: 3.026 > 0.109
iter: 1332 | bound: 128 | nc: 4 | ncall: 86656 | eff(%): 1.537 | loglstar: -inf < -3.938 < inf | logz: -17.019 +/- 0.342 | dlogz: 3.009 > 0.109
iter: 1333 | bound: 128 | nc: 1 | ncall: 86657 | eff(%): 1.538 | loglstar: -inf < -3.921 < inf | logz: -17.010 +/- 0.342 | dlogz: 2.991 > 0.109
iter: 1334 | bound: 128 | nc: 1 | ncall: 86658 | eff(%): 1.539 | loglstar: -inf < -3.908 < inf | logz: -17.002 +/- 0.342 | dlogz: 2.974 > 0.109
iter: 1335 | bound: 128 | nc: 2 | ncall: 86660 | eff(%): 1.541 | loglstar: -inf < -3.863 < inf | logz: -16.994 +/- 0.343 | dlogz: 2.957 > 0.109
iter: 1336 | bound: 128 | nc: 3 | ncall: 86663 | eff(%): 1.542 | loglstar: -inf < -3.860 < inf | logz: -16.985 +/- 0.343 | dlogz: 2.939 > 0.109
iter: 1337 | bound: 128 | nc: 8 | ncall: 86671 | eff(%): 1.543 | loglstar: -inf < -3.790 < inf | logz: -16.977 +/- 0.343 | dlogz: 2.922 > 0.109
iter: 1338 | bound: 128 | nc: 3 | ncall: 86674 | eff(%): 1.544 | loglstar: -inf < -3.666 < inf | logz: -16.967 +/- 0.343 | dlogz: 2.904 > 0.109
iter: 1339 | bound: 128 | nc: 1 | ncall: 86675 | eff(%): 1.545 | loglstar: -inf < -3.654 < inf | logz: -16.957 +/- 0.343 | dlogz: 2.886 > 0.109
iter: 1340 | bound: 128 | nc: 3 | ncall: 86678 | eff(%): 1.546 | loglstar: -inf < -3.651 < inf | logz: -16.948 +/- 0.343 | dlogz: 2.867 > 0.109
iter: 1341 | bound: 128 | nc: 6 | ncall: 86684 | eff(%): 1.547 | loglstar: -inf < -3.641 < inf | logz: -16.938 +/- 0.343 | dlogz: 2.849 > 0.109
iter: 1342 | bound: 128 | nc: 2 | ncall: 86686 | eff(%): 1.548 | loglstar: -inf < -3.623 < inf | logz: -16.929 +/- 0.343 | dlogz: 2.830 > 0.109
iter: 1343 | bound: 129 | nc: 7 | ncall: 86693 | eff(%): 1.549 | loglstar: -inf < -3.618 < inf | logz: -16.919 +/- 0.343 | dlogz: 2.812 > 0.109
iter: 1344 | bound: 129 | nc: 4 | ncall: 86697 | eff(%): 1.550 | loglstar: -inf < -3.613 < inf | logz: -16.910 +/- 0.343 | dlogz: 2.794 > 0.109
iter: 1345 | bound: 129 | nc: 3 | ncall: 86700 | eff(%): 1.551 | loglstar: -inf < -3.602 < inf | logz: -16.901 +/- 0.343 | dlogz: 2.776 > 0.109
iter: 1346 | bound: 129 | nc: 1 | ncall: 86701 | eff(%): 1.552 | loglstar: -inf < -3.601 < inf | logz: -16.892 +/- 0.343 | dlogz: 2.758 > 0.109
iter: 1347 | bound: 129 | nc: 3 | ncall: 86704 | eff(%): 1.554 | loglstar: -inf < -3.598 < inf | logz: -16.883 +/- 0.343 | dlogz: 2.740 > 0.109
iter: 1348 | bound: 129 | nc: 2 | ncall: 86706 | eff(%): 1.555 | loglstar: -inf < -3.581 < inf | logz: -16.874 +/- 0.343 | dlogz: 2.723 > 0.109
iter: 1349 | bound: 129 | nc: 1 | ncall: 86707 | eff(%): 1.556 | loglstar: -inf < -3.566 < inf | logz: -16.865 +/- 0.343 | dlogz: 2.705 > 0.109
iter: 1350 | bound: 129 | nc: 3 | ncall: 86710 | eff(%): 1.557 | loglstar: -inf < -3.561 < inf | logz: -16.857 +/- 0.343 | dlogz: 2.688 > 0.109
iter: 1351 | bound: 129 | nc: 10 | ncall: 86720 | eff(%): 1.558 | loglstar: -inf < -3.555 < inf | logz: -16.848 +/- 0.343 | dlogz: 2.670 > 0.109
iter: 1352 | bound: 129 | nc: 1 | ncall: 86721 | eff(%): 1.559 | loglstar: -inf < -3.544 < inf | logz: -16.839 +/- 0.344 | dlogz: 2.653 > 0.109
iter: 1353 | bound: 129 | nc: 3 | ncall: 86724 | eff(%): 1.560 | loglstar: -inf < -3.537 < inf | logz: -16.831 +/- 0.344 | dlogz: 2.636 > 0.109
iter: 1354 | bound: 129 | nc: 2 | ncall: 86726 | eff(%): 1.561 | loglstar: -inf < -3.517 < inf | logz: -16.823 +/- 0.344 | dlogz: 2.619 > 0.109
iter: 1355 | bound: 129 | nc: 2 | ncall: 86728 | eff(%): 1.562 | loglstar: -inf < -3.515 < inf | logz: -16.814 +/- 0.344 | dlogz: 2.602 > 0.109
iter: 1356 | bound: 129 | nc: 1 | ncall: 86729 | eff(%): 1.563 | loglstar: -inf < -3.513 < inf | logz: -16.806 +/- 0.344 | dlogz: 2.585 > 0.109
iter: 1357 | bound: 129 | nc: 2 | ncall: 86731 | eff(%): 1.565 | loglstar: -inf < -3.501 < inf | logz: -16.798 +/- 0.344 | dlogz: 2.568 > 0.109
iter: 1358 | bound: 129 | nc: 9 | ncall: 86740 | eff(%): 1.566 | loglstar: -inf < -3.486 < inf | logz: -16.790 +/- 0.344 | dlogz: 2.551 > 0.109
iter: 1359 | bound: 129 | nc: 4 | ncall: 86744 | eff(%): 1.567 | loglstar: -inf < -3.466 < inf | logz: -16.782 +/- 0.344 | dlogz: 2.535 > 0.109
iter: 1360 | bound: 129 | nc: 8 | ncall: 86752 | eff(%): 1.568 | loglstar: -inf < -3.462 < inf | logz: -16.774 +/- 0.344 | dlogz: 2.518 > 0.109
iter: 1361 | bound: 129 | nc: 6 | ncall: 86758 | eff(%): 1.569 | loglstar: -inf < -3.443 < inf | logz: -16.766 +/- 0.344 | dlogz: 2.501 > 0.109
iter: 1362 | bound: 129 | nc: 3 | ncall: 86761 | eff(%): 1.570 | loglstar: -inf < -3.437 < inf | logz: -16.758 +/- 0.344 | dlogz: 2.485 > 0.109
iter: 1363 | bound: 129 | nc: 7 | ncall: 86768 | eff(%): 1.571 | loglstar: -inf < -3.409 < inf | logz: -16.750 +/- 0.344 | dlogz: 2.469 > 0.109
iter: 1364 | bound: 129 | nc: 1 | ncall: 86769 | eff(%): 1.572 | loglstar: -inf < -3.376 < inf | logz: -16.742 +/- 0.344 | dlogz: 2.452 > 0.109
iter: 1365 | bound: 129 | nc: 7 | ncall: 86776 | eff(%): 1.573 | loglstar: -inf < -3.374 < inf | logz: -16.734 +/- 0.344 | dlogz: 2.436 > 0.109
iter: 1366 | bound: 129 | nc: 1 | ncall: 86777 | eff(%): 1.574 | loglstar: -inf < -3.368 < inf | logz: -16.726 +/- 0.344 | dlogz: 2.419 > 0.109
iter: 1367 | bound: 129 | nc: 1 | ncall: 86778 | eff(%): 1.575 | loglstar: -inf < -3.349 < inf | logz: -16.718 +/- 0.344 | dlogz: 2.403 > 0.109
iter: 1368 | bound: 129 | nc: 2 | ncall: 86780 | eff(%): 1.576 | loglstar: -inf < -3.338 < inf | logz: -16.710 +/- 0.344 | dlogz: 2.387 > 0.109
iter: 1369 | bound: 129 | nc: 5 | ncall: 86785 | eff(%): 1.577 | loglstar: -inf < -3.335 < inf | logz: -16.702 +/- 0.344 | dlogz: 2.371 > 0.109
iter: 1370 | bound: 129 | nc: 3 | ncall: 86788 | eff(%): 1.579 | loglstar: -inf < -3.325 < inf | logz: -16.695 +/- 0.344 | dlogz: 2.355 > 0.109
iter: 1371 | bound: 129 | nc: 2 | ncall: 86790 | eff(%): 1.580 | loglstar: -inf < -3.295 < inf | logz: -16.687 +/- 0.344 | dlogz: 2.339 > 0.109
iter: 1372 | bound: 129 | nc: 2 | ncall: 86792 | eff(%): 1.581 | loglstar: -inf < -3.294 < inf | logz: -16.679 +/- 0.345 | dlogz: 2.323 > 0.109
iter: 1373 | bound: 130 | nc: 3 | ncall: 86795 | eff(%): 1.582 | loglstar: -inf < -3.261 < inf | logz: -16.672 +/- 0.345 | dlogz: 2.307 > 0.109
iter: 1374 | bound: 130 | nc: 4 | ncall: 86799 | eff(%): 1.583 | loglstar: -inf < -3.254 < inf | logz: -16.664 +/- 0.345 | dlogz: 2.291 > 0.109
iter: 1375 | bound: 130 | nc: 1 | ncall: 86800 | eff(%): 1.584 | loglstar: -inf < -3.243 < inf | logz: -16.656 +/- 0.345 | dlogz: 2.275 > 0.109
iter: 1376 | bound: 130 | nc: 5 | ncall: 86805 | eff(%): 1.585 | loglstar: -inf < -3.238 < inf | logz: -16.649 +/- 0.345 | dlogz: 2.260 > 0.109
iter: 1377 | bound: 130 | nc: 3 | ncall: 86808 | eff(%): 1.586 | loglstar: -inf < -3.207 < inf | logz: -16.641 +/- 0.345 | dlogz: 2.244 > 0.109
iter: 1378 | bound: 130 | nc: 9 | ncall: 86817 | eff(%): 1.587 | loglstar: -inf < -3.202 < inf | logz: -16.634 +/- 0.345 | dlogz: 2.228 > 0.109
iter: 1379 | bound: 130 | nc: 1 | ncall: 86818 | eff(%): 1.588 | loglstar: -inf < -3.166 < inf | logz: -16.626 +/- 0.345 | dlogz: 2.213 > 0.109
iter: 1380 | bound: 130 | nc: 1 | ncall: 86819 | eff(%): 1.590 | loglstar: -inf < -3.158 < inf | logz: -16.618 +/- 0.345 | dlogz: 2.197 > 0.109
iter: 1381 | bound: 130 | nc: 3 | ncall: 86822 | eff(%): 1.591 | loglstar: -inf < -3.129 < inf | logz: -16.611 +/- 0.345 | dlogz: 2.181 > 0.109
iter: 1382 | bound: 130 | nc: 1 | ncall: 86823 | eff(%): 1.592 | loglstar: -inf < -3.116 < inf | logz: -16.603 +/- 0.345 | dlogz: 2.166 > 0.109
iter: 1383 | bound: 130 | nc: 2 | ncall: 86825 | eff(%): 1.593 | loglstar: -inf < -3.111 < inf | logz: -16.595 +/- 0.345 | dlogz: 2.470 > 0.109
iter: 1384 | bound: 130 | nc: 5 | ncall: 86830 | eff(%): 1.594 | loglstar: -inf < -3.110 < inf | logz: -16.588 +/- 0.345 | dlogz: 2.453 > 0.109
iter: 1385 | bound: 130 | nc: 11 | ncall: 86841 | eff(%): 1.595 | loglstar: -inf < -3.101 < inf | logz: -16.581 +/- 0.345 | dlogz: 2.438 > 0.109
iter: 1386 | bound: 130 | nc: 2 | ncall: 86843 | eff(%): 1.596 | loglstar: -inf < -3.075 < inf | logz: -16.573 +/- 0.345 | dlogz: 2.422 > 0.109
iter: 1387 | bound: 130 | nc: 2 | ncall: 86845 | eff(%): 1.597 | loglstar: -inf < -3.068 < inf | logz: -16.566 +/- 0.345 | dlogz: 2.406 > 0.109
iter: 1388 | bound: 130 | nc: 2 | ncall: 86847 | eff(%): 1.598 | loglstar: -inf < -3.049 < inf | logz: -16.558 +/- 0.345 | dlogz: 2.390 > 0.109
iter: 1389 | bound: 130 | nc: 1 | ncall: 86848 | eff(%): 1.599 | loglstar: -inf < -3.031 < inf | logz: -16.551 +/- 0.345 | dlogz: 2.375 > 0.109
iter: 1390 | bound: 130 | nc: 8 | ncall: 86856 | eff(%): 1.600 | loglstar: -inf < -3.030 < inf | logz: -16.544 +/- 0.346 | dlogz: 2.359 > 0.109
iter: 1391 | bound: 130 | nc: 1 | ncall: 86857 | eff(%): 1.601 | loglstar: -inf < -3.029 < inf | logz: -16.537 +/- 0.346 | dlogz: 2.343 > 0.109
iter: 1392 | bound: 130 | nc: 2 | ncall: 86859 | eff(%): 1.603 | loglstar: -inf < -3.028 < inf | logz: -16.530 +/- 0.346 | dlogz: 2.328 > 0.109
iter: 1393 | bound: 130 | nc: 1 | ncall: 86860 | eff(%): 1.604 | loglstar: -inf < -3.014 < inf | logz: -16.522 +/- 0.346 | dlogz: 2.312 > 0.109
iter: 1394 | bound: 130 | nc: 3 | ncall: 86863 | eff(%): 1.605 | loglstar: -inf < -3.013 < inf | logz: -16.516 +/- 0.346 | dlogz: 2.297 > 0.109
iter: 1395 | bound: 130 | nc: 11 | ncall: 86874 | eff(%): 1.606 | loglstar: -inf < -3.011 < inf | logz: -16.509 +/- 0.346 | dlogz: 2.282 > 0.109
iter: 1396 | bound: 130 | nc: 1 | ncall: 86875 | eff(%): 1.607 | loglstar: -inf < -3.000 < inf | logz: -16.502 +/- 0.346 | dlogz: 2.267 > 0.109
iter: 1397 | bound: 130 | nc: 1 | ncall: 86876 | eff(%): 1.608 | loglstar: -inf < -2.978 < inf | logz: -16.495 +/- 0.346 | dlogz: 2.252 > 0.109
iter: 1398 | bound: 130 | nc: 1 | ncall: 86877 | eff(%): 1.609 | loglstar: -inf < -2.975 < inf | logz: -16.488 +/- 0.346 | dlogz: 2.237 > 0.109
iter: 1399 | bound: 130 | nc: 1 | ncall: 86878 | eff(%): 1.610 | loglstar: -inf < -2.964 < inf | logz: -16.482 +/- 0.346 | dlogz: 2.222 > 0.109
iter: 1400 | bound: 130 | nc: 6 | ncall: 86884 | eff(%): 1.611 | loglstar: -inf < -2.940 < inf | logz: -16.475 +/- 0.346 | dlogz: 2.207 > 0.109
iter: 1401 | bound: 130 | nc: 2 | ncall: 86886 | eff(%): 1.612 | loglstar: -inf < -2.931 < inf | logz: -16.468 +/- 0.346 | dlogz: 2.192 > 0.109
iter: 1402 | bound: 130 | nc: 1 | ncall: 86887 | eff(%): 1.614 | loglstar: -inf < -2.930 < inf | logz: -16.462 +/- 0.346 | dlogz: 2.178 > 0.109
iter: 1403 | bound: 131 | nc: 9 | ncall: 86896 | eff(%): 1.615 | loglstar: -inf < -2.929 < inf | logz: -16.455 +/- 0.346 | dlogz: 2.163 > 0.109
iter: 1404 | bound: 131 | nc: 1 | ncall: 86897 | eff(%): 1.616 | loglstar: -inf < -2.926 < inf | logz: -16.449 +/- 0.346 | dlogz: 2.149 > 0.109
iter: 1405 | bound: 131 | nc: 2 | ncall: 86899 | eff(%): 1.617 | loglstar: -inf < -2.887 < inf | logz: -16.443 +/- 0.346 | dlogz: 2.134 > 0.109
iter: 1406 | bound: 131 | nc: 1 | ncall: 86900 | eff(%): 1.618 | loglstar: -inf < -2.883 < inf | logz: -16.436 +/- 0.346 | dlogz: 2.120 > 0.109
iter: 1407 | bound: 131 | nc: 7 | ncall: 86907 | eff(%): 1.619 | loglstar: -inf < -2.877 < inf | logz: -16.430 +/- 0.346 | dlogz: 2.105 > 0.109
iter: 1408 | bound: 131 | nc: 4 | ncall: 86911 | eff(%): 1.620 | loglstar: -inf < -2.871 < inf | logz: -16.423 +/- 0.346 | dlogz: 2.091 > 0.109
iter: 1409 | bound: 131 | nc: 1 | ncall: 86912 | eff(%): 1.621 | loglstar: -inf < -2.861 < inf | logz: -16.417 +/- 0.346 | dlogz: 2.077 > 0.109
iter: 1410 | bound: 131 | nc: 2 | ncall: 86914 | eff(%): 1.622 | loglstar: -inf < -2.850 < inf | logz: -16.411 +/- 0.346 | dlogz: 2.062 > 0.109
iter: 1411 | bound: 131 | nc: 2 | ncall: 86916 | eff(%): 1.623 | loglstar: -inf < -2.842 < inf | logz: -16.405 +/- 0.347 | dlogz: 2.048 > 0.109
iter: 1412 | bound: 131 | nc: 2 | ncall: 86918 | eff(%): 1.625 | loglstar: -inf < -2.826 < inf | logz: -16.398 +/- 0.347 | dlogz: 2.034 > 0.109
iter: 1413 | bound: 131 | nc: 2 | ncall: 86920 | eff(%): 1.626 | loglstar: -inf < -2.812 < inf | logz: -16.392 +/- 0.347 | dlogz: 2.020 > 0.109
iter: 1414 | bound: 131 | nc: 2 | ncall: 86922 | eff(%): 1.627 | loglstar: -inf < -2.810 < inf | logz: -16.386 +/- 0.347 | dlogz: 2.006 > 0.109
iter: 1415 | bound: 131 | nc: 1 | ncall: 86923 | eff(%): 1.628 | loglstar: -inf < -2.803 < inf | logz: -16.380 +/- 0.347 | dlogz: 1.992 > 0.109
iter: 1416 | bound: 131 | nc: 6 | ncall: 86929 | eff(%): 1.629 | loglstar: -inf < -2.797 < inf | logz: -16.374 +/- 0.347 | dlogz: 1.979 > 0.109
iter: 1417 | bound: 131 | nc: 1 | ncall: 86930 | eff(%): 1.630 | loglstar: -inf < -2.785 < inf | logz: -16.368 +/- 0.347 | dlogz: 1.965 > 0.109
iter: 1418 | bound: 131 | nc: 7 | ncall: 86937 | eff(%): 1.631 | loglstar: -inf < -2.768 < inf | logz: -16.362 +/- 0.347 | dlogz: 1.951 > 0.109
iter: 1419 | bound: 131 | nc: 3 | ncall: 86940 | eff(%): 1.632 | loglstar: -inf < -2.768 < inf | logz: -16.356 +/- 0.347 | dlogz: 1.938 > 0.109
iter: 1420 | bound: 131 | nc: 4 | ncall: 86944 | eff(%): 1.633 | loglstar: -inf < -2.764 < inf | logz: -16.351 +/- 0.347 | dlogz: 1.924 > 0.109
iter: 1421 | bound: 131 | nc: 1 | ncall: 86945 | eff(%): 1.634 | loglstar: -inf < -2.761 < inf | logz: -16.345 +/- 0.347 | dlogz: 1.911 > 0.109
iter: 1422 | bound: 131 | nc: 2 | ncall: 86947 | eff(%): 1.635 | loglstar: -inf < -2.760 < inf | logz: -16.339 +/- 0.347 | dlogz: 1.897 > 0.109
iter: 1423 | bound: 131 | nc: 5 | ncall: 86952 | eff(%): 1.637 | loglstar: -inf < -2.749 < inf | logz: -16.333 +/- 0.347 | dlogz: 1.884 > 0.109
iter: 1424 | bound: 131 | nc: 3 | ncall: 86955 | eff(%): 1.638 | loglstar: -inf < -2.748 < inf | logz: -16.328 +/- 0.347 | dlogz: 1.871 > 0.109
iter: 1425 | bound: 131 | nc: 4 | ncall: 86959 | eff(%): 1.639 | loglstar: -inf < -2.744 < inf | logz: -16.322 +/- 0.347 | dlogz: 1.858 > 0.109
iter: 1426 | bound: 131 | nc: 2 | ncall: 86961 | eff(%): 1.640 | loglstar: -inf < -2.726 < inf | logz: -16.317 +/- 0.347 | dlogz: 1.845 > 0.109
iter: 1427 | bound: 131 | nc: 9 | ncall: 86970 | eff(%): 1.641 | loglstar: -inf < -2.725 < inf | logz: -16.312 +/- 0.347 | dlogz: 1.832 > 0.109
iter: 1428 | bound: 131 | nc: 5 | ncall: 86975 | eff(%): 1.642 | loglstar: -inf < -2.718 < inf | logz: -16.306 +/- 0.347 | dlogz: 1.819 > 0.109
iter: 1429 | bound: 131 | nc: 8 | ncall: 86983 | eff(%): 1.643 | loglstar: -inf < -2.713 < inf | logz: -16.301 +/- 0.347 | dlogz: 1.806 > 0.109
iter: 1430 | bound: 131 | nc: 2 | ncall: 86985 | eff(%): 1.644 | loglstar: -inf < -2.712 < inf | logz: -16.296 +/- 0.347 | dlogz: 1.793 > 0.109
iter: 1431 | bound: 131 | nc: 1 | ncall: 86986 | eff(%): 1.645 | loglstar: -inf < -2.711 < inf | logz: -16.290 +/- 0.347 | dlogz: 1.781 > 0.109
iter: 1432 | bound: 131 | nc: 3 | ncall: 86989 | eff(%): 1.646 | loglstar: -inf < -2.700 < inf | logz: -16.285 +/- 0.347 | dlogz: 1.768 > 0.109
iter: 1433 | bound: 131 | nc: 1 | ncall: 86990 | eff(%): 1.647 | loglstar: -inf < -2.696 < inf | logz: -16.280 +/- 0.347 | dlogz: 1.756 > 0.109
iter: 1434 | bound: 131 | nc: 3 | ncall: 86993 | eff(%): 1.648 | loglstar: -inf < -2.692 < inf | logz: -16.275 +/- 0.347 | dlogz: 1.743 > 0.109
iter: 1435 | bound: 132 | nc: 5 | ncall: 86998 | eff(%): 1.649 | loglstar: -inf < -2.665 < inf | logz: -16.270 +/- 0.347 | dlogz: 1.731 > 0.109
iter: 1436 | bound: 132 | nc: 17 | ncall: 87015 | eff(%): 1.650 | loglstar: -inf < -2.664 < inf | logz: -16.265 +/- 0.347 | dlogz: 1.718 > 0.109
iter: 1437 | bound: 132 | nc: 5 | ncall: 87020 | eff(%): 1.651 | loglstar: -inf < -2.664 < inf | logz: -16.260 +/- 0.348 | dlogz: 1.706 > 0.109
iter: 1438 | bound: 132 | nc: 4 | ncall: 87024 | eff(%): 1.652 | loglstar: -inf < -2.649 < inf | logz: -16.255 +/- 0.348 | dlogz: 1.694 > 0.109
iter: 1439 | bound: 132 | nc: 4 | ncall: 87028 | eff(%): 1.653 | loglstar: -inf < -2.642 < inf | logz: -16.250 +/- 0.348 | dlogz: 1.682 > 0.109
iter: 1440 | bound: 132 | nc: 6 | ncall: 87034 | eff(%): 1.655 | loglstar: -inf < -2.640 < inf | logz: -16.245 +/- 0.348 | dlogz: 1.670 > 0.109
iter: 1441 | bound: 132 | nc: 2 | ncall: 87036 | eff(%): 1.656 | loglstar: -inf < -2.638 < inf | logz: -16.241 +/- 0.348 | dlogz: 1.658 > 0.109
iter: 1442 | bound: 132 | nc: 15 | ncall: 87051 | eff(%): 1.657 | loglstar: -inf < -2.631 < inf | logz: -16.236 +/- 0.348 | dlogz: 1.646 > 0.109
iter: 1443 | bound: 132 | nc: 2 | ncall: 87053 | eff(%): 1.658 | loglstar: -inf < -2.630 < inf | logz: -16.231 +/- 0.348 | dlogz: 1.634 > 0.109
iter: 1444 | bound: 132 | nc: 10 | ncall: 87063 | eff(%): 1.659 | loglstar: -inf < -2.602 < inf | logz: -16.226 +/- 0.348 | dlogz: 1.622 > 0.109
iter: 1445 | bound: 132 | nc: 5 | ncall: 87068 | eff(%): 1.660 | loglstar: -inf < -2.596 < inf | logz: -16.222 +/- 0.348 | dlogz: 1.611 > 0.109
iter: 1446 | bound: 132 | nc: 11 | ncall: 87079 | eff(%): 1.661 | loglstar: -inf < -2.567 < inf | logz: -16.217 +/- 0.348 | dlogz: 1.599 > 0.109
iter: 1447 | bound: 132 | nc: 4 | ncall: 87083 | eff(%): 1.662 | loglstar: -inf < -2.566 < inf | logz: -16.212 +/- 0.348 | dlogz: 1.587 > 0.109
iter: 1448 | bound: 133 | nc: 15 | ncall: 87098 | eff(%): 1.662 | loglstar: -inf < -2.535 < inf | logz: -16.208 +/- 0.348 | dlogz: 1.575 > 0.109
iter: 1449 | bound: 133 | nc: 1 | ncall: 87099 | eff(%): 1.664 | loglstar: -inf < -2.501 < inf | logz: -16.203 +/- 0.348 | dlogz: 1.564 > 0.109
iter: 1450 | bound: 133 | nc: 5 | ncall: 87104 | eff(%): 1.665 | loglstar: -inf < -2.499 < inf | logz: -16.198 +/- 0.348 | dlogz: 1.552 > 0.109
iter: 1451 | bound: 133 | nc: 1 | ncall: 87105 | eff(%): 1.666 | loglstar: -inf < -2.481 < inf | logz: -16.193 +/- 0.348 | dlogz: 1.541 > 0.109
iter: 1452 | bound: 133 | nc: 4 | ncall: 87109 | eff(%): 1.667 | loglstar: -inf < -2.460 < inf | logz: -16.188 +/- 0.348 | dlogz: 1.529 > 0.109
iter: 1453 | bound: 133 | nc: 6 | ncall: 87115 | eff(%): 1.668 | loglstar: -inf < -2.433 < inf | logz: -16.183 +/- 0.348 | dlogz: 1.517 > 0.109
iter: 1454 | bound: 133 | nc: 2 | ncall: 87117 | eff(%): 1.669 | loglstar: -inf < -2.432 < inf | logz: -16.179 +/- 0.348 | dlogz: 1.506 > 0.109
iter: 1455 | bound: 133 | nc: 5 | ncall: 87122 | eff(%): 1.670 | loglstar: -inf < -2.425 < inf | logz: -16.174 +/- 0.348 | dlogz: 1.494 > 0.109
iter: 1456 | bound: 133 | nc: 3 | ncall: 87125 | eff(%): 1.671 | loglstar: -inf < -2.403 < inf | logz: -16.169 +/- 0.348 | dlogz: 1.483 > 0.109
iter: 1457 | bound: 133 | nc: 5 | ncall: 87130 | eff(%): 1.672 | loglstar: -inf < -2.398 < inf | logz: -16.164 +/- 0.348 | dlogz: 1.471 > 0.109
iter: 1458 | bound: 133 | nc: 2 | ncall: 87132 | eff(%): 1.673 | loglstar: -inf < -2.388 < inf | logz: -16.159 +/- 0.348 | dlogz: 1.460 > 0.109
iter: 1459 | bound: 133 | nc: 7 | ncall: 87139 | eff(%): 1.674 | loglstar: -inf < -2.384 < inf | logz: -16.155 +/- 0.348 | dlogz: 1.449 > 0.109
iter: 1460 | bound: 133 | nc: 4 | ncall: 87143 | eff(%): 1.675 | loglstar: -inf < -2.382 < inf | logz: -16.150 +/- 0.348 | dlogz: 1.438 > 0.109
iter: 1461 | bound: 133 | nc: 1 | ncall: 87144 | eff(%): 1.677 | loglstar: -inf < -2.379 < inf | logz: -16.145 +/- 0.348 | dlogz: 1.426 > 0.109
iter: 1462 | bound: 133 | nc: 7 | ncall: 87151 | eff(%): 1.678 | loglstar: -inf < -2.351 < inf | logz: -16.141 +/- 0.348 | dlogz: 1.415 > 0.109
iter: 1463 | bound: 133 | nc: 1 | ncall: 87152 | eff(%): 1.679 | loglstar: -inf < -2.344 < inf | logz: -16.136 +/- 0.348 | dlogz: 1.404 > 0.109
iter: 1464 | bound: 133 | nc: 6 | ncall: 87158 | eff(%): 1.680 | loglstar: -inf < -2.341 < inf | logz: -16.131 +/- 0.348 | dlogz: 1.393 > 0.109
iter: 1465 | bound: 133 | nc: 2 | ncall: 87160 | eff(%): 1.681 | loglstar: -inf < -2.340 < inf | logz: -16.127 +/- 0.349 | dlogz: 1.382 > 0.109
iter: 1466 | bound: 133 | nc: 5 | ncall: 87165 | eff(%): 1.682 | loglstar: -inf < -2.320 < inf | logz: -16.122 +/- 0.349 | dlogz: 1.372 > 0.109
iter: 1467 | bound: 133 | nc: 2 | ncall: 87167 | eff(%): 1.683 | loglstar: -inf < -2.312 < inf | logz: -16.118 +/- 0.349 | dlogz: 1.361 > 0.109
iter: 1468 | bound: 133 | nc: 2 | ncall: 87169 | eff(%): 1.684 | loglstar: -inf < -2.308 < inf | logz: -16.113 +/- 0.349 | dlogz: 1.350 > 0.109
iter: 1469 | bound: 133 | nc: 1 | ncall: 87170 | eff(%): 1.685 | loglstar: -inf < -2.272 < inf | logz: -16.109 +/- 0.349 | dlogz: 1.339 > 0.109
iter: 1470 | bound: 133 | nc: 4 | ncall: 87174 | eff(%): 1.686 | loglstar: -inf < -2.262 < inf | logz: -16.104 +/- 0.349 | dlogz: 1.329 > 0.109
iter: 1471 | bound: 133 | nc: 1 | ncall: 87175 | eff(%): 1.687 | loglstar: -inf < -2.255 < inf | logz: -16.100 +/- 0.349 | dlogz: 1.318 > 0.109
iter: 1472 | bound: 133 | nc: 2 | ncall: 87177 | eff(%): 1.689 | loglstar: -inf < -2.248 < inf | logz: -16.095 +/- 0.349 | dlogz: 1.308 > 0.109
iter: 1473 | bound: 133 | nc: 1 | ncall: 87178 | eff(%): 1.690 | loglstar: -inf < -2.243 < inf | logz: -16.091 +/- 0.349 | dlogz: 1.297 > 0.109
iter: 1474 | bound: 133 | nc: 4 | ncall: 87182 | eff(%): 1.691 | loglstar: -inf < -2.237 < inf | logz: -16.086 +/- 0.349 | dlogz: 1.287 > 0.109
iter: 1475 | bound: 133 | nc: 3 | ncall: 87185 | eff(%): 1.692 | loglstar: -inf < -2.232 < inf | logz: -16.082 +/- 0.349 | dlogz: 1.276 > 0.109
iter: 1476 | bound: 133 | nc: 6 | ncall: 87191 | eff(%): 1.693 | loglstar: -inf < -2.208 < inf | logz: -16.078 +/- 0.349 | dlogz: 1.266 > 0.109
iter: 1477 | bound: 134 | nc: 11 | ncall: 87202 | eff(%): 1.694 | loglstar: -inf < -2.203 < inf | logz: -16.073 +/- 0.349 | dlogz: 1.256 > 0.109
iter: 1478 | bound: 134 | nc: 2 | ncall: 87204 | eff(%): 1.695 | loglstar: -inf < -2.195 < inf | logz: -16.069 +/- 0.349 | dlogz: 1.245 > 0.109
iter: 1479 | bound: 134 | nc: 1 | ncall: 87205 | eff(%): 1.696 | loglstar: -inf < -2.175 < inf | logz: -16.065 +/- 0.349 | dlogz: 1.235 > 0.109
iter: 1480 | bound: 134 | nc: 2 | ncall: 87207 | eff(%): 1.697 | loglstar: -inf < -2.166 < inf | logz: -16.060 +/- 0.349 | dlogz: 1.225 > 0.109
iter: 1481 | bound: 134 | nc: 2 | ncall: 87209 | eff(%): 1.698 | loglstar: -inf < -2.157 < inf | logz: -16.056 +/- 0.349 | dlogz: 1.215 > 0.109
iter: 1482 | bound: 134 | nc: 6 | ncall: 87215 | eff(%): 1.699 | loglstar: -inf < -2.151 < inf | logz: -16.052 +/- 0.349 | dlogz: 1.205 > 0.109
iter: 1483 | bound: 134 | nc: 10 | ncall: 87225 | eff(%): 1.700 | loglstar: -inf < -2.145 < inf | logz: -16.047 +/- 0.349 | dlogz: 1.195 > 0.109
iter: 1484 | bound: 134 | nc: 1 | ncall: 87226 | eff(%): 1.701 | loglstar: -inf < -2.124 < inf | logz: -16.043 +/- 0.349 | dlogz: 1.185 > 0.109
iter: 1485 | bound: 134 | nc: 4 | ncall: 87230 | eff(%): 1.702 | loglstar: -inf < -2.110 < inf | logz: -16.039 +/- 0.349 | dlogz: 1.175 > 0.109
iter: 1486 | bound: 134 | nc: 1 | ncall: 87231 | eff(%): 1.704 | loglstar: -inf < -2.108 < inf | logz: -16.035 +/- 0.349 | dlogz: 1.166 > 0.109
iter: 1487 | bound: 134 | nc: 1 | ncall: 87232 | eff(%): 1.705 | loglstar: -inf < -2.088 < inf | logz: -16.030 +/- 0.349 | dlogz: 1.156 > 0.109
iter: 1488 | bound: 134 | nc: 1 | ncall: 87233 | eff(%): 1.706 | loglstar: -inf < -2.087 < inf | logz: -16.026 +/- 0.349 | dlogz: 1.146 > 0.109
iter: 1489 | bound: 134 | nc: 1 | ncall: 87234 | eff(%): 1.707 | loglstar: -inf < -2.083 < inf | logz: -16.022 +/- 0.349 | dlogz: 1.137 > 0.109
iter: 1490 | bound: 134 | nc: 2 | ncall: 87236 | eff(%): 1.708 | loglstar: -inf < -2.077 < inf | logz: -16.018 +/- 0.350 | dlogz: 1.127 > 0.109
iter: 1491 | bound: 134 | nc: 1 | ncall: 87237 | eff(%): 1.709 | loglstar: -inf < -2.073 < inf | logz: -16.014 +/- 0.350 | dlogz: 1.117 > 0.109
iter: 1492 | bound: 134 | nc: 1 | ncall: 87238 | eff(%): 1.710 | loglstar: -inf < -2.065 < inf | logz: -16.010 +/- 0.350 | dlogz: 1.108 > 0.109
iter: 1493 | bound: 134 | nc: 1 | ncall: 87239 | eff(%): 1.711 | loglstar: -inf < -2.045 < inf | logz: -16.006 +/- 0.350 | dlogz: 1.099 > 0.109
iter: 1494 | bound: 134 | nc: 1 | ncall: 87240 | eff(%): 1.713 | loglstar: -inf < -2.043 < inf | logz: -16.002 +/- 0.350 | dlogz: 1.089 > 0.109
iter: 1495 | bound: 134 | nc: 1 | ncall: 87241 | eff(%): 1.714 | loglstar: -inf < -2.038 < inf | logz: -15.998 +/- 0.350 | dlogz: 1.080 > 0.109
iter: 1496 | bound: 134 | nc: 2 | ncall: 87243 | eff(%): 1.715 | loglstar: -inf < -2.035 < inf | logz: -15.994 +/- 0.350 | dlogz: 1.071 > 0.109
iter: 1497 | bound: 134 | nc: 1 | ncall: 87244 | eff(%): 1.716 | loglstar: -inf < -2.030 < inf | logz: -15.990 +/- 0.350 | dlogz: 1.062 > 0.109
iter: 1498 | bound: 134 | nc: 1 | ncall: 87245 | eff(%): 1.717 | loglstar: -inf < -2.026 < inf | logz: -15.986 +/- 0.350 | dlogz: 1.053 > 0.109
iter: 1499 | bound: 134 | nc: 1 | ncall: 87246 | eff(%): 1.718 | loglstar: -inf < -2.011 < inf | logz: -15.982 +/- 0.350 | dlogz: 1.044 > 0.109
iter: 1500 | bound: 134 | nc: 2 | ncall: 87248 | eff(%): 1.719 | loglstar: -inf < -2.009 < inf | logz: -15.978 +/- 0.350 | dlogz: 1.035 > 0.109
iter: 1501 | bound: 134 | nc: 2 | ncall: 87250 | eff(%): 1.720 | loglstar: -inf < -2.002 < inf | logz: -15.974 +/- 0.350 | dlogz: 1.026 > 0.109
iter: 1502 | bound: 134 | nc: 6 | ncall: 87256 | eff(%): 1.721 | loglstar: -inf < -1.997 < inf | logz: -15.971 +/- 0.350 | dlogz: 1.017 > 0.109
iter: 1503 | bound: 134 | nc: 1 | ncall: 87257 | eff(%): 1.722 | loglstar: -inf < -1.995 < inf | logz: -15.967 +/- 0.350 | dlogz: 1.008 > 0.109
iter: 1504 | bound: 134 | nc: 1 | ncall: 87258 | eff(%): 1.724 | loglstar: -inf < -1.987 < inf | logz: -15.963 +/- 0.350 | dlogz: 1.000 > 0.109
iter: 1505 | bound: 134 | nc: 4 | ncall: 87262 | eff(%): 1.725 | loglstar: -inf < -1.979 < inf | logz: -15.959 +/- 0.350 | dlogz: 0.991 > 0.109
iter: 1506 | bound: 134 | nc: 3 | ncall: 87265 | eff(%): 1.726 | loglstar: -inf < -1.978 < inf | logz: -15.956 +/- 0.350 | dlogz: 0.983 > 0.109
iter: 1507 | bound: 134 | nc: 2 | ncall: 87267 | eff(%): 1.727 | loglstar: -inf < -1.970 < inf | logz: -15.952 +/- 0.350 | dlogz: 0.974 > 0.109
iter: 1508 | bound: 134 | nc: 1 | ncall: 87268 | eff(%): 1.728 | loglstar: -inf < -1.966 < inf | logz: -15.949 +/- 0.350 | dlogz: 0.966 > 0.109
iter: 1509 | bound: 134 | nc: 4 | ncall: 87272 | eff(%): 1.729 | loglstar: -inf < -1.938 < inf | logz: -15.945 +/- 0.350 | dlogz: 0.957 > 0.109
iter: 1510 | bound: 134 | nc: 1 | ncall: 87273 | eff(%): 1.730 | loglstar: -inf < -1.937 < inf | logz: -15.941 +/- 0.350 | dlogz: 0.949 > 0.109
iter: 1511 | bound: 134 | nc: 1 | ncall: 87274 | eff(%): 1.731 | loglstar: -inf < -1.931 < inf | logz: -15.938 +/- 0.350 | dlogz: 0.941 > 0.109
iter: 1512 | bound: 134 | nc: 1 | ncall: 87275 | eff(%): 1.732 | loglstar: -inf < -1.917 < inf | logz: -15.934 +/- 0.350 | dlogz: 0.932 > 0.109
iter: 1513 | bound: 134 | nc: 1 | ncall: 87276 | eff(%): 1.734 | loglstar: -inf < -1.914 < inf | logz: -15.931 +/- 0.350 | dlogz: 0.924 > 0.109
iter: 1514 | bound: 134 | nc: 1 | ncall: 87277 | eff(%): 1.735 | loglstar: -inf < -1.902 < inf | logz: -15.927 +/- 0.350 | dlogz: 0.916 > 0.109
iter: 1515 | bound: 134 | nc: 1 | ncall: 87278 | eff(%): 1.736 | loglstar: -inf < -1.891 < inf | logz: -15.924 +/- 0.350 | dlogz: 0.908 > 0.109
iter: 1516 | bound: 134 | nc: 3 | ncall: 87281 | eff(%): 1.737 | loglstar: -inf < -1.886 < inf | logz: -15.920 +/- 0.350 | dlogz: 0.900 > 0.109
iter: 1517 | bound: 134 | nc: 1 | ncall: 87282 | eff(%): 1.738 | loglstar: -inf < -1.882 < inf | logz: -15.917 +/- 0.350 | dlogz: 0.892 > 0.109
iter: 1518 | bound: 134 | nc: 1 | ncall: 87283 | eff(%): 1.739 | loglstar: -inf < -1.874 < inf | logz: -15.913 +/- 0.351 | dlogz: 0.884 > 0.109
iter: 1519 | bound: 134 | nc: 2 | ncall: 87285 | eff(%): 1.740 | loglstar: -inf < -1.855 < inf | logz: -15.910 +/- 0.351 | dlogz: 0.876 > 0.109
iter: 1520 | bound: 134 | nc: 4 | ncall: 87289 | eff(%): 1.741 | loglstar: -inf < -1.855 < inf | logz: -15.906 +/- 0.351 | dlogz: 0.869 > 0.109
iter: 1521 | bound: 134 | nc: 2 | ncall: 87291 | eff(%): 1.742 | loglstar: -inf < -1.853 < inf | logz: -15.903 +/- 0.351 | dlogz: 0.861 > 0.109
iter: 1522 | bound: 134 | nc: 1 | ncall: 87292 | eff(%): 1.744 | loglstar: -inf < -1.835 < inf | logz: -15.900 +/- 0.351 | dlogz: 0.853 > 0.109
iter: 1523 | bound: 134 | nc: 5 | ncall: 87297 | eff(%): 1.745 | loglstar: -inf < -1.835 < inf | logz: -15.896 +/- 0.351 | dlogz: 0.846 > 0.109
iter: 1524 | bound: 134 | nc: 1 | ncall: 87298 | eff(%): 1.746 | loglstar: -inf < -1.826 < inf | logz: -15.893 +/- 0.351 | dlogz: 0.838 > 0.109
iter: 1525 | bound: 134 | nc: 1 | ncall: 87299 | eff(%): 1.747 | loglstar: -inf < -1.824 < inf | logz: -15.890 +/- 0.351 | dlogz: 0.830 > 0.109
iter: 1526 | bound: 135 | nc: 4 | ncall: 87303 | eff(%): 1.748 | loglstar: -inf < -1.824 < inf | logz: -15.886 +/- 0.351 | dlogz: 0.823 > 0.109
iter: 1527 | bound: 135 | nc: 1 | ncall: 87304 | eff(%): 1.749 | loglstar: -inf < -1.822 < inf | logz: -15.883 +/- 0.351 | dlogz: 0.816 > 0.109
iter: 1528 | bound: 135 | nc: 2 | ncall: 87306 | eff(%): 1.750 | loglstar: -inf < -1.821 < inf | logz: -15.880 +/- 0.351 | dlogz: 0.808 > 0.109
iter: 1529 | bound: 135 | nc: 2 | ncall: 87308 | eff(%): 1.751 | loglstar: -inf < -1.820 < inf | logz: -15.877 +/- 0.351 | dlogz: 0.801 > 0.109
iter: 1530 | bound: 135 | nc: 1 | ncall: 87309 | eff(%): 1.752 | loglstar: -inf < -1.815 < inf | logz: -15.874 +/- 0.351 | dlogz: 0.794 > 0.109
iter: 1531 | bound: 135 | nc: 1 | ncall: 87310 | eff(%): 1.754 | loglstar: -inf < -1.813 < inf | logz: -15.871 +/- 0.351 | dlogz: 0.787 > 0.109
iter: 1532 | bound: 135 | nc: 6 | ncall: 87316 | eff(%): 1.755 | loglstar: -inf < -1.810 < inf | logz: -15.868 +/- 0.351 | dlogz: 0.780 > 0.109
iter: 1533 | bound: 135 | nc: 2 | ncall: 87318 | eff(%): 1.756 | loglstar: -inf < -1.797 < inf | logz: -15.865 +/- 0.351 | dlogz: 0.773 > 0.109
iter: 1534 | bound: 135 | nc: 4 | ncall: 87322 | eff(%): 1.757 | loglstar: -inf < -1.790 < inf | logz: -15.861 +/- 0.351 | dlogz: 0.766 > 0.109
iter: 1535 | bound: 135 | nc: 1 | ncall: 87323 | eff(%): 1.758 | loglstar: -inf < -1.787 < inf | logz: -15.858 +/- 0.351 | dlogz: 0.759 > 0.109
iter: 1536 | bound: 135 | nc: 1 | ncall: 87324 | eff(%): 1.759 | loglstar: -inf < -1.787 < inf | logz: -15.856 +/- 0.351 | dlogz: 0.752 > 0.109
iter: 1537 | bound: 135 | nc: 13 | ncall: 87337 | eff(%): 1.760 | loglstar: -inf < -1.787 < inf | logz: -15.853 +/- 0.351 | dlogz: 0.745 > 0.109
iter: 1538 | bound: 135 | nc: 3 | ncall: 87340 | eff(%): 1.761 | loglstar: -inf < -1.783 < inf | logz: -15.850 +/- 0.351 | dlogz: 0.738 > 0.109
iter: 1539 | bound: 135 | nc: 6 | ncall: 87346 | eff(%): 1.762 | loglstar: -inf < -1.772 < inf | logz: -15.847 +/- 0.351 | dlogz: 0.732 > 0.109
iter: 1540 | bound: 135 | nc: 4 | ncall: 87350 | eff(%): 1.763 | loglstar: -inf < -1.764 < inf | logz: -15.844 +/- 0.351 | dlogz: 0.725 > 0.109
iter: 1541 | bound: 135 | nc: 4 | ncall: 87354 | eff(%): 1.764 | loglstar: -inf < -1.761 < inf | logz: -15.841 +/- 0.351 | dlogz: 0.718 > 0.109
iter: 1542 | bound: 135 | nc: 3 | ncall: 87357 | eff(%): 1.765 | loglstar: -inf < -1.759 < inf | logz: -15.838 +/- 0.351 | dlogz: 0.712 > 0.109
iter: 1543 | bound: 135 | nc: 2 | ncall: 87359 | eff(%): 1.766 | loglstar: -inf < -1.757 < inf | logz: -15.835 +/- 0.351 | dlogz: 0.705 > 0.109
iter: 1544 | bound: 135 | nc: 2 | ncall: 87361 | eff(%): 1.767 | loglstar: -inf < -1.749 < inf | logz: -15.833 +/- 0.351 | dlogz: 0.699 > 0.109
iter: 1545 | bound: 135 | nc: 6 | ncall: 87367 | eff(%): 1.768 | loglstar: -inf < -1.743 < inf | logz: -15.830 +/- 0.351 | dlogz: 0.693 > 0.109
iter: 1546 | bound: 135 | nc: 3 | ncall: 87370 | eff(%): 1.769 | loglstar: -inf < -1.741 < inf | logz: -15.827 +/- 0.351 | dlogz: 0.686 > 0.109
iter: 1547 | bound: 135 | nc: 5 | ncall: 87375 | eff(%): 1.771 | loglstar: -inf < -1.737 < inf | logz: -15.824 +/- 0.351 | dlogz: 0.680 > 0.109
iter: 1548 | bound: 135 | nc: 2 | ncall: 87377 | eff(%): 1.772 | loglstar: -inf < -1.732 < inf | logz: -15.822 +/- 0.351 | dlogz: 0.674 > 0.109
iter: 1549 | bound: 135 | nc: 3 | ncall: 87380 | eff(%): 1.773 | loglstar: -inf < -1.729 < inf | logz: -15.819 +/- 0.351 | dlogz: 0.668 > 0.109
iter: 1550 | bound: 135 | nc: 1 | ncall: 87381 | eff(%): 1.774 | loglstar: -inf < -1.721 < inf | logz: -15.816 +/- 0.351 | dlogz: 0.661 > 0.109
iter: 1551 | bound: 135 | nc: 2 | ncall: 87383 | eff(%): 1.775 | loglstar: -inf < -1.717 < inf | logz: -15.814 +/- 0.351 | dlogz: 0.655 > 0.109
iter: 1552 | bound: 135 | nc: 2 | ncall: 87385 | eff(%): 1.776 | loglstar: -inf < -1.706 < inf | logz: -15.811 +/- 0.351 | dlogz: 0.649 > 0.109
iter: 1553 | bound: 135 | nc: 1 | ncall: 87386 | eff(%): 1.777 | loglstar: -inf < -1.705 < inf | logz: -15.809 +/- 0.352 | dlogz: 0.643 > 0.109
iter: 1554 | bound: 135 | nc: 3 | ncall: 87389 | eff(%): 1.778 | loglstar: -inf < -1.700 < inf | logz: -15.806 +/- 0.352 | dlogz: 0.637 > 0.109
iter: 1555 | bound: 135 | nc: 2 | ncall: 87391 | eff(%): 1.779 | loglstar: -inf < -1.699 < inf | logz: -15.803 +/- 0.352 | dlogz: 0.632 > 0.109
iter: 1556 | bound: 135 | nc: 2 | ncall: 87393 | eff(%): 1.780 | loglstar: -inf < -1.698 < inf | logz: -15.801 +/- 0.352 | dlogz: 0.626 > 0.109
iter: 1557 | bound: 135 | nc: 1 | ncall: 87394 | eff(%): 1.782 | loglstar: -inf < -1.693 < inf | logz: -15.798 +/- 0.352 | dlogz: 0.620 > 0.109
iter: 1558 | bound: 135 | nc: 2 | ncall: 87396 | eff(%): 1.783 | loglstar: -inf < -1.689 < inf | logz: -15.796 +/- 0.352 | dlogz: 0.614 > 0.109
iter: 1559 | bound: 135 | nc: 3 | ncall: 87399 | eff(%): 1.784 | loglstar: -inf < -1.688 < inf | logz: -15.794 +/- 0.352 | dlogz: 0.608 > 0.109
iter: 1560 | bound: 135 | nc: 1 | ncall: 87400 | eff(%): 1.785 | loglstar: -inf < -1.686 < inf | logz: -15.791 +/- 0.352 | dlogz: 0.603 > 0.109
iter: 1561 | bound: 136 | nc: 8 | ncall: 87408 | eff(%): 1.786 | loglstar: -inf < -1.681 < inf | logz: -15.789 +/- 0.352 | dlogz: 0.597 > 0.109
iter: 1562 | bound: 136 | nc: 6 | ncall: 87414 | eff(%): 1.787 | loglstar: -inf < -1.665 < inf | logz: -15.786 +/- 0.352 | dlogz: 0.592 > 0.109
iter: 1563 | bound: 136 | nc: 1 | ncall: 87415 | eff(%): 1.788 | loglstar: -inf < -1.662 < inf | logz: -15.784 +/- 0.352 | dlogz: 0.586 > 0.109
iter: 1564 | bound: 136 | nc: 1 | ncall: 87416 | eff(%): 1.789 | loglstar: -inf < -1.659 < inf | logz: -15.782 +/- 0.352 | dlogz: 0.581 > 0.109
iter: 1565 | bound: 136 | nc: 6 | ncall: 87422 | eff(%): 1.790 | loglstar: -inf < -1.657 < inf | logz: -15.779 +/- 0.352 | dlogz: 0.575 > 0.109
iter: 1566 | bound: 136 | nc: 2 | ncall: 87424 | eff(%): 1.791 | loglstar: -inf < -1.654 < inf | logz: -15.777 +/- 0.352 | dlogz: 0.570 > 0.109
iter: 1567 | bound: 136 | nc: 1 | ncall: 87425 | eff(%): 1.792 | loglstar: -inf < -1.652 < inf | logz: -15.775 +/- 0.352 | dlogz: 0.565 > 0.109
iter: 1568 | bound: 136 | nc: 3 | ncall: 87428 | eff(%): 1.793 | loglstar: -inf < -1.644 < inf | logz: -15.772 +/- 0.352 | dlogz: 0.559 > 0.109
iter: 1569 | bound: 136 | nc: 1 | ncall: 87429 | eff(%): 1.795 | loglstar: -inf < -1.644 < inf | logz: -15.770 +/- 0.352 | dlogz: 0.554 > 0.109
iter: 1570 | bound: 136 | nc: 1 | ncall: 87430 | eff(%): 1.796 | loglstar: -inf < -1.642 < inf | logz: -15.768 +/- 0.352 | dlogz: 0.549 > 0.109
iter: 1571 | bound: 136 | nc: 2 | ncall: 87432 | eff(%): 1.797 | loglstar: -inf < -1.635 < inf | logz: -15.766 +/- 0.352 | dlogz: 0.544 > 0.109
iter: 1572 | bound: 136 | nc: 2 | ncall: 87434 | eff(%): 1.798 | loglstar: -inf < -1.634 < inf | logz: -15.763 +/- 0.352 | dlogz: 0.539 > 0.109
iter: 1573 | bound: 136 | nc: 2 | ncall: 87436 | eff(%): 1.799 | loglstar: -inf < -1.629 < inf | logz: -15.761 +/- 0.352 | dlogz: 0.534 > 0.109
iter: 1574 | bound: 136 | nc: 7 | ncall: 87443 | eff(%): 1.800 | loglstar: -inf < -1.619 < inf | logz: -15.759 +/- 0.352 | dlogz: 0.529 > 0.109
iter: 1575 | bound: 136 | nc: 1 | ncall: 87444 | eff(%): 1.801 | loglstar: -inf < -1.605 < inf | logz: -15.757 +/- 0.352 | dlogz: 0.524 > 0.109
iter: 1576 | bound: 136 | nc: 2 | ncall: 87446 | eff(%): 1.802 | loglstar: -inf < -1.600 < inf | logz: -15.755 +/- 0.352 | dlogz: 0.519 > 0.109
iter: 1577 | bound: 136 | nc: 4 | ncall: 87450 | eff(%): 1.803 | loglstar: -inf < -1.596 < inf | logz: -15.753 +/- 0.352 | dlogz: 0.514 > 0.109
iter: 1578 | bound: 136 | nc: 3 | ncall: 87453 | eff(%): 1.804 | loglstar: -inf < -1.596 < inf | logz: -15.750 +/- 0.352 | dlogz: 0.509 > 0.109
iter: 1579 | bound: 136 | nc: 7 | ncall: 87460 | eff(%): 1.805 | loglstar: -inf < -1.591 < inf | logz: -15.748 +/- 0.352 | dlogz: 0.504 > 0.109
iter: 1580 | bound: 136 | nc: 2 | ncall: 87462 | eff(%): 1.806 | loglstar: -inf < -1.573 < inf | logz: -15.746 +/- 0.352 | dlogz: 0.500 > 0.109
iter: 1581 | bound: 136 | nc: 4 | ncall: 87466 | eff(%): 1.808 | loglstar: -inf < -1.563 < inf | logz: -15.744 +/- 0.352 | dlogz: 0.495 > 0.109
iter: 1582 | bound: 136 | nc: 2 | ncall: 87468 | eff(%): 1.809 | loglstar: -inf < -1.563 < inf | logz: -15.742 +/- 0.352 | dlogz: 0.490 > 0.109
iter: 1583 | bound: 136 | nc: 2 | ncall: 87470 | eff(%): 1.810 | loglstar: -inf < -1.560 < inf | logz: -15.740 +/- 0.352 | dlogz: 0.486 > 0.109
iter: 1584 | bound: 136 | nc: 2 | ncall: 87472 | eff(%): 1.811 | loglstar: -inf < -1.558 < inf | logz: -15.738 +/- 0.352 | dlogz: 0.481 > 0.109
iter: 1585 | bound: 136 | nc: 3 | ncall: 87475 | eff(%): 1.812 | loglstar: -inf < -1.558 < inf | logz: -15.736 +/- 0.352 | dlogz: 0.476 > 0.109
iter: 1586 | bound: 136 | nc: 6 | ncall: 87481 | eff(%): 1.813 | loglstar: -inf < -1.556 < inf | logz: -15.734 +/- 0.352 | dlogz: 0.472 > 0.109
iter: 1587 | bound: 136 | nc: 3 | ncall: 87484 | eff(%): 1.814 | loglstar: -inf < -1.545 < inf | logz: -15.732 +/- 0.352 | dlogz: 0.467 > 0.109
iter: 1588 | bound: 136 | nc: 1 | ncall: 87485 | eff(%): 1.815 | loglstar: -inf < -1.545 < inf | logz: -15.730 +/- 0.352 | dlogz: 0.463 > 0.109
iter: 1589 | bound: 136 | nc: 1 | ncall: 87486 | eff(%): 1.816 | loglstar: -inf < -1.542 < inf | logz: -15.728 +/- 0.352 | dlogz: 0.458 > 0.109
iter: 1590 | bound: 136 | nc: 1 | ncall: 87487 | eff(%): 1.817 | loglstar: -inf < -1.540 < inf | logz: -15.726 +/- 0.352 | dlogz: 0.454 > 0.109
iter: 1591 | bound: 136 | nc: 1 | ncall: 87488 | eff(%): 1.819 | loglstar: -inf < -1.536 < inf | logz: -15.724 +/- 0.352 | dlogz: 0.450 > 0.109
iter: 1592 | bound: 136 | nc: 2 | ncall: 87490 | eff(%): 1.820 | loglstar: -inf < -1.527 < inf | logz: -15.722 +/- 0.352 | dlogz: 0.445 > 0.109
iter: 1593 | bound: 136 | nc: 4 | ncall: 87494 | eff(%): 1.821 | loglstar: -inf < -1.488 < inf | logz: -15.720 +/- 0.352 | dlogz: 0.441 > 0.109
iter: 1594 | bound: 136 | nc: 5 | ncall: 87499 | eff(%): 1.822 | loglstar: -inf < -1.482 < inf | logz: -15.718 +/- 0.352 | dlogz: 0.437 > 0.109
iter: 1595 | bound: 137 | nc: 9 | ncall: 87508 | eff(%): 1.823 | loglstar: -inf < -1.481 < inf | logz: -15.716 +/- 0.352 | dlogz: 0.433 > 0.109
iter: 1596 | bound: 137 | nc: 1 | ncall: 87509 | eff(%): 1.824 | loglstar: -inf < -1.477 < inf | logz: -15.714 +/- 0.352 | dlogz: 0.429 > 0.109
iter: 1597 | bound: 137 | nc: 7 | ncall: 87516 | eff(%): 1.825 | loglstar: -inf < -1.470 < inf | logz: -15.712 +/- 0.352 | dlogz: 0.425 > 0.109
iter: 1598 | bound: 137 | nc: 8 | ncall: 87524 | eff(%): 1.826 | loglstar: -inf < -1.470 < inf | logz: -15.710 +/- 0.352 | dlogz: 0.420 > 0.109
iter: 1599 | bound: 137 | nc: 9 | ncall: 87533 | eff(%): 1.827 | loglstar: -inf < -1.470 < inf | logz: -15.709 +/- 0.353 | dlogz: 0.416 > 0.109
iter: 1600 | bound: 137 | nc: 3 | ncall: 87536 | eff(%): 1.828 | loglstar: -inf < -1.467 < inf | logz: -15.707 +/- 0.353 | dlogz: 0.412 > 0.109
iter: 1601 | bound: 137 | nc: 5 | ncall: 87541 | eff(%): 1.829 | loglstar: -inf < -1.465 < inf | logz: -15.705 +/- 0.353 | dlogz: 0.408 > 0.109
iter: 1602 | bound: 137 | nc: 7 | ncall: 87548 | eff(%): 1.830 | loglstar: -inf < -1.463 < inf | logz: -15.703 +/- 0.353 | dlogz: 0.404 > 0.109
iter: 1603 | bound: 137 | nc: 3 | ncall: 87551 | eff(%): 1.831 | loglstar: -inf < -1.459 < inf | logz: -15.701 +/- 0.353 | dlogz: 0.401 > 0.109
iter: 1604 | bound: 137 | nc: 7 | ncall: 87558 | eff(%): 1.832 | loglstar: -inf < -1.455 < inf | logz: -15.699 +/- 0.353 | dlogz: 0.397 > 0.109
iter: 1605 | bound: 137 | nc: 4 | ncall: 87562 | eff(%): 1.833 | loglstar: -inf < -1.454 < inf | logz: -15.698 +/- 0.353 | dlogz: 0.393 > 0.109
iter: 1606 | bound: 137 | nc: 2 | ncall: 87564 | eff(%): 1.834 | loglstar: -inf < -1.453 < inf | logz: -15.696 +/- 0.353 | dlogz: 0.389 > 0.109
iter: 1607 | bound: 137 | nc: 3 | ncall: 87567 | eff(%): 1.835 | loglstar: -inf < -1.452 < inf | logz: -15.694 +/- 0.353 | dlogz: 0.385 > 0.109
iter: 1608 | bound: 137 | nc: 7 | ncall: 87574 | eff(%): 1.836 | loglstar: -inf < -1.451 < inf | logz: -15.692 +/- 0.353 | dlogz: 0.382 > 0.109
iter: 1609 | bound: 137 | nc: 13 | ncall: 87587 | eff(%): 1.837 | loglstar: -inf < -1.435 < inf | logz: -15.691 +/- 0.353 | dlogz: 0.378 > 0.109
iter: 1610 | bound: 137 | nc: 1 | ncall: 87588 | eff(%): 1.838 | loglstar: -inf < -1.434 < inf | logz: -15.689 +/- 0.353 | dlogz: 0.374 > 0.109
iter: 1611 | bound: 137 | nc: 8 | ncall: 87596 | eff(%): 1.839 | loglstar: -inf < -1.431 < inf | logz: -15.687 +/- 0.353 | dlogz: 0.371 > 0.109
iter: 1612 | bound: 137 | nc: 3 | ncall: 87599 | eff(%): 1.840 | loglstar: -inf < -1.423 < inf | logz: -15.686 +/- 0.353 | dlogz: 0.403 > 0.109
iter: 1613 | bound: 138 | nc: 11 | ncall: 87610 | eff(%): 1.841 | loglstar: -inf < -1.423 < inf | logz: -15.684 +/- 0.353 | dlogz: 0.400 > 0.109
iter: 1614 | bound: 138 | nc: 1 | ncall: 87611 | eff(%): 1.842 | loglstar: -inf < -1.423 < inf | logz: -15.682 +/- 0.353 | dlogz: 0.396 > 0.109
iter: 1615 | bound: 138 | nc: 2 | ncall: 87613 | eff(%): 1.843 | loglstar: -inf < -1.419 < inf | logz: -15.681 +/- 0.353 | dlogz: 0.392 > 0.109
iter: 1616 | bound: 138 | nc: 9 | ncall: 87622 | eff(%): 1.844 | loglstar: -inf < -1.414 < inf | logz: -15.679 +/- 0.353 | dlogz: 0.388 > 0.109
iter: 1617 | bound: 138 | nc: 18 | ncall: 87640 | eff(%): 1.845 | loglstar: -inf < -1.405 < inf | logz: -15.677 +/- 0.353 | dlogz: 0.385 > 0.109
iter: 1618 | bound: 138 | nc: 7 | ncall: 87647 | eff(%): 1.846 | loglstar: -inf < -1.398 < inf | logz: -15.676 +/- 0.353 | dlogz: 0.381 > 0.109
iter: 1619 | bound: 138 | nc: 1 | ncall: 87648 | eff(%): 1.847 | loglstar: -inf < -1.397 < inf | logz: -15.674 +/- 0.353 | dlogz: 0.377 > 0.109
iter: 1620 | bound: 138 | nc: 3 | ncall: 87651 | eff(%): 1.848 | loglstar: -inf < -1.397 < inf | logz: -15.673 +/- 0.353 | dlogz: 0.374 > 0.109
iter: 1621 | bound: 138 | nc: 1 | ncall: 87652 | eff(%): 1.849 | loglstar: -inf < -1.396 < inf | logz: -15.671 +/- 0.353 | dlogz: 0.370 > 0.109
iter: 1622 | bound: 138 | nc: 1 | ncall: 87653 | eff(%): 1.850 | loglstar: -inf < -1.396 < inf | logz: -15.669 +/- 0.353 | dlogz: 0.366 > 0.109
iter: 1623 | bound: 138 | nc: 10 | ncall: 87663 | eff(%): 1.851 | loglstar: -inf < -1.396 < inf | logz: -15.668 +/- 0.353 | dlogz: 0.363 > 0.109
iter: 1624 | bound: 138 | nc: 4 | ncall: 87667 | eff(%): 1.852 | loglstar: -inf < -1.389 < inf | logz: -15.666 +/- 0.353 | dlogz: 0.359 > 0.109
iter: 1625 | bound: 138 | nc: 2 | ncall: 87669 | eff(%): 1.854 | loglstar: -inf < -1.388 < inf | logz: -15.665 +/- 0.353 | dlogz: 0.356 > 0.109
iter: 1626 | bound: 138 | nc: 6 | ncall: 87675 | eff(%): 1.855 | loglstar: -inf < -1.387 < inf | logz: -15.663 +/- 0.353 | dlogz: 0.353 > 0.109
iter: 1627 | bound: 138 | nc: 2 | ncall: 87677 | eff(%): 1.856 | loglstar: -inf < -1.377 < inf | logz: -15.662 +/- 0.353 | dlogz: 0.349 > 0.109
iter: 1628 | bound: 138 | nc: 13 | ncall: 87690 | eff(%): 1.857 | loglstar: -inf < -1.375 < inf | logz: -15.660 +/- 0.353 | dlogz: 0.346 > 0.109
iter: 1629 | bound: 138 | nc: 1 | ncall: 87691 | eff(%): 1.858 | loglstar: -inf < -1.372 < inf | logz: -15.659 +/- 0.353 | dlogz: 0.343 > 0.109
iter: 1630 | bound: 138 | nc: 2 | ncall: 87693 | eff(%): 1.859 | loglstar: -inf < -1.369 < inf | logz: -15.658 +/- 0.353 | dlogz: 0.339 > 0.109
iter: 1631 | bound: 138 | nc: 2 | ncall: 87695 | eff(%): 1.860 | loglstar: -inf < -1.368 < inf | logz: -15.656 +/- 0.353 | dlogz: 0.336 > 0.109
iter: 1632 | bound: 138 | nc: 13 | ncall: 87708 | eff(%): 1.861 | loglstar: -inf < -1.368 < inf | logz: -15.655 +/- 0.353 | dlogz: 0.333 > 0.109
iter: 1633 | bound: 139 | nc: 3 | ncall: 87711 | eff(%): 1.862 | loglstar: -inf < -1.368 < inf | logz: -15.653 +/- 0.353 | dlogz: 0.330 > 0.109
iter: 1634 | bound: 139 | nc: 1 | ncall: 87712 | eff(%): 1.863 | loglstar: -inf < -1.362 < inf | logz: -15.652 +/- 0.353 | dlogz: 0.326 > 0.109
iter: 1635 | bound: 139 | nc: 10 | ncall: 87722 | eff(%): 1.864 | loglstar: -inf < -1.353 < inf | logz: -15.651 +/- 0.353 | dlogz: 0.323 > 0.109
iter: 1636 | bound: 139 | nc: 2 | ncall: 87724 | eff(%): 1.865 | loglstar: -inf < -1.344 < inf | logz: -15.649 +/- 0.353 | dlogz: 0.320 > 0.109
iter: 1637 | bound: 139 | nc: 2 | ncall: 87726 | eff(%): 1.866 | loglstar: -inf < -1.334 < inf | logz: -15.648 +/- 0.353 | dlogz: 0.317 > 0.109
iter: 1638 | bound: 139 | nc: 27 | ncall: 87753 | eff(%): 1.867 | loglstar: -inf < -1.331 < inf | logz: -15.646 +/- 0.353 | dlogz: 0.314 > 0.109
iter: 1639 | bound: 139 | nc: 6 | ncall: 87759 | eff(%): 1.868 | loglstar: -inf < -1.325 < inf | logz: -15.645 +/- 0.353 | dlogz: 0.311 > 0.109
iter: 1640 | bound: 139 | nc: 2 | ncall: 87761 | eff(%): 1.869 | loglstar: -inf < -1.315 < inf | logz: -15.644 +/- 0.353 | dlogz: 0.308 > 0.109
iter: 1641 | bound: 139 | nc: 17 | ncall: 87778 | eff(%): 1.869 | loglstar: -inf < -1.308 < inf | logz: -15.642 +/- 0.353 | dlogz: 0.305 > 0.109
iter: 1642 | bound: 139 | nc: 17 | ncall: 87795 | eff(%): 1.870 | loglstar: -inf < -1.302 < inf | logz: -15.641 +/- 0.353 | dlogz: 0.302 > 0.109
iter: 1643 | bound: 140 | nc: 16 | ncall: 87811 | eff(%): 1.871 | loglstar: -inf < -1.300 < inf | logz: -15.640 +/- 0.353 | dlogz: 0.299 > 0.109
iter: 1644 | bound: 140 | nc: 2 | ncall: 87813 | eff(%): 1.872 | loglstar: -inf < -1.296 < inf | logz: -15.638 +/- 0.353 | dlogz: 0.296 > 0.109
iter: 1645 | bound: 140 | nc: 2 | ncall: 87815 | eff(%): 1.873 | loglstar: -inf < -1.295 < inf | logz: -15.637 +/- 0.353 | dlogz: 0.293 > 0.109
iter: 1646 | bound: 140 | nc: 2 | ncall: 87817 | eff(%): 1.874 | loglstar: -inf < -1.286 < inf | logz: -15.636 +/- 0.353 | dlogz: 0.290 > 0.109
iter: 1647 | bound: 140 | nc: 1 | ncall: 87818 | eff(%): 1.875 | loglstar: -inf < -1.286 < inf | logz: -15.634 +/- 0.353 | dlogz: 0.288 > 0.109
iter: 1648 | bound: 140 | nc: 1 | ncall: 87819 | eff(%): 1.877 | loglstar: -inf < -1.285 < inf | logz: -15.633 +/- 0.353 | dlogz: 0.285 > 0.109
iter: 1649 | bound: 140 | nc: 13 | ncall: 87832 | eff(%): 1.877 | loglstar: -inf < -1.276 < inf | logz: -15.632 +/- 0.353 | dlogz: 0.282 > 0.109
iter: 1650 | bound: 140 | nc: 2 | ncall: 87834 | eff(%): 1.879 | loglstar: -inf < -1.275 < inf | logz: -15.630 +/- 0.353 | dlogz: 0.279 > 0.109
iter: 1651 | bound: 140 | nc: 1 | ncall: 87835 | eff(%): 1.880 | loglstar: -inf < -1.269 < inf | logz: -15.629 +/- 0.353 | dlogz: 0.277 > 0.109
iter: 1652 | bound: 140 | nc: 1 | ncall: 87836 | eff(%): 1.881 | loglstar: -inf < -1.257 < inf | logz: -15.628 +/- 0.353 | dlogz: 0.274 > 0.109
iter: 1653 | bound: 140 | nc: 1 | ncall: 87837 | eff(%): 1.882 | loglstar: -inf < -1.257 < inf | logz: -15.627 +/- 0.353 | dlogz: 0.271 > 0.109
iter: 1654 | bound: 140 | nc: 5 | ncall: 87842 | eff(%): 1.883 | loglstar: -inf < -1.253 < inf | logz: -15.625 +/- 0.353 | dlogz: 0.268 > 0.109
iter: 1655 | bound: 140 | nc: 2 | ncall: 87844 | eff(%): 1.884 | loglstar: -inf < -1.236 < inf | logz: -15.624 +/- 0.353 | dlogz: 0.266 > 0.109
iter: 1656 | bound: 140 | nc: 5 | ncall: 87849 | eff(%): 1.885 | loglstar: -inf < -1.227 < inf | logz: -15.623 +/- 0.353 | dlogz: 0.263 > 0.109
iter: 1657 | bound: 140 | nc: 2 | ncall: 87851 | eff(%): 1.886 | loglstar: -inf < -1.223 < inf | logz: -15.622 +/- 0.353 | dlogz: 0.261 > 0.109
iter: 1658 | bound: 140 | nc: 5 | ncall: 87856 | eff(%): 1.887 | loglstar: -inf < -1.212 < inf | logz: -15.621 +/- 0.353 | dlogz: 0.258 > 0.109
iter: 1659 | bound: 140 | nc: 1 | ncall: 87857 | eff(%): 1.888 | loglstar: -inf < -1.211 < inf | logz: -15.619 +/- 0.353 | dlogz: 0.256 > 0.109
iter: 1660 | bound: 140 | nc: 3 | ncall: 87860 | eff(%): 1.889 | loglstar: -inf < -1.203 < inf | logz: -15.618 +/- 0.353 | dlogz: 0.253 > 0.109
iter: 1661 | bound: 140 | nc: 11 | ncall: 87871 | eff(%): 1.890 | loglstar: -inf < -1.191 < inf | logz: -15.617 +/- 0.354 | dlogz: 0.251 > 0.109
iter: 1662 | bound: 140 | nc: 1 | ncall: 87872 | eff(%): 1.891 | loglstar: -inf < -1.187 < inf | logz: -15.616 +/- 0.354 | dlogz: 0.248 > 0.109
iter: 1663 | bound: 140 | nc: 3 | ncall: 87875 | eff(%): 1.892 | loglstar: -inf < -1.186 < inf | logz: -15.614 +/- 0.354 | dlogz: 0.246 > 0.109
iter: 1664 | bound: 140 | nc: 19 | ncall: 87894 | eff(%): 1.893 | loglstar: -inf < -1.180 < inf | logz: -15.613 +/- 0.354 | dlogz: 0.243 > 0.109
iter: 1665 | bound: 140 | nc: 7 | ncall: 87901 | eff(%): 1.894 | loglstar: -inf < -1.175 < inf | logz: -15.612 +/- 0.354 | dlogz: 0.241 > 0.109
iter: 1666 | bound: 140 | nc: 2 | ncall: 87903 | eff(%): 1.895 | loglstar: -inf < -1.171 < inf | logz: -15.611 +/- 0.354 | dlogz: 0.239 > 0.109
iter: 1667 | bound: 140 | nc: 1 | ncall: 87904 | eff(%): 1.896 | loglstar: -inf < -1.169 < inf | logz: -15.610 +/- 0.354 | dlogz: 0.236 > 0.109
iter: 1668 | bound: 140 | nc: 3 | ncall: 87907 | eff(%): 1.897 | loglstar: -inf < -1.168 < inf | logz: -15.609 +/- 0.354 | dlogz: 0.234 > 0.109
iter: 1669 | bound: 140 | nc: 3 | ncall: 87910 | eff(%): 1.899 | loglstar: -inf < -1.167 < inf | logz: -15.607 +/- 0.354 | dlogz: 0.232 > 0.109
iter: 1670 | bound: 141 | nc: 1 | ncall: 87911 | eff(%): 1.900 | loglstar: -inf < -1.162 < inf | logz: -15.606 +/- 0.354 | dlogz: 0.229 > 0.109
iter: 1671 | bound: 141 | nc: 1 | ncall: 87912 | eff(%): 1.901 | loglstar: -inf < -1.157 < inf | logz: -15.605 +/- 0.354 | dlogz: 0.227 > 0.109
iter: 1672 | bound: 141 | nc: 6 | ncall: 87918 | eff(%): 1.902 | loglstar: -inf < -1.150 < inf | logz: -15.604 +/- 0.354 | dlogz: 0.225 > 0.109
iter: 1673 | bound: 141 | nc: 6 | ncall: 87924 | eff(%): 1.903 | loglstar: -inf < -1.149 < inf | logz: -15.603 +/- 0.354 | dlogz: 0.223 > 0.109
iter: 1674 | bound: 141 | nc: 3 | ncall: 87927 | eff(%): 1.904 | loglstar: -inf < -1.148 < inf | logz: -15.602 +/- 0.354 | dlogz: 0.220 > 0.109
iter: 1675 | bound: 141 | nc: 2 | ncall: 87929 | eff(%): 1.905 | loglstar: -inf < -1.146 < inf | logz: -15.601 +/- 0.354 | dlogz: 0.218 > 0.109
iter: 1676 | bound: 141 | nc: 3 | ncall: 87932 | eff(%): 1.906 | loglstar: -inf < -1.145 < inf | logz: -15.600 +/- 0.354 | dlogz: 0.216 > 0.109
iter: 1677 | bound: 141 | nc: 4 | ncall: 87936 | eff(%): 1.907 | loglstar: -inf < -1.145 < inf | logz: -15.599 +/- 0.354 | dlogz: 0.214 > 0.109
iter: 1678 | bound: 141 | nc: 2 | ncall: 87938 | eff(%): 1.908 | loglstar: -inf < -1.141 < inf | logz: -15.597 +/- 0.354 | dlogz: 0.212 > 0.109
iter: 1679 | bound: 141 | nc: 1 | ncall: 87939 | eff(%): 1.909 | loglstar: -inf < -1.137 < inf | logz: -15.596 +/- 0.354 | dlogz: 0.210 > 0.109
iter: 1680 | bound: 141 | nc: 4 | ncall: 87943 | eff(%): 1.910 | loglstar: -inf < -1.135 < inf | logz: -15.595 +/- 0.354 | dlogz: 0.208 > 0.109
iter: 1681 | bound: 141 | nc: 3 | ncall: 87946 | eff(%): 1.911 | loglstar: -inf < -1.134 < inf | logz: -15.594 +/- 0.354 | dlogz: 0.206 > 0.109
iter: 1682 | bound: 141 | nc: 1 | ncall: 87947 | eff(%): 1.913 | loglstar: -inf < -1.127 < inf | logz: -15.593 +/- 0.354 | dlogz: 0.203 > 0.109
iter: 1683 | bound: 141 | nc: 2 | ncall: 87949 | eff(%): 1.914 | loglstar: -inf < -1.124 < inf | logz: -15.592 +/- 0.354 | dlogz: 0.201 > 0.109
iter: 1684 | bound: 141 | nc: 3 | ncall: 87952 | eff(%): 1.915 | loglstar: -inf < -1.123 < inf | logz: -15.591 +/- 0.354 | dlogz: 0.199 > 0.109
iter: 1685 | bound: 141 | nc: 3 | ncall: 87955 | eff(%): 1.916 | loglstar: -inf < -1.116 < inf | logz: -15.590 +/- 0.354 | dlogz: 0.198 > 0.109
iter: 1686 | bound: 141 | nc: 3 | ncall: 87958 | eff(%): 1.917 | loglstar: -inf < -1.096 < inf | logz: -15.589 +/- 0.354 | dlogz: 0.196 > 0.109
iter: 1687 | bound: 141 | nc: 2 | ncall: 87960 | eff(%): 1.918 | loglstar: -inf < -1.092 < inf | logz: -15.588 +/- 0.354 | dlogz: 0.194 > 0.109
iter: 1688 | bound: 141 | nc: 7 | ncall: 87967 | eff(%): 1.919 | loglstar: -inf < -1.089 < inf | logz: -15.587 +/- 0.354 | dlogz: 0.192 > 0.109
iter: 1689 | bound: 141 | nc: 9 | ncall: 87976 | eff(%): 1.920 | loglstar: -inf < -1.087 < inf | logz: -15.586 +/- 0.354 | dlogz: 0.190 > 0.109
iter: 1690 | bound: 141 | nc: 5 | ncall: 87981 | eff(%): 1.921 | loglstar: -inf < -1.087 < inf | logz: -15.585 +/- 0.354 | dlogz: 0.188 > 0.109
iter: 1691 | bound: 141 | nc: 7 | ncall: 87988 | eff(%): 1.922 | loglstar: -inf < -1.085 < inf | logz: -15.584 +/- 0.354 | dlogz: 0.186 > 0.109
iter: 1692 | bound: 141 | nc: 12 | ncall: 88000 | eff(%): 1.923 | loglstar: -inf < -1.084 < inf | logz: -15.583 +/- 0.354 | dlogz: 0.184 > 0.109
iter: 1693 | bound: 141 | nc: 5 | ncall: 88005 | eff(%): 1.924 | loglstar: -inf < -1.084 < inf | logz: -15.582 +/- 0.354 | dlogz: 0.182 > 0.109
iter: 1694 | bound: 141 | nc: 2 | ncall: 88007 | eff(%): 1.925 | loglstar: -inf < -1.084 < inf | logz: -15.581 +/- 0.354 | dlogz: 0.181 > 0.109
iter: 1695 | bound: 141 | nc: 1 | ncall: 88008 | eff(%): 1.926 | loglstar: -inf < -1.083 < inf | logz: -15.580 +/- 0.354 | dlogz: 0.179 > 0.109
iter: 1696 | bound: 141 | nc: 2 | ncall: 88010 | eff(%): 1.927 | loglstar: -inf < -1.080 < inf | logz: -15.580 +/- 0.354 | dlogz: 0.177 > 0.109
iter: 1697 | bound: 142 | nc: 5 | ncall: 88015 | eff(%): 1.928 | loglstar: -inf < -1.078 < inf | logz: -15.579 +/- 0.354 | dlogz: 0.175 > 0.109
iter: 1698 | bound: 142 | nc: 1 | ncall: 88016 | eff(%): 1.929 | loglstar: -inf < -1.074 < inf | logz: -15.578 +/- 0.354 | dlogz: 0.174 > 0.109
iter: 1699 | bound: 142 | nc: 3 | ncall: 88019 | eff(%): 1.930 | loglstar: -inf < -1.071 < inf | logz: -15.577 +/- 0.354 | dlogz: 0.172 > 0.109
iter: 1700 | bound: 142 | nc: 1 | ncall: 88020 | eff(%): 1.931 | loglstar: -inf < -1.058 < inf | logz: -15.576 +/- 0.354 | dlogz: 0.170 > 0.109
iter: 1701 | bound: 142 | nc: 1 | ncall: 88021 | eff(%): 1.932 | loglstar: -inf < -1.055 < inf | logz: -15.575 +/- 0.354 | dlogz: 0.168 > 0.109
iter: 1702 | bound: 142 | nc: 2 | ncall: 88023 | eff(%): 1.934 | loglstar: -inf < -1.053 < inf | logz: -15.574 +/- 0.354 | dlogz: 0.167 > 0.109
iter: 1703 | bound: 142 | nc: 1 | ncall: 88024 | eff(%): 1.935 | loglstar: -inf < -1.052 < inf | logz: -15.573 +/- 0.354 | dlogz: 0.166 > 0.109
iter: 1704 | bound: 142 | nc: 3 | ncall: 88027 | eff(%): 1.936 | loglstar: -inf < -1.051 < inf | logz: -15.572 +/- 0.354 | dlogz: 0.165 > 0.109
iter: 1705 | bound: 142 | nc: 2 | ncall: 88029 | eff(%): 1.937 | loglstar: -inf < -1.050 < inf | logz: -15.571 +/- 0.354 | dlogz: 0.163 > 0.109
iter: 1706 | bound: 142 | nc: 14 | ncall: 88043 | eff(%): 1.938 | loglstar: -inf < -1.048 < inf | logz: -15.571 +/- 0.354 | dlogz: 0.162 > 0.109
iter: 1707 | bound: 142 | nc: 6 | ncall: 88049 | eff(%): 1.939 | loglstar: -inf < -1.046 < inf | logz: -15.570 +/- 0.354 | dlogz: 0.160 > 0.109
iter: 1708 | bound: 142 | nc: 1 | ncall: 88050 | eff(%): 1.940 | loglstar: -inf < -1.044 < inf | logz: -15.569 +/- 0.354 | dlogz: 0.158 > 0.109
iter: 1709 | bound: 142 | nc: 6 | ncall: 88056 | eff(%): 1.941 | loglstar: -inf < -1.038 < inf | logz: -15.568 +/- 0.354 | dlogz: 0.157 > 0.109
iter: 1710 | bound: 142 | nc: 7 | ncall: 88063 | eff(%): 1.942 | loglstar: -inf < -1.036 < inf | logz: -15.567 +/- 0.354 | dlogz: 0.155 > 0.109
iter: 1711 | bound: 142 | nc: 1 | ncall: 88064 | eff(%): 1.943 | loglstar: -inf < -1.026 < inf | logz: -15.566 +/- 0.354 | dlogz: 0.154 > 0.109
iter: 1712 | bound: 142 | nc: 1 | ncall: 88065 | eff(%): 1.944 | loglstar: -inf < -1.025 < inf | logz: -15.566 +/- 0.354 | dlogz: 0.152 > 0.109
iter: 1713 | bound: 142 | nc: 7 | ncall: 88072 | eff(%): 1.945 | loglstar: -inf < -1.025 < inf | logz: -15.565 +/- 0.354 | dlogz: 0.151 > 0.109
iter: 1714 | bound: 142 | nc: 7 | ncall: 88079 | eff(%): 1.946 | loglstar: -inf < -1.022 < inf | logz: -15.564 +/- 0.354 | dlogz: 0.149 > 0.109
iter: 1715 | bound: 142 | nc: 1 | ncall: 88080 | eff(%): 1.947 | loglstar: -inf < -1.019 < inf | logz: -15.563 +/- 0.354 | dlogz: 0.148 > 0.109
iter: 1716 | bound: 142 | nc: 9 | ncall: 88089 | eff(%): 1.948 | loglstar: -inf < -1.017 < inf | logz: -15.562 +/- 0.354 | dlogz: 0.146 > 0.109
iter: 1717 | bound: 142 | nc: 3 | ncall: 88092 | eff(%): 1.949 | loglstar: -inf < -1.016 < inf | logz: -15.562 +/- 0.354 | dlogz: 0.145 > 0.109
iter: 1718 | bound: 142 | nc: 2 | ncall: 88094 | eff(%): 1.950 | loglstar: -inf < -1.010 < inf | logz: -15.561 +/- 0.354 | dlogz: 0.143 > 0.109
iter: 1719 | bound: 142 | nc: 4 | ncall: 88098 | eff(%): 1.951 | loglstar: -inf < -1.008 < inf | logz: -15.560 +/- 0.354 | dlogz: 0.142 > 0.109
iter: 1720 | bound: 142 | nc: 2 | ncall: 88100 | eff(%): 1.952 | loglstar: -inf < -0.998 < inf | logz: -15.559 +/- 0.354 | dlogz: 0.140 > 0.109
iter: 1721 | bound: 142 | nc: 14 | ncall: 88114 | eff(%): 1.953 | loglstar: -inf < -0.994 < inf | logz: -15.558 +/- 0.354 | dlogz: 0.139 > 0.109
iter: 1722 | bound: 143 | nc: 5 | ncall: 88119 | eff(%): 1.954 | loglstar: -inf < -0.993 < inf | logz: -15.558 +/- 0.354 | dlogz: 0.138 > 0.109
iter: 1723 | bound: 143 | nc: 4 | ncall: 88123 | eff(%): 1.955 | loglstar: -inf < -0.985 < inf | logz: -15.557 +/- 0.354 | dlogz: 0.136 > 0.109
iter: 1724 | bound: 143 | nc: 4 | ncall: 88127 | eff(%): 1.956 | loglstar: -inf < -0.983 < inf | logz: -15.556 +/- 0.354 | dlogz: 0.135 > 0.109
iter: 1725 | bound: 143 | nc: 2 | ncall: 88129 | eff(%): 1.957 | loglstar: -inf < -0.982 < inf | logz: -15.555 +/- 0.354 | dlogz: 0.134 > 0.109
iter: 1726 | bound: 143 | nc: 2 | ncall: 88131 | eff(%): 1.958 | loglstar: -inf < -0.980 < inf | logz: -15.555 +/- 0.354 | dlogz: 0.132 > 0.109
iter: 1727 | bound: 143 | nc: 1 | ncall: 88132 | eff(%): 1.960 | loglstar: -inf < -0.969 < inf | logz: -15.554 +/- 0.354 | dlogz: 0.131 > 0.109
iter: 1728 | bound: 143 | nc: 7 | ncall: 88139 | eff(%): 1.961 | loglstar: -inf < -0.963 < inf | logz: -15.553 +/- 0.354 | dlogz: 0.130 > 0.109
iter: 1729 | bound: 143 | nc: 3 | ncall: 88142 | eff(%): 1.962 | loglstar: -inf < -0.961 < inf | logz: -15.553 +/- 0.354 | dlogz: 0.128 > 0.109
iter: 1730 | bound: 143 | nc: 6 | ncall: 88148 | eff(%): 1.963 | loglstar: -inf < -0.961 < inf | logz: -15.552 +/- 0.354 | dlogz: 0.127 > 0.109
iter: 1731 | bound: 143 | nc: 10 | ncall: 88158 | eff(%): 1.964 | loglstar: -inf < -0.959 < inf | logz: -15.551 +/- 0.354 | dlogz: 0.126 > 0.109
iter: 1732 | bound: 143 | nc: 5 | ncall: 88163 | eff(%): 1.965 | loglstar: -inf < -0.958 < inf | logz: -15.550 +/- 0.354 | dlogz: 0.125 > 0.109
iter: 1733 | bound: 143 | nc: 5 | ncall: 88168 | eff(%): 1.966 | loglstar: -inf < -0.957 < inf | logz: -15.550 +/- 0.354 | dlogz: 0.123 > 0.109
iter: 1734 | bound: 143 | nc: 1 | ncall: 88169 | eff(%): 1.967 | loglstar: -inf < -0.956 < inf | logz: -15.549 +/- 0.354 | dlogz: 0.122 > 0.109
iter: 1735 | bound: 143 | nc: 1 | ncall: 88170 | eff(%): 1.968 | loglstar: -inf < -0.955 < inf | logz: -15.548 +/- 0.354 | dlogz: 0.121 > 0.109
iter: 1736 | bound: 143 | nc: 1 | ncall: 88171 | eff(%): 1.969 | loglstar: -inf < -0.954 < inf | logz: -15.548 +/- 0.354 | dlogz: 0.120 > 0.109
iter: 1737 | bound: 143 | nc: 6 | ncall: 88177 | eff(%): 1.970 | loglstar: -inf < -0.952 < inf | logz: -15.547 +/- 0.354 | dlogz: 0.118 > 0.109
iter: 1738 | bound: 143 | nc: 5 | ncall: 88182 | eff(%): 1.971 | loglstar: -inf < -0.948 < inf | logz: -15.546 +/- 0.354 | dlogz: 0.117 > 0.109
iter: 1739 | bound: 143 | nc: 6 | ncall: 88188 | eff(%): 1.972 | loglstar: -inf < -0.947 < inf | logz: -15.546 +/- 0.354 | dlogz: 0.116 > 0.109
iter: 1740 | bound: 143 | nc: 5 | ncall: 88193 | eff(%): 1.973 | loglstar: -inf < -0.945 < inf | logz: -15.545 +/- 0.354 | dlogz: 0.115 > 0.109
iter: 1741 | bound: 143 | nc: 7 | ncall: 88200 | eff(%): 1.974 | loglstar: -inf < -0.944 < inf | logz: -15.544 +/- 0.354 | dlogz: 0.114 > 0.109
iter: 1742 | bound: 143 | nc: 3 | ncall: 88203 | eff(%): 1.975 | loglstar: -inf < -0.943 < inf | logz: -15.544 +/- 0.354 | dlogz: 0.113 > 0.109
iter: 1743 | bound: 143 | nc: 2 | ncall: 88205 | eff(%): 1.976 | loglstar: -inf < -0.941 < inf | logz: -15.543 +/- 0.354 | dlogz: 0.112 > 0.109
iter: 1744 | bound: 143 | nc: 5 | ncall: 88210 | eff(%): 1.977 | loglstar: -inf < -0.932 < inf | logz: -15.542 +/- 0.354 | dlogz: 0.110 > 0.109
iter: 1745 | bound: 143 | nc: 4 | ncall: 88214 | eff(%): 1.978 | loglstar: -inf < -0.932 < inf | logz: -15.542 +/- 0.354 | dlogz: 0.109 > 0.109
iter: 1745 | +1 | bound: 143 | nc: 1 | ncall: 88215 | eff(%): 1.979 | loglstar: -inf < -0.929 < inf | logz: -15.541 +/- 0.354 | dlogz: 0.107 > 0.109
iter: 1745 | +2 | bound: 143 | nc: 1 | ncall: 88216 | eff(%): 1.980 | loglstar: -inf < -0.928 < inf | logz: -15.540 +/- 0.355 | dlogz: 0.106 > 0.109
iter: 1745 | +3 | bound: 143 | nc: 1 | ncall: 88217 | eff(%): 1.982 | loglstar: -inf < -0.926 < inf | logz: -15.540 +/- 0.355 | dlogz: 0.105 > 0.109
iter: 1745 | +4 | bound: 143 | nc: 1 | ncall: 88218 | eff(%): 1.983 | loglstar: -inf < -0.924 < inf | logz: -15.539 +/- 0.355 | dlogz: 0.104 > 0.109
iter: 1745 | +5 | bound: 143 | nc: 1 | ncall: 88219 | eff(%): 1.984 | loglstar: -inf < -0.923 < inf | logz: -15.538 +/- 0.355 | dlogz: 0.103 > 0.109
iter: 1745 | +6 | bound: 143 | nc: 1 | ncall: 88220 | eff(%): 1.985 | loglstar: -inf < -0.920 < inf | logz: -15.538 +/- 0.355 | dlogz: 0.102 > 0.109
iter: 1745 | +7 | bound: 143 | nc: 1 | ncall: 88221 | eff(%): 1.986 | loglstar: -inf < -0.913 < inf | logz: -15.537 +/- 0.355 | dlogz: 0.101 > 0.109
iter: 1745 | +8 | bound: 143 | nc: 1 | ncall: 88222 | eff(%): 1.987 | loglstar: -inf < -0.910 < inf | logz: -15.537 +/- 0.355 | dlogz: 0.100 > 0.109
iter: 1745 | +9 | bound: 143 | nc: 1 | ncall: 88223 | eff(%): 1.988 | loglstar: -inf < -0.905 < inf | logz: -15.536 +/- 0.355 | dlogz: 0.099 > 0.109
iter: 1745 | +10 | bound: 143 | nc: 1 | ncall: 88224 | eff(%): 1.989 | loglstar: -inf < -0.905 < inf | logz: -15.535 +/- 0.355 | dlogz: 0.097 > 0.109
iter: 1745 | +11 | bound: 143 | nc: 1 | ncall: 88225 | eff(%): 1.991 | loglstar: -inf < -0.905 < inf | logz: -15.535 +/- 0.355 | dlogz: 0.096 > 0.109
iter: 1745 | +12 | bound: 143 | nc: 1 | ncall: 88226 | eff(%): 1.992 | loglstar: -inf < -0.902 < inf | logz: -15.534 +/- 0.355 | dlogz: 0.095 > 0.109
iter: 1745 | +13 | bound: 143 | nc: 1 | ncall: 88227 | eff(%): 1.993 | loglstar: -inf < -0.898 < inf | logz: -15.533 +/- 0.355 | dlogz: 0.094 > 0.109
iter: 1745 | +14 | bound: 143 | nc: 1 | ncall: 88228 | eff(%): 1.994 | loglstar: -inf < -0.895 < inf | logz: -15.533 +/- 0.355 | dlogz: 0.093 > 0.109
iter: 1745 | +15 | bound: 143 | nc: 1 | ncall: 88229 | eff(%): 1.995 | loglstar: -inf < -0.892 < inf | logz: -15.532 +/- 0.355 | dlogz: 0.092 > 0.109
iter: 1745 | +16 | bound: 143 | nc: 1 | ncall: 88230 | eff(%): 1.996 | loglstar: -inf < -0.887 < inf | logz: -15.531 +/- 0.355 | dlogz: 0.091 > 0.109
iter: 1745 | +17 | bound: 143 | nc: 1 | ncall: 88231 | eff(%): 1.997 | loglstar: -inf < -0.882 < inf | logz: -15.531 +/- 0.355 | dlogz: 0.090 > 0.109
iter: 1745 | +18 | bound: 143 | nc: 1 | ncall: 88232 | eff(%): 1.999 | loglstar: -inf < -0.867 < inf | logz: -15.530 +/- 0.355 | dlogz: 0.089 > 0.109
iter: 1745 | +19 | bound: 143 | nc: 1 | ncall: 88233 | eff(%): 2.000 | loglstar: -inf < -0.860 < inf | logz: -15.529 +/- 0.355 | dlogz: 0.088 > 0.109
iter: 1745 | +20 | bound: 143 | nc: 1 | ncall: 88234 | eff(%): 2.001 | loglstar: -inf < -0.853 < inf | logz: -15.529 +/- 0.355 | dlogz: 0.087 > 0.109
iter: 1745 | +21 | bound: 143 | nc: 1 | ncall: 88235 | eff(%): 2.002 | loglstar: -inf < -0.852 < inf | logz: -15.528 +/- 0.355 | dlogz: 0.086 > 0.109
iter: 1745 | +22 | bound: 143 | nc: 1 | ncall: 88236 | eff(%): 2.003 | loglstar: -inf < -0.850 < inf | logz: -15.527 +/- 0.355 | dlogz: 0.085 > 0.109
iter: 1745 | +23 | bound: 143 | nc: 1 | ncall: 88237 | eff(%): 2.004 | loglstar: -inf < -0.848 < inf | logz: -15.527 +/- 0.355 | dlogz: 0.083 > 0.109
iter: 1745 | +24 | bound: 143 | nc: 1 | ncall: 88238 | eff(%): 2.005 | loglstar: -inf < -0.843 < inf | logz: -15.526 +/- 0.355 | dlogz: 0.082 > 0.109
iter: 1745 | +25 | bound: 143 | nc: 1 | ncall: 88239 | eff(%): 2.006 | loglstar: -inf < -0.841 < inf | logz: -15.525 +/- 0.355 | dlogz: 0.081 > 0.109
iter: 1745 | +26 | bound: 143 | nc: 1 | ncall: 88240 | eff(%): 2.008 | loglstar: -inf < -0.838 < inf | logz: -15.525 +/- 0.355 | dlogz: 0.080 > 0.109
iter: 1745 | +27 | bound: 143 | nc: 1 | ncall: 88241 | eff(%): 2.009 | loglstar: -inf < -0.836 < inf | logz: -15.524 +/- 0.355 | dlogz: 0.079 > 0.109
iter: 1745 | +28 | bound: 143 | nc: 1 | ncall: 88242 | eff(%): 2.010 | loglstar: -inf < -0.836 < inf | logz: -15.523 +/- 0.355 | dlogz: 0.078 > 0.109
iter: 1745 | +29 | bound: 143 | nc: 1 | ncall: 88243 | eff(%): 2.011 | loglstar: -inf < -0.834 < inf | logz: -15.523 +/- 0.355 | dlogz: 0.077 > 0.109
iter: 1745 | +30 | bound: 143 | nc: 1 | ncall: 88244 | eff(%): 2.012 | loglstar: -inf < -0.828 < inf | logz: -15.522 +/- 0.355 | dlogz: 0.076 > 0.109
iter: 1745 | +31 | bound: 143 | nc: 1 | ncall: 88245 | eff(%): 2.013 | loglstar: -inf < -0.826 < inf | logz: -15.521 +/- 0.355 | dlogz: 0.075 > 0.109
iter: 1745 | +32 | bound: 143 | nc: 1 | ncall: 88246 | eff(%): 2.014 | loglstar: -inf < -0.825 < inf | logz: -15.521 +/- 0.355 | dlogz: 0.074 > 0.109
iter: 1745 | +33 | bound: 143 | nc: 1 | ncall: 88247 | eff(%): 2.016 | loglstar: -inf < -0.824 < inf | logz: -15.520 +/- 0.355 | dlogz: 0.073 > 0.109
iter: 1745 | +34 | bound: 143 | nc: 1 | ncall: 88248 | eff(%): 2.017 | loglstar: -inf < -0.823 < inf | logz: -15.519 +/- 0.355 | dlogz: 0.072 > 0.109
iter: 1745 | +35 | bound: 143 | nc: 1 | ncall: 88249 | eff(%): 2.018 | loglstar: -inf < -0.817 < inf | logz: -15.519 +/- 0.355 | dlogz: 0.070 > 0.109
iter: 1745 | +36 | bound: 143 | nc: 1 | ncall: 88250 | eff(%): 2.019 | loglstar: -inf < -0.816 < inf | logz: -15.518 +/- 0.355 | dlogz: 0.069 > 0.109
iter: 1745 | +37 | bound: 143 | nc: 1 | ncall: 88251 | eff(%): 2.020 | loglstar: -inf < -0.810 < inf | logz: -15.517 +/- 0.355 | dlogz: 0.068 > 0.109
iter: 1745 | +38 | bound: 143 | nc: 1 | ncall: 88252 | eff(%): 2.021 | loglstar: -inf < -0.809 < inf | logz: -15.516 +/- 0.355 | dlogz: 0.067 > 0.109
iter: 1745 | +39 | bound: 143 | nc: 1 | ncall: 88253 | eff(%): 2.022 | loglstar: -inf < -0.805 < inf | logz: -15.516 +/- 0.355 | dlogz: 0.066 > 0.109
iter: 1745 | +40 | bound: 143 | nc: 1 | ncall: 88254 | eff(%): 2.023 | loglstar: -inf < -0.801 < inf | logz: -15.515 +/- 0.355 | dlogz: 0.065 > 0.109
iter: 1745 | +41 | bound: 143 | nc: 1 | ncall: 88255 | eff(%): 2.025 | loglstar: -inf < -0.793 < inf | logz: -15.514 +/- 0.355 | dlogz: 0.064 > 0.109
iter: 1745 | +42 | bound: 143 | nc: 1 | ncall: 88256 | eff(%): 2.026 | loglstar: -inf < -0.778 < inf | logz: -15.514 +/- 0.355 | dlogz: 0.063 > 0.109
iter: 1745 | +43 | bound: 143 | nc: 1 | ncall: 88257 | eff(%): 2.027 | loglstar: -inf < -0.778 < inf | logz: -15.513 +/- 0.355 | dlogz: 0.062 > 0.109
iter: 1745 | +44 | bound: 143 | nc: 1 | ncall: 88258 | eff(%): 2.028 | loglstar: -inf < -0.778 < inf | logz: -15.512 +/- 0.355 | dlogz: 0.061 > 0.109
iter: 1745 | +45 | bound: 143 | nc: 1 | ncall: 88259 | eff(%): 2.029 | loglstar: -inf < -0.777 < inf | logz: -15.511 +/- 0.355 | dlogz: 0.060 > 0.109
iter: 1745 | +46 | bound: 143 | nc: 1 | ncall: 88260 | eff(%): 2.030 | loglstar: -inf < -0.772 < inf | logz: -15.511 +/- 0.355 | dlogz: 0.059 > 0.109
iter: 1745 | +47 | bound: 143 | nc: 1 | ncall: 88261 | eff(%): 2.031 | loglstar: -inf < -0.770 < inf | logz: -15.510 +/- 0.355 | dlogz: 0.058 > 0.109
iter: 1745 | +48 | bound: 143 | nc: 1 | ncall: 88262 | eff(%): 2.033 | loglstar: -inf < -0.767 < inf | logz: -15.509 +/- 0.355 | dlogz: 0.056 > 0.109
iter: 1745 | +49 | bound: 143 | nc: 1 | ncall: 88263 | eff(%): 2.034 | loglstar: -inf < -0.763 < inf | logz: -15.509 +/- 0.355 | dlogz: 0.055 > 0.109
iter: 1745 | +50 | bound: 143 | nc: 1 | ncall: 88264 | eff(%): 2.035 | loglstar: -inf < -0.762 < inf | logz: -15.508 +/- 0.355 | dlogz: 0.054 > 0.109
iter: 1745 | +51 | bound: 143 | nc: 1 | ncall: 88265 | eff(%): 2.036 | loglstar: -inf < -0.759 < inf | logz: -15.507 +/- 0.355 | dlogz: 0.053 > 0.109
iter: 1745 | +52 | bound: 143 | nc: 1 | ncall: 88266 | eff(%): 2.037 | loglstar: -inf < -0.757 < inf | logz: -15.506 +/- 0.355 | dlogz: 0.052 > 0.109
iter: 1745 | +53 | bound: 143 | nc: 1 | ncall: 88267 | eff(%): 2.038 | loglstar: -inf < -0.752 < inf | logz: -15.506 +/- 0.355 | dlogz: 0.051 > 0.109
iter: 1745 | +54 | bound: 143 | nc: 1 | ncall: 88268 | eff(%): 2.039 | loglstar: -inf < -0.745 < inf | logz: -15.505 +/- 0.355 | dlogz: 0.050 > 0.109
iter: 1745 | +55 | bound: 143 | nc: 1 | ncall: 88269 | eff(%): 2.040 | loglstar: -inf < -0.745 < inf | logz: -15.504 +/- 0.355 | dlogz: 0.049 > 0.109
iter: 1745 | +56 | bound: 143 | nc: 1 | ncall: 88270 | eff(%): 2.042 | loglstar: -inf < -0.738 < inf | logz: -15.504 +/- 0.355 | dlogz: 0.048 > 0.109
iter: 1745 | +57 | bound: 143 | nc: 1 | ncall: 88271 | eff(%): 2.043 | loglstar: -inf < -0.736 < inf | logz: -15.503 +/- 0.355 | dlogz: 0.047 > 0.109
iter: 1745 | +58 | bound: 143 | nc: 1 | ncall: 88272 | eff(%): 2.044 | loglstar: -inf < -0.735 < inf | logz: -15.502 +/- 0.355 | dlogz: 0.046 > 0.109
iter: 1745 | +59 | bound: 143 | nc: 1 | ncall: 88273 | eff(%): 2.045 | loglstar: -inf < -0.729 < inf | logz: -15.501 +/- 0.355 | dlogz: 0.045 > 0.109
iter: 1745 | +60 | bound: 143 | nc: 1 | ncall: 88274 | eff(%): 2.046 | loglstar: -inf < -0.728 < inf | logz: -15.501 +/- 0.355 | dlogz: 0.044 > 0.109
iter: 1745 | +61 | bound: 143 | nc: 1 | ncall: 88275 | eff(%): 2.047 | loglstar: -inf < -0.727 < inf | logz: -15.500 +/- 0.355 | dlogz: 0.043 > 0.109
iter: 1745 | +62 | bound: 143 | nc: 1 | ncall: 88276 | eff(%): 2.048 | loglstar: -inf < -0.723 < inf | logz: -15.499 +/- 0.355 | dlogz: 0.041 > 0.109
iter: 1745 | +63 | bound: 143 | nc: 1 | ncall: 88277 | eff(%): 2.050 | loglstar: -inf < -0.716 < inf | logz: -15.498 +/- 0.355 | dlogz: 0.040 > 0.109
iter: 1745 | +64 | bound: 143 | nc: 1 | ncall: 88278 | eff(%): 2.051 | loglstar: -inf < -0.699 < inf | logz: -15.498 +/- 0.356 | dlogz: 0.039 > 0.109
iter: 1745 | +65 | bound: 143 | nc: 1 | ncall: 88279 | eff(%): 2.052 | loglstar: -inf < -0.695 < inf | logz: -15.497 +/- 0.356 | dlogz: 0.038 > 0.109
iter: 1745 | +66 | bound: 143 | nc: 1 | ncall: 88280 | eff(%): 2.053 | loglstar: -inf < -0.693 < inf | logz: -15.496 +/- 0.356 | dlogz: 0.037 > 0.109
iter: 1745 | +67 | bound: 143 | nc: 1 | ncall: 88281 | eff(%): 2.054 | loglstar: -inf < -0.690 < inf | logz: -15.495 +/- 0.356 | dlogz: 0.036 > 0.109
iter: 1745 | +68 | bound: 143 | nc: 1 | ncall: 88282 | eff(%): 2.055 | loglstar: -inf < -0.690 < inf | logz: -15.495 +/- 0.356 | dlogz: 0.035 > 0.109
iter: 1745 | +69 | bound: 143 | nc: 1 | ncall: 88283 | eff(%): 2.056 | loglstar: -inf < -0.689 < inf | logz: -15.494 +/- 0.356 | dlogz: 0.034 > 0.109
iter: 1745 | +70 | bound: 143 | nc: 1 | ncall: 88284 | eff(%): 2.057 | loglstar: -inf < -0.687 < inf | logz: -15.493 +/- 0.356 | dlogz: 0.033 > 0.109
iter: 1745 | +71 | bound: 143 | nc: 1 | ncall: 88285 | eff(%): 2.059 | loglstar: -inf < -0.654 < inf | logz: -15.492 +/- 0.356 | dlogz: 0.032 > 0.109
iter: 1745 | +72 | bound: 143 | nc: 1 | ncall: 88286 | eff(%): 2.060 | loglstar: -inf < -0.647 < inf | logz: -15.491 +/- 0.356 | dlogz: 0.031 > 0.109
iter: 1745 | +73 | bound: 143 | nc: 1 | ncall: 88287 | eff(%): 2.061 | loglstar: -inf < -0.640 < inf | logz: -15.491 +/- 0.356 | dlogz: 0.030 > 0.109
iter: 1745 | +74 | bound: 143 | nc: 1 | ncall: 88288 | eff(%): 2.062 | loglstar: -inf < -0.638 < inf | logz: -15.490 +/- 0.356 | dlogz: 0.029 > 0.109
iter: 1745 | +75 | bound: 143 | nc: 1 | ncall: 88289 | eff(%): 2.063 | loglstar: -inf < -0.630 < inf | logz: -15.489 +/- 0.356 | dlogz: 0.028 > 0.109
iter: 1745 | +76 | bound: 143 | nc: 1 | ncall: 88290 | eff(%): 2.064 | loglstar: -inf < -0.629 < inf | logz: -15.488 +/- 0.356 | dlogz: 0.026 > 0.109
iter: 1745 | +77 | bound: 143 | nc: 1 | ncall: 88291 | eff(%): 2.065 | loglstar: -inf < -0.622 < inf | logz: -15.487 +/- 0.356 | dlogz: 0.025 > 0.109
iter: 1745 | +78 | bound: 143 | nc: 1 | ncall: 88292 | eff(%): 2.067 | loglstar: -inf < -0.619 < inf | logz: -15.487 +/- 0.356 | dlogz: 0.024 > 0.109
iter: 1745 | +79 | bound: 143 | nc: 1 | ncall: 88293 | eff(%): 2.068 | loglstar: -inf < -0.619 < inf | logz: -15.486 +/- 0.356 | dlogz: 0.023 > 0.109
iter: 1745 | +80 | bound: 143 | nc: 1 | ncall: 88294 | eff(%): 2.069 | loglstar: -inf < -0.603 < inf | logz: -15.485 +/- 0.356 | dlogz: 0.022 > 0.109
iter: 1745 | +81 | bound: 143 | nc: 1 | ncall: 88295 | eff(%): 2.070 | loglstar: -inf < -0.599 < inf | logz: -15.484 +/- 0.356 | dlogz: 0.021 > 0.109
iter: 1745 | +82 | bound: 143 | nc: 1 | ncall: 88296 | eff(%): 2.071 | loglstar: -inf < -0.592 < inf | logz: -15.483 +/- 0.356 | dlogz: 0.020 > 0.109
iter: 1745 | +83 | bound: 143 | nc: 1 | ncall: 88297 | eff(%): 2.072 | loglstar: -inf < -0.585 < inf | logz: -15.482 +/- 0.356 | dlogz: 0.019 > 0.109
iter: 1745 | +84 | bound: 143 | nc: 1 | ncall: 88298 | eff(%): 2.073 | loglstar: -inf < -0.580 < inf | logz: -15.482 +/- 0.357 | dlogz: 0.018 > 0.109
iter: 1745 | +85 | bound: 143 | nc: 1 | ncall: 88299 | eff(%): 2.075 | loglstar: -inf < -0.579 < inf | logz: -15.481 +/- 0.357 | dlogz: 0.017 > 0.109
iter: 1745 | +86 | bound: 143 | nc: 1 | ncall: 88300 | eff(%): 2.076 | loglstar: -inf < -0.576 < inf | logz: -15.480 +/- 0.357 | dlogz: 0.016 > 0.109
iter: 1745 | +87 | bound: 143 | nc: 1 | ncall: 88301 | eff(%): 2.077 | loglstar: -inf < -0.565 < inf | logz: -15.479 +/- 0.357 | dlogz: 0.015 > 0.109
iter: 1745 | +88 | bound: 143 | nc: 1 | ncall: 88302 | eff(%): 2.078 | loglstar: -inf < -0.549 < inf | logz: -15.478 +/- 0.357 | dlogz: 0.014 > 0.109
iter: 1745 | +89 | bound: 143 | nc: 1 | ncall: 88303 | eff(%): 2.079 | loglstar: -inf < -0.547 < inf | logz: -15.477 +/- 0.357 | dlogz: 0.013 > 0.109
iter: 1745 | +90 | bound: 143 | nc: 1 | ncall: 88304 | eff(%): 2.080 | loglstar: -inf < -0.493 < inf | logz: -15.476 +/- 0.357 | dlogz: 0.012 > 0.109
iter: 1745 | +91 | bound: 143 | nc: 1 | ncall: 88305 | eff(%): 2.081 | loglstar: -inf < -0.488 < inf | logz: -15.475 +/- 0.357 | dlogz: 0.011 > 0.109
iter: 1745 | +92 | bound: 143 | nc: 1 | ncall: 88306 | eff(%): 2.082 | loglstar: -inf < -0.471 < inf | logz: -15.475 +/- 0.358 | dlogz: 0.009 > 0.109
iter: 1745 | +93 | bound: 143 | nc: 1 | ncall: 88307 | eff(%): 2.084 | loglstar: -inf < -0.450 < inf | logz: -15.474 +/- 0.358 | dlogz: 0.008 > 0.109
iter: 1745 | +94 | bound: 143 | nc: 1 | ncall: 88308 | eff(%): 2.085 | loglstar: -inf < -0.436 < inf | logz: -15.473 +/- 0.358 | dlogz: 0.007 > 0.109
iter: 1745 | +95 | bound: 143 | nc: 1 | ncall: 88309 | eff(%): 2.086 | loglstar: -inf < -0.433 < inf | logz: -15.472 +/- 0.358 | dlogz: 0.006 > 0.109
iter: 1745 | +96 | bound: 143 | nc: 1 | ncall: 88310 | eff(%): 2.087 | loglstar: -inf < -0.421 < inf | logz: -15.471 +/- 0.359 | dlogz: 0.005 > 0.109
iter: 1745 | +97 | bound: 143 | nc: 1 | ncall: 88311 | eff(%): 2.088 | loglstar: -inf < -0.413 < inf | logz: -15.470 +/- 0.359 | dlogz: 0.004 > 0.109
iter: 1745 | +98 | bound: 143 | nc: 1 | ncall: 88312 | eff(%): 2.089 | loglstar: -inf < -0.356 < inf | logz: -15.469 +/- 0.360 | dlogz: 0.003 > 0.109
iter: 1745 | +99 | bound: 143 | nc: 1 | ncall: 88313 | eff(%): 2.090 | loglstar: -inf < -0.347 < inf | logz: -15.468 +/- 0.360 | dlogz: 0.002 > 0.109
iter: 1745 | +100 | bound: 143 | nc: 1 | ncall: 88314 | eff(%): 2.092 | loglstar: -inf < -0.347 < inf | logz: -15.467 +/- 0.362 | dlogz: 0.001 > 0.109
Finished PSF psf_photometry with median residuals of -31.83%
Elapsed Time for Photometry: 151.62948464600004
df
| ra | dec | mag | magerr | |
|---|---|---|---|---|
| 0 | 80.364001 | -69.461635 | 22.281892 | 0.662593 |
| 1 | 80.361689 | -69.461252 | 22.271605 | 0.099318 |
| 2 | 80.363795 | -69.461675 | 22.275647 | 0.093758 |
| 3 | 80.362132 | -69.461930 | 21.999813 | 0.081537 |
| 4 | 80.360666 | -69.462094 | 22.510913 | 0.115709 |
| 5 | 80.361509 | -69.462404 | 22.167974 | 0.083433 |
